diff --git a/benchmarks/README.md b/benchmarks/README.md new file mode 100644 index 0000000..b92d0e7 --- /dev/null +++ b/benchmarks/README.md @@ -0,0 +1,89 @@ +# LyoPRONTO Benchmarks + +Tools to compare Pyomo (finite differences + orthogonal collocation) vs Scipy optimizers across parameter grids. + +## Current Workflow (Jan 2025) + +### 1. Generate Grid Data +Use `grid_cli.py` to run Cartesian product benchmarks across N parameters: + +```bash +# Generate 3×3 grid: scipy baseline + FD + collocation +python benchmarks/grid_cli.py generate \ + --task Tsh --scenario baseline \ + --vary product.A1=16,18,20 \ + --vary ht.KC=2.75e-4,3.3e-4,4.0e-4 \ + --methods scipy,fd,colloc \ + --n-elements 24 --n-collocation 3 \ + --out benchmarks/results/grid_A1_KC.jsonl +``` + +**Options:** +- `--vary key=val1,val2,...` (repeatable) — parameter sweeps +- `--methods scipy,fd,colloc` — which solvers to run +- `--n-elements N` — finite elements (both FD and collocation base) +- `--n-collocation NCP` — collocation points per element +- `--warmstart` — enable staged solve with scipy trajectory (off by default for robustness) +- `--raw-colloc` — disable effective-nfe parity reporting +- `--force` — regenerate even if output exists (reuse-first by default) + +**Make shortcut:** +```bash +make bench VARY='product.A1=16,18,20 ht.KC=2.75e-4,3.3e-4,4.0e-4' METHODS=fd,colloc +``` + +### 2. Analyze Results +Open `benchmarks/grid_analysis.ipynb` (read-only; expects pre-generated JSONL): + +```bash +JSONL_PATH=benchmarks/results/grid_A1_KC.jsonl jupyter notebook benchmarks/grid_analysis.ipynb +``` + +Notebook cells produce: +- CSV pivot tables (objectives, ratios, speedups) +- Heatmaps (objective difference, speedup, parity) +- Scatter plots and histograms +- Summary interpretation + +**Headless execution (optional):** +```bash +make analyze OUT=benchmarks/results/grid_A1_KC.jsonl METRIC=ratio.pyomo_over_scipy +``` + +## Core Modules + +- **`grid_cli.py`** — CLI for N-dimensional grid generation (replaces legacy `run_grid*.py`) +- **`adapters.py`** — Normalized scipy/Pyomo runners with discretization metadata +- **`scenarios.py`** — Scenario definitions (vial, product, ht, eq_cap, nVial) +- **`schema.py`** — Versioned record serialization (v2: trajectories + hashing) +- **`validate.py`** — Physics checks (mass balance, dryness, constraint violations) +- **`grid_analysis.ipynb`** — Analysis notebook (read-only data loader) +- **`results/`** — Default output directory + +## Tasks + +- `Tsh` — optimize shelf temperature only (pressure fixed) +- `Pch` — optimize chamber pressure only (shelf fixed) +- `both` — joint optimization (pressure + temperature) + +## Output Schema (v2) + +Each JSONL record includes: +- `version`: schema version (currently 2) +- `hash.inputs`, `hash.record`: SHA-256 hashes for deduplication +- `environment`: Python, Pyomo, Ipopt versions, OS, hostname, timestamp +- `task`, `scenario`: optimization variant and scenario name +- `grid.param1`, `grid.param2`, ... : swept parameters with paths and values +- `scipy`: `{success, wall_time_s, objective_time_hr, solver, metrics}` +- `pyomo`: same as scipy, plus: + - `discretization`: `{method, n_elements_requested, n_elements_applied, n_collocation, effective_nfe, total_mesh_points}` + - `warmstart_used`: bool +- `failed`: overall failure flag (any solver failed or dryness unmet) + +## Notes + +- **Warmstart disabled by default** for robustness testing; enable with `--warmstart`. +- **Effective-nfe true by default** for collocation parity with FD mesh density. +- **Reuse-first**: if JSONL exists, generation skipped unless `--force` supplied. +- **Trajectories embedded** in records (numpy arrays → lists during serialization). +- **Hashing** prevents duplicate runs (schema v2 `hash.inputs` field). diff --git a/benchmarks/adapters.py b/benchmarks/adapters.py new file mode 100644 index 0000000..c8f476e --- /dev/null +++ b/benchmarks/adapters.py @@ -0,0 +1,244 @@ +"""Adapters normalizing scipy and Pyomo optimizer outputs. + +Each adapter returns a dictionary with standardized keys: +- trajectory: np.ndarray (time, Tsub, Tbot, Tsh, Pch_mTorr, flux, percent_dried) +- success: bool +- message: str +- raw: original solver output or model reference +- solver_stats: dict (iterations, evals, etc.) +""" + +from __future__ import annotations + +import time +from typing import Any + +import numpy as np +from lyopronto import opt_Pch, opt_Pch_Tsh, opt_Tsh +from lyopronto.pyomo_models import optimizers as pyomo_opt + +DRYNESS_TARGET = 98.9 # Percentage (0-100) + +# Scipy adapters ------------------------------------------------------------- + + +def scipy_adapter( + task: str, + vial: dict[str, float], + product: dict[str, float], + ht: dict[str, float], + eq_cap: dict[str, float], + nVial: int, + scenario: dict[str, Any], + dt: float = 0.01, +) -> dict[str, Any]: + """Run scipy baseline optimizer variant for specified task. + + task 'Tsh': optimize shelf temperature only (pressure schedule fixed) + task 'Pch': optimize chamber pressure only (shelf temperature schedule fixed) + task 'both': optimize both pressure and temperature concurrently + """ + if task == "Tsh": + # Pressure schedule fixed at 0.1 Torr with long hold allowing completion + Pchamber = {"setpt": [0.1], "dt_setpt": [1800.0], "ramp_rate": 0.5} + # Shelf temperature optimization bounds + Tshelf = {"min": -45.0, "max": 120.0} + runner = opt_Tsh.dry + args = (vial, product, ht, Pchamber, Tshelf, dt, eq_cap, nVial) + elif task == "Pch": + # Pressure optimization lower bound + Pchamber = {"min": 0.05} + # Shelf multi-step schedule with sufficient time for drying completion + # NOTE: dt_setpt in MINUTES (opt_Pch expects minutes, converts internally) + # High resistance products (A1=20) need ~86 hours, use 100 hours for margin + Tshelf = { + "init": -35.0, + "setpt": [-20.0, 120.0], + "dt_setpt": [300.0, 5700.0], + "ramp_rate": 1.0, + } + runner = opt_Pch.dry + args = (vial, product, ht, Pchamber, Tshelf, dt, eq_cap, nVial) + elif task == "both": + Pchamber = {"min": 0.05} + Tshelf = {"min": -45.0, "max": 120.0} + runner = opt_Pch_Tsh.dry + args = (vial, product, ht, Pchamber, Tshelf, dt, eq_cap, nVial) + else: + raise ValueError(f"Unknown task '{task}'") + + start = time.perf_counter() + out = runner(*args) + wall = time.perf_counter() - start + + traj = out + success = traj.size > 0 + message = "scipy run completed" + objective_time_hr = float(traj[-1, 0]) if success else None + + return { + "trajectory": traj, + "success": success, + "message": message, + "wall_time_s": wall, + "objective_time_hr": objective_time_hr, + "solver": {"status": "n/a", "termination_condition": "n/a"}, + "solver_stats": {}, + "raw": out, + } + + +# Pyomo adapters ------------------------------------------------------------- + + +def pyomo_adapter( + task: str, + vial: dict[str, float], + product: dict[str, float], + ht: dict[str, float], + eq_cap: dict[str, float], + nVial: int, + scenario: dict[str, Any], + dt: float = 0.01, + warmstart: bool = False, + method: str = "fd", # 'fd' or 'colloc' + n_elements: int = 24, + n_collocation: int = 3, + effective_nfe: bool = True, + tsh_ramp_rate: float | None = None, # Max Tsh ramp rate [°C/hr] + pch_ramp_rate: float | None = None, # Max Pch ramp rate [Torr/hr] + use_secant_ramp_constraints: bool = True, # Add secant slope constraints for collocation +) -> dict[str, Any]: + """Run Pyomo optimizer counterpart for specified task with discretization controls. + + Parameters + ---------- + method : str + 'fd' for finite differences, 'colloc' for orthogonal collocation. + n_elements : int + Base number of finite elements requested. + n_collocation : int + Number of collocation points per element (only if method == 'colloc'). + effective_nfe : bool + If True (collocation only), treat n_elements as effective (parity with FD) for reporting. + warmstart : bool + Use staged solve with scipy warmstart trajectory. Default False for robustness benchmarking. + use_secant_ramp_constraints : bool + When using collocation with ramp constraints, add explicit secant slope constraints. + Default True. If False, only polynomial derivative constraints are used, which may + allow numerical derivatives between mesh points to exceed the ramp limit (by ~15%). + """ + if task == "Tsh": + Pchamber = {"setpt": [0.1], "dt_setpt": [180.0], "ramp_rate": 0.5} + Tshelf = {"min": -45.0, "max": 120.0} + if tsh_ramp_rate is not None: + Tshelf["max_ramp_rate"] = tsh_ramp_rate + runner = pyomo_opt.optimize_Tsh_pyomo + args = (vial, product, ht, Pchamber, Tshelf, dt, eq_cap, nVial) + elif task == "Pch": + Pchamber = {"min": 0.05} + if pch_ramp_rate is not None: + Pchamber["max_ramp_rate"] = pch_ramp_rate + # Shelf multi-step schedule with sufficient time for drying completion + # NOTE: dt_setpt in MINUTES (Pyomo internally uses same convention as scipy) + # High resistance products (A1=20) need ~86 hours, use 100 hours for margin + Tshelf = { + "init": -35.0, + "setpt": [-20.0, 120.0], + "dt_setpt": [300.0, 5700.0], + "ramp_rate": 1.0, + } + runner = pyomo_opt.optimize_Pch_pyomo + args = (vial, product, ht, Pchamber, Tshelf, dt, eq_cap, nVial) + elif task == "both": + Pchamber = {"min": 0.05, "max": 0.5} + if pch_ramp_rate is not None: + Pchamber["max_ramp_rate"] = pch_ramp_rate + Tshelf = {"min": -45.0, "max": 120.0, "init": -35.0} + if tsh_ramp_rate is not None: + Tshelf["max_ramp_rate"] = tsh_ramp_rate + runner = pyomo_opt.optimize_Pch_Tsh_pyomo + args = (vial, product, ht, Pchamber, Tshelf, dt, eq_cap, nVial) + else: + raise ValueError(f"Unknown task '{task}'") + + use_fd = method.lower() == "fd" + treat_eff = (not use_fd) and bool(effective_nfe) + + start = time.perf_counter() + meta: dict[str, Any] = {} + try: + res = runner( + *args, + n_elements=int(n_elements), + n_collocation=int(n_collocation), + use_finite_differences=use_fd, + treat_n_elements_as_effective=treat_eff, + warmstart_scipy=warmstart, + return_metadata=True, + tee=False, + use_secant_ramp_constraints=use_secant_ramp_constraints, + ) + if isinstance(res, dict) and "output" in res: + traj = res["output"] + meta = res.get("metadata", {}) + else: + traj = res + success = True + message = "pyomo run completed" + except Exception as e: + traj = np.empty((0, 7)) + success = False + message = f"pyomo failure: {e.__class__.__name__}: {e}"[:300] + wall = time.perf_counter() - start + + if success and isinstance(traj, np.ndarray) and traj.size: + default_t = float(traj[-1, 0]) + else: + default_t = None + objective_time_hr = ( + float(meta.get("objective_time_hr", default_t)) if success else None + ) + + solver_info = { + "status": meta.get("status"), + "termination_condition": meta.get("termination_condition"), + "ipopt_iterations": meta.get("ipopt_iterations"), + "n_points": meta.get("n_points"), + "staged_solve_success": meta.get("staged_solve_success"), + } + + # Discretization reporting + if use_fd: + total_mesh_points = int(n_elements) + 1 # simple FD time mesh + else: + # For collocation, total interior points per element is n_collocation + # Effective parity: treat effective_nfe True => report n_elements as comparable to FD + total_mesh_points = int(n_elements) * int(n_collocation) + 1 + discretization = { + "method": "fd" if use_fd else "colloc", + "n_elements_requested": int(n_elements), + "n_elements_applied": int(n_elements), # could differ if transformation adjusts + "n_collocation": int(n_collocation) if not use_fd else None, + "effective_nfe": bool(treat_eff) if not use_fd else False, + "total_mesh_points": total_mesh_points, + } + # Merge any mesh_info from metadata if present + mesh_info = meta.get("mesh_info") + if isinstance(mesh_info, dict): + discretization.update( + {k: v for k, v in mesh_info.items() if k not in discretization} + ) + + return { + "trajectory": traj, + "success": success, + "message": message, + "wall_time_s": wall, + "objective_time_hr": objective_time_hr, + "solver": solver_info, + "solver_stats": {}, + "raw": traj, + "warmstart_used": warmstart, + "discretization": discretization, + } diff --git a/benchmarks/grid_analysis.ipynb b/benchmarks/grid_analysis.ipynb new file mode 100644 index 0000000..50fbc62 --- /dev/null +++ b/benchmarks/grid_analysis.ipynb @@ -0,0 +1,1918 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "id": "7d8b0d88", + "metadata": {}, + "source": [ + "# Benchmark Analysis: Pyomo vs Scipy\n", + "\n", + "This notebook analyzes pre-generated benchmark data comparing Pyomo optimization methods (Finite Differences and Orthogonal Collocation) against the Scipy baseline.\n", + "\n", + "## Data Files\n", + "\n", + "**Full benchmark files** (tracked in git):\n", + "- `baseline_Tsh_3x3.jsonl` - Shelf temperature optimization, 3x3 parameter grid\n", + "- `baseline_Pch_3x3.jsonl` - Chamber pressure optimization, 3x3 parameter grid\n", + "\n", + "**Additional benchmark files** (gitignored, regenerate locally):\n", + "- `both_no_ramp_3x3.jsonl` - Both Tsh and Pch optimization\n", + "- `both_ramp_constrained.jsonl` - Ramp-constrained optimization (Tsh ≤10°C/hr, Pch ≤0.1 Torr/hr)\n", + "- `high_resistance_*.jsonl` - Stress tests with high product resistance\n", + "- `sanity_check.jsonl` - Quick 2x2 validation grid\n", + "\n", + "## Data Generation (CLI Reference)\n", + "\n", + "```bash\n", + "# Shelf temperature optimization (3x3 grid)\n", + "python benchmarks/grid_cli.py generate --task Tsh --scenario baseline \\\n", + " --vary product.A1=16,18,20 --vary ht.KC=2.75e-4,3.5e-4,4e-4 \\\n", + " --methods scipy,fd,colloc --n-elements 12 \\\n", + " --out benchmarks/results/baseline_Tsh_3x3.jsonl --force\n", + "\n", + "# Chamber pressure optimization (3x3 grid)\n", + "python benchmarks/grid_cli.py generate --task Pch --scenario baseline \\\n", + " --vary product.A1=16,18,20 --vary ht.KC=2.75e-4,3.5e-4,4e-4 \\\n", + " --methods scipy,fd,colloc --n-elements 12 \\\n", + " --out benchmarks/results/baseline_Pch_3x3.jsonl --force\n", + "\n", + "# Both Tsh and Pch optimization (3x3 grid)\n", + "python benchmarks/grid_cli.py generate --task both --scenario baseline \\\n", + " --vary product.A1=16,18,20 --vary ht.KC=2.75e-4,3.5e-4,4e-4 \\\n", + " --methods scipy,fd,colloc --n-elements 12 \\\n", + " --out benchmarks/results/both_no_ramp_3x3.jsonl --force\n", + "\n", + "# With trajectories for visualization (adds --save-trajectories flag)\n", + "python benchmarks/grid_cli.py generate --task both --scenario baseline \\\n", + " --vary product.A1=18 --vary ht.KC=3.3e-4 \\\n", + " --methods scipy,fd,colloc --n-elements 12 --save-trajectories \\\n", + " --out benchmarks/results/both_trajectories.jsonl --force\n", + "\n", + "# Ramp-constrained verification (exercising Pyomo derivative constraints)\n", + "python benchmarks/grid_cli.py generate --task both --scenario baseline \\\n", + " --vary product.A1=18 --vary ht.KC=3.3e-4 \\\n", + " --methods scipy,fd,colloc --save-trajectories \\\n", + " --tsh-ramp 10.0 --pch-ramp 0.1 \\\n", + " --out benchmarks/results/both_ramp_constrained.jsonl --force\n", + "```\n", + "\n", + "## Key Metrics\n", + "\n", + "- **Objective parity**: % difference in optimized drying time (hr)\n", + "- **Speedup**: wall-clock time ratio (scipy/pyomo)\n", + "- **Success rate**: solver convergence across parameter grid" + ] + }, + { + "cell_type": "markdown", + "id": "4daae57e", + "metadata": {}, + "source": [ + "# Grid Analysis: FD vs Collocation vs Scipy\n", + "\n", + "Load and analyze benchmark results across a parameter grid comparing scipy baseline with Pyomo finite differences (FD) and orthogonal collocation methods.\n", + "\n", + "**Note on First-Run Overhead**: The first Pyomo run may be slower (~1s for FD) due to one-time initialization (Pyomo DAE transformation, IPOPT library loading). Subsequent runs are faster (~0.03-0.05s). This is expected behavior and does not affect objective parity or speedup analysis.\n", + "\n", + "**Parameter Grid**: The benchmarks use a 3×3 grid varying `product.A1` (product resistance coefficient) and `ht.KC` (heat transfer coefficient) to test optimizer robustness across different product and vial characteristics." + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "id": "4d3637ff", + "metadata": { + "execution": { + "iopub.execute_input": "2025-11-15T01:58:21.819127Z", + "iopub.status.busy": "2025-11-15T01:58:21.818909Z", + "iopub.status.idle": "2025-11-15T01:58:22.015994Z", + "shell.execute_reply": "2025-11-15T01:58:22.014659Z" + } + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Loaded 3 records from /home/bernalde/repos/LyoPRONTO/benchmarks/results/both_ramp_constrained.jsonl\n", + "Task type: both\n", + "Output folder: /home/bernalde/repos/LyoPRONTO/benchmarks/results/both_ramp_constrained\n", + "Scipy: 1, FD: 1, Collocation: 1\n", + "Trajectories stored: True\n", + "Ramp constraints: Tsh=10.0 C/hr, Pch=0.1 Torr/hr\n", + "\n", + "Sample parameters: A1=18.0, KC=3.30e-04\n" + ] + } + ], + "source": [ + "# Load benchmark grid data\n", + "import json\n", + "import sys\n", + "from pathlib import Path\n", + "\n", + "import numpy as np\n", + "import pandas as pd\n", + "\n", + "# Find repository root\n", + "repo_root = Path.cwd()\n", + "while not (repo_root / \".git\").exists() and repo_root != repo_root.parent:\n", + " repo_root = repo_root.parent\n", + "\n", + "# =============================================================================\n", + "# PATH CONFIGURATION - All paths defined here, reused throughout notebook\n", + "# =============================================================================\n", + "RESULTS_DIR = repo_root / \"benchmarks\" / \"results\"\n", + "\n", + "# Input data file for grid analysis - choose one:\n", + "# Baseline benchmarks (tracked in git):\n", + "# GRID_DATA_PATH = RESULTS_DIR / 'baseline_Tsh_3x3.jsonl'\n", + "# GRID_DATA_PATH = RESULTS_DIR / 'baseline_Pch_3x3.jsonl'\n", + "\n", + "# Additional benchmarks (gitignored, regenerate locally):\n", + "GRID_DATA_PATH = RESULTS_DIR / \"both_ramp_constrained.jsonl\"\n", + "# GRID_DATA_PATH = RESULTS_DIR / 'both_no_ramp_3x3.jsonl'\n", + "# GRID_DATA_PATH = RESULTS_DIR / 'high_resistance_Tsh_3x3.jsonl'\n", + "# GRID_DATA_PATH = RESULTS_DIR / 'high_resistance_Pch_3x3.jsonl'\n", + "# GRID_DATA_PATH = RESULTS_DIR / 'high_resistance_both_3x3.jsonl'\n", + "# GRID_DATA_PATH = RESULTS_DIR / 'sanity_check.jsonl'\n", + "\n", + "# Trajectory data file (can be same as GRID_DATA_PATH if it has trajectories,\n", + "# or a separate single-point file for faster trajectory visualization)\n", + "TRAJ_DATA_PATH = GRID_DATA_PATH # Use same file by default\n", + "# TRAJ_DATA_PATH = RESULTS_DIR / 'baseline_Tsh_3x3_trajectories.jsonl' # Single-point alternative\n", + "\n", + "# Output folder: derived from input filename (e.g., baseline_Tsh_3x3.jsonl -> baseline_Tsh_3x3/)\n", + "EXPERIMENT_NAME = GRID_DATA_PATH.stem.replace(\n", + " \"_summary\", \"\"\n", + ") # Strip _summary suffix if present\n", + "OUTPUT_DIR = RESULTS_DIR / EXPERIMENT_NAME\n", + "OUTPUT_DIR.mkdir(exist_ok=True)\n", + "\n", + "# Output files (plots and exports) - saved to experiment-specific folder\n", + "GRID_OBJECTIVE_DIFF_PNG = OUTPUT_DIR / \"grid_objective_diff.png\"\n", + "GRID_SPEEDUP_PNG = OUTPUT_DIR / \"grid_speedup.png\"\n", + "GRID_COMPARISON_CSV = OUTPUT_DIR / \"grid_comparison.csv\"\n", + "TRAJ_COMPARISON_PNG = OUTPUT_DIR / \"trajectory_comparison.png\"\n", + "FLUX_ANALYSIS_PNG = OUTPUT_DIR / \"flux_analysis.png\"\n", + "CONSTRAINT_ANALYSIS_PNG = OUTPUT_DIR / \"constraint_analysis.png\"\n", + "RAMP_ANALYSIS_PNG = OUTPUT_DIR / \"ramp_rate_analysis.png\"\n", + "# =============================================================================\n", + "\n", + "if not GRID_DATA_PATH.exists():\n", + " raise FileNotFoundError(\n", + " f\"Data file not found: {GRID_DATA_PATH}\\n\\n\"\n", + " f\"Generate benchmark data using grid_cli.py first.\\n\"\n", + " f\"See the CLI reference in the notebook header for example commands.\"\n", + " )\n", + "\n", + "grid_recs = []\n", + "with GRID_DATA_PATH.open(\"r\") as f:\n", + " for line in f:\n", + " line = line.strip()\n", + " if line:\n", + " grid_recs.append(json.loads(line))\n", + "\n", + "# Detect task type from data\n", + "task_type = grid_recs[0].get(\"task\", \"unknown\") if grid_recs else \"unknown\"\n", + "print(f\"Loaded {len(grid_recs)} records from {GRID_DATA_PATH}\")\n", + "print(f\"Task type: {task_type}\")\n", + "print(f\"Output folder: {OUTPUT_DIR}\")\n", + "\n", + "# Separate by method\n", + "scipy_recs = [r for r in grid_recs if r.get(\"pyomo\") is None]\n", + "fd_recs = [\n", + " r\n", + " for r in grid_recs\n", + " if r.get(\"pyomo\") and r[\"pyomo\"].get(\"discretization\", {}).get(\"method\") == \"fd\"\n", + "]\n", + "colloc_recs = [\n", + " r\n", + " for r in grid_recs\n", + " if r.get(\"pyomo\") and r[\"pyomo\"].get(\"discretization\", {}).get(\"method\") == \"colloc\"\n", + "]\n", + "\n", + "print(f\"Scipy: {len(scipy_recs)}, FD: {len(fd_recs)}, Collocation: {len(colloc_recs)}\")\n", + "\n", + "# Check if trajectories are available\n", + "has_trajectories = any(\n", + " r.get(\"scipy\", {}).get(\"trajectory\") is not None for r in grid_recs\n", + ")\n", + "print(f\"Trajectories stored: {has_trajectories}\")\n", + "if not has_trajectories:\n", + " print(\n", + " \" -> No trajectories. For trajectory plots, regenerate with --save-trajectories flag\"\n", + " )\n", + "\n", + "# Check for ramp constraints\n", + "ramp_constraints = None\n", + "for r in grid_recs:\n", + " if r.get(\"pyomo\") and r[\"pyomo\"].get(\"ramp_constraints\"):\n", + " ramp_constraints = r[\"pyomo\"][\"ramp_constraints\"]\n", + " break\n", + "if ramp_constraints:\n", + " print(\n", + " f\"Ramp constraints: Tsh={ramp_constraints.get('tsh_ramp_rate')} C/hr, Pch={ramp_constraints.get('pch_ramp_rate')} Torr/hr\"\n", + " )\n", + "else:\n", + " print(\"Ramp constraints: None\")\n", + "\n", + "# Show sample record structure\n", + "if scipy_recs:\n", + " print(\n", + " f\"\\nSample parameters: A1={scipy_recs[0]['grid']['param1']['value']}, KC={scipy_recs[0]['grid']['param2']['value']:.2e}\"\n", + " )" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "32752773", + "metadata": { + "execution": { + "iopub.execute_input": "2025-11-15T01:58:22.018022Z", + "iopub.status.busy": "2025-11-15T01:58:22.017719Z", + "iopub.status.idle": "2025-11-15T01:58:22.033999Z", + "shell.execute_reply": "2025-11-15T01:58:22.032886Z" + } + }, + "outputs": [ + { + "data": { + "text/html": [ + "
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" + ], + "text/plain": [ + " A1 KC scipy_obj fd_obj colloc_obj fd_diff_pct \\\n", + "0 18.0 3.30e-04 11.756321 11.266449 10.913175 -4.166888 \n", + "\n", + " colloc_diff_pct scipy_wall fd_wall colloc_wall fd_speedup \\\n", + "0 -7.171859 13.527728 0.720486 0.060607 18.775847 \n", + "\n", + " colloc_speedup \n", + "0 223.205661 " + ] + }, + "execution_count": 2, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# Build comparison dataframe with % objective difference\n", + "data = []\n", + "for i in range(len(scipy_recs)):\n", + " sc = scipy_recs[i]\n", + " # Find matching FD and colloc records\n", + " p1 = sc[\"grid\"][\"param1\"][\"value\"]\n", + " p2 = sc[\"grid\"][\"param2\"][\"value\"]\n", + "\n", + " fd_match = [\n", + " r\n", + " for r in fd_recs\n", + " if r[\"grid\"][\"param1\"][\"value\"] == p1 and r[\"grid\"][\"param2\"][\"value\"] == p2\n", + " ]\n", + " colloc_match = [\n", + " r\n", + " for r in colloc_recs\n", + " if r[\"grid\"][\"param1\"][\"value\"] == p1 and r[\"grid\"][\"param2\"][\"value\"] == p2\n", + " ]\n", + "\n", + " sc_obj = sc[\"scipy\"][\"objective_time_hr\"]\n", + " fd_obj = fd_match[0][\"pyomo\"][\"objective_time_hr\"] if fd_match else None\n", + " colloc_obj = colloc_match[0][\"pyomo\"][\"objective_time_hr\"] if colloc_match else None\n", + "\n", + " sc_wall = sc[\"scipy\"][\"wall_time_s\"]\n", + " fd_wall = fd_match[0][\"pyomo\"][\"wall_time_s\"] if fd_match else None\n", + " colloc_wall = colloc_match[0][\"pyomo\"][\"wall_time_s\"] if colloc_match else None\n", + "\n", + " row = {\n", + " \"A1\": p1,\n", + " \"KC\": f\"{p2:.2e}\",\n", + " \"scipy_obj\": sc_obj,\n", + " \"fd_obj\": fd_obj,\n", + " \"colloc_obj\": colloc_obj,\n", + " \"fd_diff_pct\": 100 * (fd_obj - sc_obj) / sc_obj if fd_obj and sc_obj else None,\n", + " \"colloc_diff_pct\": 100 * (colloc_obj - sc_obj) / sc_obj\n", + " if colloc_obj and sc_obj\n", + " else None,\n", + " \"scipy_wall\": sc_wall,\n", + " \"fd_wall\": fd_wall,\n", + " \"colloc_wall\": colloc_wall,\n", + " \"fd_speedup\": sc_wall / fd_wall if fd_wall and fd_wall > 0 else None,\n", + " \"colloc_speedup\": sc_wall / colloc_wall\n", + " if colloc_wall and colloc_wall > 0\n", + " else None,\n", + " }\n", + " data.append(row)\n", + "\n", + "df = pd.DataFrame(data)\n", + "df" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "e6d835a7", + "metadata": { + "execution": { + "iopub.execute_input": "2025-11-15T01:58:22.035827Z", + "iopub.status.busy": "2025-11-15T01:58:22.035622Z", + "iopub.status.idle": "2025-11-15T01:58:22.042166Z", + "shell.execute_reply": "2025-11-15T01:58:22.041204Z" + } + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "================================================================================\n", + "OBJECTIVE PARITY SUMMARY (both optimization)\n", + "================================================================================\n", + "\n", + "Objective Time (hr) - Mean across 1-point grid:\n", + " Scipy: 11.7563 ± nan\n", + " FD (n=24): 11.2664 ± nan\n", + " Colloc (n=24, ncp=3): 10.9132 ± nan\n", + "\n", + "Objective Difference from Scipy (%):\n", + " FD: -4.17% (range: -4.17% to -4.17%)\n", + " Colloc: -7.17% (range: -7.17% to -7.17%)\n", + "\n", + "Wall Time (s) - Mean:\n", + " Scipy: 13.53 s\n", + " FD: 0.72 s (speedup: 18.8×)\n", + " Colloc: 0.06 s (speedup: 223.2×)\n", + "\n", + "================================================================================\n", + "INTERPRETATION:\n", + "- FD and Collocation agree with Scipy to within 7.2% on objective\n", + "- Pyomo methods are 18.8× faster on average (simultaneous vs sequential)\n", + "- All 3 runs converged successfully (100% success rate)\n", + "================================================================================\n" + ] + } + ], + "source": [ + "# Summary statistics\n", + "print(\"=\" * 80)\n", + "print(f\"OBJECTIVE PARITY SUMMARY ({task_type} optimization)\")\n", + "print(\"=\" * 80)\n", + "print(f\"\\nObjective Time (hr) - Mean across {len(scipy_recs)}-point grid:\")\n", + "print(f\" Scipy: {df['scipy_obj'].mean():.4f} ± {df['scipy_obj'].std():.4f}\")\n", + "print(f\" FD (n=24): {df['fd_obj'].mean():.4f} ± {df['fd_obj'].std():.4f}\")\n", + "print(\n", + " f\" Colloc (n=24, ncp=3): {df['colloc_obj'].mean():.4f} ± {df['colloc_obj'].std():.4f}\"\n", + ")\n", + "\n", + "print(\"\\nObjective Difference from Scipy (%):\")\n", + "print(\n", + " f\" FD: {df['fd_diff_pct'].mean():+.2f}% (range: {df['fd_diff_pct'].min():+.2f}% to {df['fd_diff_pct'].max():+.2f}%)\"\n", + ")\n", + "print(\n", + " f\" Colloc: {df['colloc_diff_pct'].mean():+.2f}% (range: {df['colloc_diff_pct'].min():+.2f}% to {df['colloc_diff_pct'].max():+.2f}%)\"\n", + ")\n", + "\n", + "print(\"\\nWall Time (s) - Mean:\")\n", + "print(f\" Scipy: {df['scipy_wall'].mean():.2f} s\")\n", + "print(\n", + " f\" FD: {df['fd_wall'].mean():.2f} s (speedup: {df['fd_speedup'].mean():.1f}×)\"\n", + ")\n", + "print(\n", + " f\" Colloc: {df['colloc_wall'].mean():.2f} s (speedup: {df['colloc_speedup'].mean():.1f}×)\"\n", + ")\n", + "\n", + "print(f\"\\n{'=' * 80}\")\n", + "print(\"INTERPRETATION:\")\n", + "print(\n", + " f\"- FD and Collocation agree with Scipy to within {max(abs(df['fd_diff_pct'].max()), abs(df['colloc_diff_pct'].max())):.1f}% on objective\"\n", + ")\n", + "print(\n", + " f\"- Pyomo methods are {df['fd_speedup'].mean():.1f}× faster on average (simultaneous vs sequential)\"\n", + ")\n", + "print(f\"- All {len(grid_recs)} runs converged successfully (100% success rate)\")\n", + "print(\"=\" * 80)" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "a925a385", + "metadata": { + "execution": { + "iopub.execute_input": "2025-11-15T01:58:22.043806Z", + "iopub.status.busy": "2025-11-15T01:58:22.043614Z", + "iopub.status.idle": "2025-11-15T01:58:22.520108Z", + "shell.execute_reply": "2025-11-15T01:58:22.518890Z" + } + }, + "outputs": [ + { + "data": { + 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+ "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Saved to: /home/bernalde/repos/LyoPRONTO/benchmarks/results/both_ramp_constrained/grid_objective_diff.png\n" + ] + } + ], + "source": [ + "# Heatmaps: % objective difference for FD and Collocation\n", + "import matplotlib\n", + "import matplotlib.pyplot as plt\n", + "\n", + "matplotlib.use(\"Agg\")\n", + "from IPython.display import Image, display\n", + "\n", + "# Pivot data for heatmaps\n", + "A1_vals = sorted(df[\"A1\"].unique())\n", + "KC_vals = df[\"KC\"].unique()\n", + "\n", + "\n", + "def pivot_metric(df, metric):\n", + " mat = np.full((len(A1_vals), len(KC_vals)), np.nan)\n", + " for i, a1 in enumerate(A1_vals):\n", + " for j, kc in enumerate(KC_vals):\n", + " row = df[(df[\"A1\"] == a1) & (df[\"KC\"] == kc)]\n", + " if not row.empty:\n", + " mat[i, j] = row[metric].values[0]\n", + " return mat\n", + "\n", + "\n", + "M_fd_pct = pivot_metric(df, \"fd_diff_pct\")\n", + "M_colloc_pct = pivot_metric(df, \"colloc_diff_pct\")\n", + "\n", + "# Compute global vmax for shared colorbar\n", + "vmax_global = max(\n", + " abs(np.nanmin(M_fd_pct)),\n", + " abs(np.nanmax(M_fd_pct)),\n", + " abs(np.nanmin(M_colloc_pct)),\n", + " abs(np.nanmax(M_colloc_pct)),\n", + ")\n", + "\n", + "fig, axes = plt.subplots(1, 2, figsize=(15, 5))\n", + "\n", + "\n", + "def heat(ax, M, title, cmap=\"RdBu_r\", vmax=None):\n", + " im = ax.imshow(M, aspect=\"auto\", origin=\"lower\", cmap=cmap, vmin=-vmax, vmax=vmax)\n", + " ax.set_xticks(range(len(KC_vals)))\n", + " ax.set_xticklabels(KC_vals, rotation=45, ha=\"right\")\n", + " ax.set_yticks(range(len(A1_vals)))\n", + " ax.set_yticklabels([f\"{v:.0f}\" for v in A1_vals])\n", + " ax.set_xlabel(\"ht.KC\")\n", + " ax.set_ylabel(\"product.A1\")\n", + " ax.set_title(title)\n", + " # Annotate cells with values\n", + " for i in range(len(A1_vals)):\n", + " for j in range(len(KC_vals)):\n", + " val = M[i, j]\n", + " if not np.isnan(val):\n", + " ax.text(\n", + " j,\n", + " i,\n", + " f\"{val:+.1f}%\",\n", + " ha=\"center\",\n", + " va=\"center\",\n", + " color=\"white\" if abs(val) > vmax * 0.5 else \"black\",\n", + " fontsize=9,\n", + " )\n", + " return im\n", + "\n", + "\n", + "im1 = heat(\n", + " axes[0], M_fd_pct, \"FD: Objective Difference from Scipy (%)\", vmax=vmax_global\n", + ")\n", + "im2 = heat(\n", + " axes[1],\n", + " M_colloc_pct,\n", + " \"Collocation: Objective Difference from Scipy (%)\",\n", + " vmax=vmax_global,\n", + ")\n", + "\n", + "# Single shared colorbar positioned to the right\n", + "fig.subplots_adjust(right=0.9)\n", + "cbar_ax = fig.add_axes([0.92, 0.15, 0.02, 0.7])\n", + "fig.colorbar(im2, cax=cbar_ax, label=\"% difference\")\n", + "\n", + "plt.savefig(GRID_OBJECTIVE_DIFF_PNG, dpi=150, bbox_inches=\"tight\")\n", + "display(Image(filename=str(GRID_OBJECTIVE_DIFF_PNG)))\n", + "print(f\"Saved to: {GRID_OBJECTIVE_DIFF_PNG}\")" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "323e3a6a", + "metadata": { + "execution": { + "iopub.execute_input": "2025-11-15T01:58:22.522075Z", + "iopub.status.busy": "2025-11-15T01:58:22.521789Z", + "iopub.status.idle": "2025-11-15T01:58:22.739140Z", + "shell.execute_reply": "2025-11-15T01:58:22.737895Z" + } + }, + "outputs": [ + { + "data": { + "image/png": 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+ "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Saved to: /home/bernalde/repos/LyoPRONTO/benchmarks/results/both_ramp_constrained/grid_speedup.png\n" + ] + } + ], + "source": [ + "# Speedup comparison\n", + "M_fd_speedup = pivot_metric(df, \"fd_speedup\")\n", + "M_colloc_speedup = pivot_metric(df, \"colloc_speedup\")\n", + "\n", + "# Compute global vmin/vmax for shared colorbar\n", + "vmin_global = min(np.nanmin(M_fd_speedup), np.nanmin(M_colloc_speedup))\n", + "vmax_global = max(np.nanmax(M_fd_speedup), np.nanmax(M_colloc_speedup))\n", + "\n", + "fig, axes = plt.subplots(1, 2, figsize=(15, 5))\n", + "\n", + "\n", + "def heat_speedup(ax, M, title, vmin=None, vmax=None):\n", + " im = ax.imshow(\n", + " M, aspect=\"auto\", origin=\"lower\", cmap=\"viridis\", vmin=vmin, vmax=vmax\n", + " )\n", + " ax.set_xticks(range(len(KC_vals)))\n", + " ax.set_xticklabels(KC_vals, rotation=45, ha=\"right\")\n", + " ax.set_yticks(range(len(A1_vals)))\n", + " ax.set_yticklabels([f\"{v:.0f}\" for v in A1_vals])\n", + " ax.set_xlabel(\"ht.KC\")\n", + " ax.set_ylabel(\"product.A1\")\n", + " ax.set_title(title)\n", + " # Annotate\n", + " for i in range(len(A1_vals)):\n", + " for j in range(len(KC_vals)):\n", + " val = M[i, j]\n", + " if not np.isnan(val):\n", + " midpoint = (vmin + vmax) / 2\n", + " ax.text(\n", + " j,\n", + " i,\n", + " f\"{val:.1f}×\",\n", + " ha=\"center\",\n", + " va=\"center\",\n", + " color=\"white\" if val > midpoint else \"black\",\n", + " fontsize=9,\n", + " )\n", + " return im\n", + "\n", + "\n", + "im1 = heat_speedup(\n", + " axes[0], M_fd_speedup, \"FD: Speedup over Scipy\", vmin=vmin_global, vmax=vmax_global\n", + ")\n", + "im2 = heat_speedup(\n", + " axes[1],\n", + " M_colloc_speedup,\n", + " \"Collocation: Speedup over Scipy\",\n", + " vmin=vmin_global,\n", + " vmax=vmax_global,\n", + ")\n", + "\n", + "# Single shared colorbar positioned to the right\n", + "fig.subplots_adjust(right=0.9)\n", + "cbar_ax = fig.add_axes([0.92, 0.15, 0.02, 0.7])\n", + "fig.colorbar(im2, cax=cbar_ax, label=\"Speedup (scipy/pyomo)\")\n", + "\n", + "plt.savefig(GRID_SPEEDUP_PNG, dpi=150, bbox_inches=\"tight\")\n", + "display(Image(filename=str(GRID_SPEEDUP_PNG)))\n", + "print(f\"Saved to: {GRID_SPEEDUP_PNG}\")" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "ec517ced", + "metadata": { + "execution": { + "iopub.execute_input": "2025-11-15T01:58:22.741031Z", + "iopub.status.busy": "2025-11-15T01:58:22.740815Z", + "iopub.status.idle": "2025-11-15T01:58:22.748304Z", + "shell.execute_reply": "2025-11-15T01:58:22.747319Z" + } + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Exported to /home/bernalde/repos/LyoPRONTO/benchmarks/results/both_ramp_constrained/grid_comparison.csv\n" + ] + } + ], + "source": [ + "# Export detailed comparison to CSV\n", + "df.to_csv(GRID_COMPARISON_CSV, index=False, float_format=\"%.6f\")\n", + "print(f\"Exported to {GRID_COMPARISON_CSV}\")" + ] + }, + { + "cell_type": "markdown", + "id": "b526e393", + "metadata": {}, + "source": [ + "# Trajectory Comparison\n", + "\n", + "This section visualizes trajectory data for **one selected grid point** from the grid analysis above.\n", + "\n", + "When the grid data was generated with the `--save-trajectories` flag in `grid_cli.py`, each record contains the complete time-series trajectory (Tsh, Tsub, Pch, drying fraction, etc.). We select one grid point and compare trajectories across all three methods (scipy, FD, collocation).\n", + "\n", + "**Plots include:**\n", + "1. Shelf Temperature (Tsh) - the optimized control variable\n", + "2. Sublimation Temperature (Tsub) - key product temperature \n", + "3. Chamber Pressure (Pch) - optimized in 'both' task, fixed in 'Tsh'/'Pch' tasks\n", + "4. Drying Progress (frac_dried) - should reach ≥98.9% target\n", + "5. Sublimation flux and constraint analysis" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "41d2cfec", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Selected grid point: A1=18.0, KC=3.30e-04\n", + "\n", + "Task: both\n", + "\n", + "Trajectory shapes:\n", + " Scipy: (1177, 7)\n", + " FD: (25, 7)\n", + " Colloc: (25, 7)\n", + "\n", + "Objective times (drying time in hr):\n", + " Scipy: 11.7563\n", + " FD: 11.2664\n", + " Colloc: 10.9132\n" + ] + } + ], + "source": [ + "# Select one grid point from grid_recs to visualize trajectories\n", + "# Can use GRID_DATA_PATH (if it has trajectories) or a separate TRAJ_DATA_PATH\n", + "\n", + "sys.path.insert(0, str(repo_root))\n", + "\n", + "import numpy as np\n", + "from benchmarks.validate import compare_trajectories\n", + "\n", + "# Load trajectory data (may be same as grid data or a separate file)\n", + "if TRAJ_DATA_PATH != GRID_DATA_PATH:\n", + " # Load separate trajectory file\n", + " traj_recs = []\n", + " with TRAJ_DATA_PATH.open(\"r\") as f:\n", + " for line in f:\n", + " line = line.strip()\n", + " if line:\n", + " traj_recs.append(json.loads(line))\n", + " traj_has_trajectories = any(\n", + " r.get(\"scipy\", {}).get(\"trajectory\") is not None for r in traj_recs\n", + " )\n", + "else:\n", + " # Use already-loaded grid data\n", + " traj_recs = grid_recs\n", + " traj_has_trajectories = has_trajectories\n", + "\n", + "if not traj_has_trajectories:\n", + " # Extract info from benchmark file to build regeneration commands\n", + " scenario = grid_recs[0].get(\"scenario\", \"baseline\") if grid_recs else \"baseline\"\n", + " param1_path = (\n", + " grid_recs[0][\"grid\"][\"param1\"].get(\"path\", \"product.A1\")\n", + " if grid_recs\n", + " else \"product.A1\"\n", + " )\n", + " param2_path = (\n", + " grid_recs[0][\"grid\"][\"param2\"].get(\"path\", \"ht.KC\") if grid_recs else \"ht.KC\"\n", + " )\n", + "\n", + " # Get all unique parameter values for full grid command\n", + " param1_values = sorted({r[\"grid\"][\"param1\"][\"value\"] for r in grid_recs})\n", + " param2_values = sorted({r[\"grid\"][\"param2\"][\"value\"] for r in grid_recs})\n", + "\n", + " def format_values(values):\n", + " return \",\".join(\n", + " f\"{v:.2e}\" if isinstance(v, float) and abs(v) < 0.01 else str(v)\n", + " for v in values\n", + " )\n", + "\n", + " # Single point (first scipy record) for quick test\n", + " first_scipy = scipy_recs[0] if scipy_recs else grid_recs[0]\n", + " p1_single = first_scipy[\"grid\"][\"param1\"][\"value\"]\n", + " p2_single = first_scipy[\"grid\"][\"param2\"][\"value\"]\n", + " p1_single_str = (\n", + " f\"{p1_single:.2e}\"\n", + " if isinstance(p1_single, float) and abs(p1_single) < 0.01\n", + " else str(p1_single)\n", + " )\n", + " p2_single_str = (\n", + " f\"{p2_single:.2e}\"\n", + " if isinstance(p2_single, float) and abs(p2_single) < 0.01\n", + " else str(p2_single)\n", + " )\n", + "\n", + " single_point_file = RESULTS_DIR / f\"{EXPERIMENT_NAME}_trajectories.jsonl\"\n", + "\n", + " print(\"=\" * 80)\n", + " print(\"NO TRAJECTORIES FOUND\")\n", + " print(\"=\" * 80)\n", + " print(f\"\\nData file: {TRAJ_DATA_PATH}\")\n", + " print(\"\\nChoose one of these options to generate trajectory data:\\n\")\n", + "\n", + " print(\"OPTION 1: Single point (fast, ~3 runs)\")\n", + " print(\"-\" * 40)\n", + " single_cmd = (\n", + " f\"python benchmarks/grid_cli.py generate \"\n", + " f\"--task {task_type} --scenario {scenario} \"\n", + " f\"--vary {param1_path}={p1_single_str} \"\n", + " f\"--vary {param2_path}={p2_single_str} \"\n", + " f\"--methods scipy,fd,colloc --save-trajectories \"\n", + " f\"--out {single_point_file} --force\"\n", + " )\n", + " print(single_cmd)\n", + " print(f\"\\nThen set: TRAJ_DATA_PATH = RESULTS_DIR / '{single_point_file.name}'\\n\")\n", + "\n", + " print(f\"OPTION 2: Full grid (complete, ~{len(grid_recs)} runs)\")\n", + " print(\"-\" * 40)\n", + " full_cmd = (\n", + " f\"python benchmarks/grid_cli.py generate \"\n", + " f\"--task {task_type} --scenario {scenario} \"\n", + " f\"--vary {param1_path}={format_values(param1_values)} \"\n", + " f\"--vary {param2_path}={format_values(param2_values)} \"\n", + " f\"--methods scipy,fd,colloc --save-trajectories \"\n", + " f\"--out {GRID_DATA_PATH} --force\"\n", + " )\n", + " print(full_cmd)\n", + " print(\"=\" * 80)\n", + "\n", + " raise ValueError(\"No trajectories available. Run one of the commands above.\")\n", + "\n", + "# Separate trajectory records by method\n", + "traj_scipy_recs = [r for r in traj_recs if r.get(\"pyomo\") is None]\n", + "traj_fd_recs = [\n", + " r\n", + " for r in traj_recs\n", + " if r.get(\"pyomo\") and r[\"pyomo\"].get(\"discretization\", {}).get(\"method\") == \"fd\"\n", + "]\n", + "traj_colloc_recs = [\n", + " r\n", + " for r in traj_recs\n", + " if r.get(\"pyomo\") and r[\"pyomo\"].get(\"discretization\", {}).get(\"method\") == \"colloc\"\n", + "]\n", + "\n", + "# Select grid point to visualize (first scipy record's parameters)\n", + "selected_params = (\n", + " traj_scipy_recs[0][\"grid\"][\"param1\"][\"value\"],\n", + " traj_scipy_recs[0][\"grid\"][\"param2\"][\"value\"],\n", + ")\n", + "A1_val, KC_val = selected_params\n", + "\n", + "print(f\"Selected grid point: A1={A1_val}, KC={KC_val:.2e}\")\n", + "\n", + "# Find matching scipy, FD, and collocation records for this grid point\n", + "scipy_traj_rec = None\n", + "fd_traj_rec = None\n", + "colloc_traj_rec = None\n", + "\n", + "for r in traj_recs:\n", + " p1 = r[\"grid\"][\"param1\"][\"value\"]\n", + " p2 = r[\"grid\"][\"param2\"][\"value\"]\n", + " if (p1, p2) != selected_params:\n", + " continue\n", + "\n", + " has_scipy_traj = r.get(\"scipy\", {}).get(\"trajectory\") is not None\n", + " pyomo_data = r.get(\"pyomo\")\n", + " has_pyomo_traj = pyomo_data.get(\"trajectory\") is not None if pyomo_data else False\n", + "\n", + " if pyomo_data is None and has_scipy_traj:\n", + " scipy_traj_rec = r\n", + " elif (\n", + " pyomo_data\n", + " and pyomo_data.get(\"discretization\", {}).get(\"method\") == \"fd\"\n", + " and has_pyomo_traj\n", + " ):\n", + " fd_traj_rec = r\n", + " elif (\n", + " pyomo_data\n", + " and pyomo_data.get(\"discretization\", {}).get(\"method\") == \"colloc\"\n", + " and has_pyomo_traj\n", + " ):\n", + " colloc_traj_rec = r\n", + "\n", + "# Validate we found all trajectories\n", + "missing = []\n", + "if scipy_traj_rec is None:\n", + " missing.append(\"scipy\")\n", + "if fd_traj_rec is None:\n", + " missing.append(\"fd\")\n", + "if colloc_traj_rec is None:\n", + " missing.append(\"colloc\")\n", + "\n", + "if missing:\n", + " raise ValueError(\n", + " f\"Missing trajectory data for: {missing}\\n\"\n", + " f\"Grid point: A1={A1_val}, KC={KC_val:.2e}\\n\"\n", + " f\"Ensure JSONL was generated with --save-trajectories flag.\"\n", + " )\n", + "\n", + "# Extract trajectories (convert list→numpy)\n", + "scipy_traj = np.array(scipy_traj_rec[\"scipy\"][\"trajectory\"])\n", + "fd_traj = np.array(fd_traj_rec[\"pyomo\"][\"trajectory\"])\n", + "colloc_traj = np.array(colloc_traj_rec[\"pyomo\"][\"trajectory\"])\n", + "\n", + "# Get scenario eq_cap for flux constraint display\n", + "from benchmarks.scenarios import SCENARIOS\n", + "\n", + "scen = SCENARIOS[scipy_traj_rec[\"scenario\"]]\n", + "eq_cap = scen[\"eq_cap\"]\n", + "\n", + "print(f\"\\nTask: {task_type}\")\n", + "print(\"\\nTrajectory shapes:\")\n", + "print(f\" Scipy: {scipy_traj.shape}\")\n", + "print(f\" FD: {fd_traj.shape}\")\n", + "print(f\" Colloc: {colloc_traj.shape}\")\n", + "\n", + "print(\"\\nObjective times (drying time in hr):\")\n", + "print(f\" Scipy: {scipy_traj_rec['scipy']['objective_time_hr']:.4f}\")\n", + "print(f\" FD: {fd_traj_rec['pyomo']['objective_time_hr']:.4f}\")\n", + "print(f\" Colloc: {colloc_traj_rec['pyomo']['objective_time_hr']:.4f}\")" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "59c7bd7e", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Trajectory Comparison Metrics:\n", + "==================================================\n", + "\n", + "Finite Differences vs Scipy:\n", + " Matched: False\n", + " Objective ratio (Pyomo/Scipy): 0.9583\n", + " Objective diff: -0.4899 hr\n", + " Max Tsh diff: 29.48 °C\n", + " Max Tsub diff: 2.19 °C\n", + " RMSE Tsh: 3.66 °C\n", + "\n", + "Collocation vs Scipy:\n", + " Matched: False\n", + " Objective ratio (Pyomo/Scipy): 0.9283\n", + " Objective diff: -0.8431 hr\n", + " Max Tsh diff: 25.95 °C\n", + " Max Tsub diff: 2.05 °C\n", + " RMSE Tsh: 3.09 °C\n" + ] + } + ], + "source": [ + "# Compare trajectories using the validation function\n", + "print(\"Trajectory Comparison Metrics:\")\n", + "print(\"=\" * 50)\n", + "\n", + "fd_comparison = compare_trajectories(scipy_traj, fd_traj)\n", + "colloc_comparison = compare_trajectories(scipy_traj, colloc_traj)\n", + "\n", + "print(\"\\nFinite Differences vs Scipy:\")\n", + "print(f\" Matched: {fd_comparison['matched']}\")\n", + "print(f\" Objective ratio (Pyomo/Scipy): {fd_comparison['objective_ratio']:.4f}\")\n", + "print(f\" Objective diff: {fd_comparison['objective_diff_hr']:.4f} hr\")\n", + "print(f\" Max Tsh diff: {fd_comparison['max_Tsh_diff']:.2f} °C\")\n", + "print(f\" Max Tsub diff: {fd_comparison['max_Tsub_diff']:.2f} °C\")\n", + "print(f\" RMSE Tsh: {fd_comparison['rmse_Tsh']:.2f} °C\")\n", + "\n", + "print(\"\\nCollocation vs Scipy:\")\n", + "print(f\" Matched: {colloc_comparison['matched']}\")\n", + "print(f\" Objective ratio (Pyomo/Scipy): {colloc_comparison['objective_ratio']:.4f}\")\n", + "print(f\" Objective diff: {colloc_comparison['objective_diff_hr']:.4f} hr\")\n", + "print(f\" Max Tsh diff: {colloc_comparison['max_Tsh_diff']:.2f} °C\")\n", + "print(f\" Max Tsub diff: {colloc_comparison['max_Tsub_diff']:.2f} °C\")\n", + "print(f\" RMSE Tsh: {colloc_comparison['rmse_Tsh']:.2f} °C\")" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "648200ad", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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GDx5s/RzVr19fzzzzjOLj4/PVbTKZNGHCBEnSyZMn863Bmft9vvZ8y238+PEymUwaP368JGnGjBnq3Lmz/Pz8FBgYqD59+mjt2rXW+MzMTH344Ydq27atfH195efnpzvvvFPbt2+3+R6cOHHC2qdrp920tXaorX85fbtWST7/OTZu3KgBAwYoKChIHh4eioiI0D/+8Y8ir1U6YsQISbImnAAAAACoXDw9PfX111+rdevWkqS33npLly9fzhMzY8YMmUwm1a5dW1J28nrO2IjZbNb48eO1bNkymUwmubi46OzZs3bb7N69e757IHv3VNfeUx45ckT33XefQkND5ebmppCQED3wwAM6c+aM3Xb37Nmj4cOHq0aNGnJ3d1fdunX1t7/9TRcvXszXhqONGTPG+v+5x01q164tk8mkGTNmKDExUa+88oqaN28uHx+ffO9FVlaWvvrqK/Xu3VtBQUFyc3NTcHCwhgwZYnecQpIMw9D06dPVuXNn+fj4yM/PTx07dtTnn38uwzDy3TPnVpw+SiW/h920aZNGjRqlOnXqyN3dXV5eXgoPD1fPnj01efJknT59Ot8+UVFRevDBB61jKx4eHgoNDVWnTp304osvKioqyu77AgCoRAwAQKVy/vx5w8nJyZBk3H///SWuZ/r06YYkIzw83Pjuu+8MFxcXQ5Lh5+dnrV+S0bRpU+Pq1av59l+9erU1RpLh5uZmeHt759k2ZMgQIysry+6+v/zyi+Hu7m5t22QyWcuGDx9uGIZhTJs2zTCbzYbJZDL8/PzytPHcc8/ZPL7w8HBDkjFlyhQjIiLCkGS4uroavr6+1n2dnJyML7/8ssD36JVXXsnTH09PT8PV1dX6umbNmsb27dvz7ffqq68akoyePXsakyZNMiQZJpPJCAgIMMxms/Hqq68W8af013GMGzeuwJj27dsbkowGDRqUqA8bN240qlevbj0us9ls+Pj4WF+bTCbjjTfeyNdudHS0ERYWluf9zKk/Z1vPnj3z7HPlyhWjZcuWeer29/c3nJ2drdvCw8PztZVTtnr16gLfh549exqSbL6/OftPmzbNeqzu7u7W48yRkZFhTJw4Mc855u3tneeYIiIijBMnThTYj4LEx8dbP1sbNmywGbNx40ZrO6+99lqR6j1+/Li13kceeSRPWe7P2qJFi6znr6+vb55zOTw83Dh+/HiefatXr279vDg5ORnVq1fP8++dd96xxuY+3641btw46zmc8//Ozs55zjFnZ2fj559/NlJTU42+fftaP69eXl55Pn9bt261efw5MbaOwd6/nM+3rc9XST//hmEYX375ZZ7rqJ+fn3XfRo0aGVOmTCnwXM/xxx9/WD+PV65cKTAOAAAAQMWSc39U1KH5+fPnW+OvHaPIPXbz/vvvW+9R/Pz8DBcXF2PcuHGGxWIx6tSpY0gyJk+eXGA7Bw4csLazbt0663Z791S57ylXrVplHffx8fHJcx9fq1Yt4/Tp0zbbXbhwoXXMKeceO2ccqGbNmtZjLMlXGbn7V9B4wb59+6wx//rXv6zbc8Zb3n33XaNhw4bW+1B/f/8870V8fLwRGRmZZ8zE398/z/3i008/bbPtzMxMY9iwYXnGQAICAqz3iyNGjMhzz3ytovbRMEp+Dztjxow8+7m5ueUZO5NkTJ8+Pc8+v/32m+Hm5mYtd3FxsfYp519xxr4AADc2khEAoJKZPXu29Q/7xYsXl7ienJs9T09Pw83NzZg4caJx6tQpwzAMIykpyfjoo4+sN4svv/xyvv03btxojBw50liyZIlx/vx5w2KxGIZhGJcuXTLef/99643L+++/n2/f3DeL/v7+xrBhw4yTJ08ahpH9ZfULL7xgLX/zzTcNFxcX429/+5tx4cIFwzAM4/Lly8b48eOtX5IePHgwXxs5N2x+fn5GQECAMW/ePCMjI8MwDMPYv3+/9YtrZ2dnY9u2bfn2nzp1qvUG+8033zTOnTtnGEb2jeTWrVuN3r17G5KMkJCQfMkaOQMPOTfpzz77rHHx4kXDMAwjNTW1WF9kFyUZoWrVqoYko2PHjsXuw/Hjx603jIMHDza2bdtmfZ8uXLhgvPzyy9YBhh9++CFPu/fff78hyahdu7axYsUKIzMz0/oenThxwvjkk0/yJYtMnjzZkGQEBgYa33//vZGammoYhmFkZWUZZ86cMWbOnGk88MAD+Y7RUckI3t7eRkREhLFy5Uprokzu8+fJJ580JBnVq1c3Pv74Y+PSpUuGYRhGenq6sXr1aqN169aGJKNNmzY2E23sWbx4sfUmPSUlxWbMG2+8Ye3rnj17ilx327ZtrV9055b7s+bn52dERkYa+/fvNwwjO/Fi7ty5RkBAgCHJaN++vfVnmCP3wJc9RUlG8Pf3Nzw8PIzPPvvMSE5ONgzDMKKioqx9r127tvH4448bgYGBxrx584z09HTDYrEYW7duNerVq2dIMrp27ZqvfnsDZ/Z89tln1v3mzp2bp6w0n/9t27ZZPzORkZHGgQMHDMPIPodmz55t+Pv7Wz9z9t7X5ORkaz1Lly4t8nEBAAAAKF/FTUa4evWqNQF+7Nixecpy7snc3d0Ns9lsjB8/3jp2k5mZaRw5csQwDMN46623rPdVBd2r5jyo0KxZszzbi5qMEBAQYNxzzz3We5y0tDRj7ty51kTzMWPG5Gvz6NGjhqenp/U+OifB3GKxGMuXLzfCw8Ot96TXKxlhyZIl1phPPvnEuj1nvMXb29uoUaOGsXDhQiM9Pd0wjOyHL5KSkgzDMIxBgwZZkwA++OAD6/Zz584Z9913n826c7z55pvW8kmTJhmxsbGGYRhGQkKC8cYbb1iTEwpLRiisjyW9h01KSrL+/EaPHm09nwzDMBITE42tW7cazzzzjLFkyZI8/apfv74hyejbt2+esYuUlBRjz549xmuvvWZ89dVXNn8eAIDKh2QEAKhkXnrpJeuNzJkzZ0pcT+7M84K+6M65Ua1fv36x68/J7K9Xr16+stw3i7feeqs1kSG37t27W2MmTpyYrzwzM9OoXbu2IdnO/M+5YZNkrFixIl95cnKy0aBBA0OSceedd+Ypi4mJMTw9PQ2TyWRzX8PI/iI350vUqVOn5inLPfAwadIkm/sXVWHJCLmfoHjyySeL3YfBgwcXOGiQI+cp7pYtW+bZ3rhxY0OSMWvWrCIfzx133GFIsjnTgj2OSkbw9fU1oqOjbe6/Z88ew2QyGZ6ensbu3bttxly5csUICQmxmZxRmJdfftnmwE9uo0aNsg5yFCfZIScxxGQyWZNJDCPvZ61hw4bWJIDcli9fbo2ZN29enjJHJiNIMr799tt85UePHs3zFMYff/yRL2blypXW8mt/fiVJRvjtt9+sX/RfOwNFaT//Oed4Qe/3smXLrP0t7H1t2rSpIcl45ZVXinRcAAAAAMpfcZMRDMOwjk9cm4Cde+xm4MCBBe5/8eJF61Pwy5Yty1eelpZmBAUFGZKMDz74IE9ZUZMRevXqZfM+9YMPPjAkGR4eHnnuRw3jr3vVatWqWZP9c4uKisrzhH1xFSUZoV+/ftaYHTt2WLfnjLeYzeYCZ73btGmTdd/PPvvMZkxOskJQUFCeBw+SkpKsD+oUNLNp7nPFXjKCvT6W5h425/i8vLzy/ewKcuHCBWufz549W6R9AACVm5MAAJXKpUuXrP8fGBjokDpfeuklm9v79+8vKXtNwOTk5GLV2a9fP0nS0aNHde7cuQLjnnvuOZvrAt52223W/3/hhRfylZvNZvXp00eStHv37gLr79q1q2655ZZ82z08PPTMM89IkpYtW6aEhARr2Xfffafk5GS1a9fO5r6S5OzsbF3T/ddff7UZ4+TkpOeee67AvpWUYRg6efKkPvzwQ91///2SJFdXVz322GPF6sPly5e1cOFCSdLzzz9fYHtjx46VJO3atUsXLlywbvf395ckuz/fa5VkH0caM2aMQkJCbJZ9+eWXMgxD/fr1U/PmzW3G+Pj4aMCAAZIK/rkXJGftzqpVqxYYk/P5DggIkJNT0f+MCwoKkpR9bly7xmiOZ555Rh4eHvm29+nTR126dJEkzZkzp8htFldYWJhGjhyZb3vdunVVr149Sdnrl3br1i1fTM+ePeXm5ibJ/ue9KPbt26chQ4YoMzNTI0aM0KuvvpqnvDSf//j4eOvrgt7v2267TZ07dy5SX3N+roWt+woAAADgxpYzvlPQ/Zxke2wkR9WqVTVo0CBJ0ueff56vfOHChYqNjZWHh4fGjBlToj6++OKLNu9Tc8aOUlJSdPjwYet2wzD0/fffS5IeeeQRm2NYERERGjp0aIn6Y09qaqp27dqlkSNHasmSJZKkXr16qVWrVvlib7/9drVu3dpmPTn3yCEhIZo4caLNmMmTJ0uSYmNjtXz5cuv2X3/9VVeuXJEk/eMf/7C579///nd5enoWejz2+liae9icMZr09PQ84432+Pj4WM+D8hrbAQBULM7l3QEAgGMZhuHQ+gIDA1W/fn2bZbVq1bL+f1xcXL4bpKtXr+rTTz/V4sWLdeDAAcXHxysjIyNfPWfOnFHNmjVtttGhQweb26tXr27tX926de3GxMXF2SyXpN69exdaZrFYtH37dvXq1UuS9Oeff0qS9u7dqxo1ahS4f0pKiiTp5MmTNsvr16+vatWqFbh/cXz99df6+uuvbZZ5eXnp66+/VoMGDYrVhw0bNshisUiy/z7ldvLkSev7ftddd2nDhg16/vnnFRUVpYEDB6pLly7y9fUtcP+77rpLs2fP1kcffaSYmBgNGzZM3bp1s37per117dq1wLKcn/vSpUvt/twTExMlFfxzL0hMTIykoiUR2UrQsaco14XCPgvr16/X1q1bi9VucbRr167A46pevbqOHDmi9u3b2yw3m80KCgrSmTNn7H7eC3PhwgXdddddSkhIUOfOnTV9+vR8MaX5/G/fvr1In6nevXtrw4YNhfY351zJOXcAAAAAVE6F3dN5eHioTZs2dmMefvhhzZ49Wz/99JMuXLhgvXeXpGnTpkmShg4dav0Curg6duxoc3vusaPcyRTHjh1TfHy8pOwE84JERkbqm2++KVGfcssZ07GldevWmj17ts0ye+MEOffIvXr1KvCBgcaNGys4OFhnzpzR1q1bdffdd0vKvj+UshPz69SpY3NfHx8ftW3bVn/88UeBfSisj6W5h61Xr54aNWqkqKgodezYUY888ohuu+02NW/eXGaz2WY9Hh4euuWWW7R8+XLdfvvtevjhh9WvXz+1bt1arq6udo8DAFA5kYwAAJVM7i9tL1++nOemryR8fHwKLHN2/uvXyLVJBocOHdItt9yi06dPW7d5enrK39/feoOW8xR9UlJSsdvPabso/bOVAJEjODi4SGUXL160/n/OU8gpKSnWmzV7Cpo1wlGJCJLk7u4uPz8/SdlfVHt5eSksLEw9evTQxIkTC3za314fcj9tnXvGA3tyH+szzzyjXbt2ad68eZo2bZqmTZsmk8mkpk2b6vbbb9cDDzyghg0b5tl/5MiR2rx5sz788EPNmTPH+pRB/fr11bdvX913331q27ZtkfpSEkV5PxITE60JB/YUd7aQ1NRUSbI+4W9LlSpVJGV/ti0WS5FnRyjKjClF+Szk/hw4WlE+y6X9vNuTkpKi/v3768SJE6pdu7Z+/PFHmz+L0nz+c79/9t7vgj6v18qZWSHn3AEAAABQOeUkXefcE16rSpUqhd4f9ujRQ02aNNH+/fs1ffp06wyIR48e1erVqyVJDz30UIn7WNj4jZT3fi13UrW9sSt7907FERAQYP0y3NnZWX5+fmrSpIn69++vYcOGycXFxeZ+9sYJcu7xCutjSEiIzpw5k+eeMOf4Cxu3K8rxF2UsoyT3sGazWXPmzNG9996r48eP6/nnn9fzzz8vT09PdenSRQMHDtS4cePyPZz0xRdf6J577tGuXbs0efJkTZ48Wa6urmrfvr369++v+++/32GzuQIAKj6WaQCASqZp06bW/9+xY0e59WPChAk6ffq0ateurfnz5+vSpUtKSkrSxYsXdf78eZ05c8Ya6+jZHIrD3hPmBZVlZWVJyn6qwDCMQv+dOHHCZj0FZZGXxLBhw3T+/HmdP39e586d05EjR7Rq1Sq99tprdr/YtNeHnOP08PAo0nEahqHIyEjr/i4uLpo7d6527typV155Rb1795anp6f27t2rd999V02aNNF7772Xr93//Oc/OnjwoN544w3dcccd8vf315EjR/Txxx+rXbt2euqpp0r8PhWmKO/HW2+9VaT3Ys2aNcVqO2dQyd6T/U2aNJGUPUXivn37ilx3zrUgIiIiz0AQshmGobFjx2rTpk3y9fXV4sWLC1wuw1Gff0fIeaqooAFJAAAAADe+xMREHTt2TJKsS9hdq6jjCw8//LCk7C+Lc8Zipk2bJsMw1KxZsyIvGecIuceC7I3NOGrMaOHChdZxk9OnT2vfvn2aP3++Ro8eXWAiglS097aosxfmjss5rsL2LcrxF2Uso6T3sC1btlRUVJS+//57Pfjgg2rWrJlSUlK0YsUKPfroo2rUqJH27NmTZ5+wsDBt375dy5Yt0xNPPKG2bdvKYrFo3bp1evbZZ1W/fn2tWrWq0OMCAFQOJCMAQCWTe2q4H374oVz6EB0drfXr10uSZs+ercGDB+fLeD5//nx5dC2f3DM32CvLnWWeM63dtTdblU3OcaakpOjIkSMlrqdly5b65z//qZUrVyo+Pl4rVqxQjx49lJWVZZ094Vr169fXCy+8oF9++UWXLl3Shg0bNGDAAEnS+++/r59++ilPfM6Nt70nxBMSEkp8DNL1/7nnfPltbw3Q3Os75qytWZjjx49r586dkuwvDZA7QaigMkfO5lGRvPjii1qwYIHMZrPmzZuXJ6nrWqU5D3K/f0V5vwuTc64UlDgBAAAA4Ma3bNky6xfKuR8AKImxY8fK09NTR48e1apVq5SZmakZM2ZIKt2sCCWR+/4o98yM17JXVt5yjiE6OtpuXM74Uu57t5x9Czu+0h6/I8YyXF1dNXDgQH322Wfas2ePYmJi9OmnnyowMFDR0dEaN25cvn2cnJx022236f3339fWrVt1+fJlfffddwoLC1NcXJxGjhyp9PT0EvcJAHDjIBkBACqZ6tWra9CgQZKkWbNm6dChQ0Xe11HZ5rlvwlq3bm0zZsWKFQ5pq7RypiK0V+bk5JTnOHLW4tu4cWOetfQqmy5dulgz9HOWSygtZ2dn3XLLLVqyZInc3NxkGEah54KTk5M6deqkBQsWKCwsTJK0fPnyPDEBAQGSCh4AuHr1qg4cOFCqvuf83JcsWVKkZRqKK2fWg5wnXmzp2LGjdR3Q//73v4qNjS203tdff10Wi0WS9MgjjxQYV5TPQrt27fJsz0l8Ks/ZTUrrq6++0ltvvSVJ+uCDD3TbbbfZjS/N579NmzbW98ze+13UJ0SOHz8uKXsNUgAAAACVT3p6ut544w1Jkp+fnzVJv6T8/Pw0YsQISdLnn3+un376SRcuXJCHh4dGjx5d2u4WS926deXv7y9JdmcWLO6sg2Up5x559erV1vvua0VFRVkTztu3b2/dnnNvf/LkyQJn1EtMTNS2bdtK1cfrMYZVpUoVPfTQQ/r3v/8tKXs2xtzLQ9ri4+OjkSNH6ssvv5SUvRxoZX/IBwCQjWQEAKiEXn/9dXl7eyslJUUDBw4s9CnbuLg4DRo0qNRPjufw8/Oz/r+tp96vXr2q119/3SFtldaff/5p88Y2NTXVuoTAbbfdZr1BlqQxY8bIw8NDWVlZeuyxx6xPKNhisVgUHx/v4F6XjWrVqql///6SpHfeeafQxJZrn+hPS0srMNbNzc06m0Hu6QTt7WM2m63rO147BWHLli0lFTxbwLvvvmu37qJ44IEHZDKZFB8fr2eeecZubEZGRrETFnr06CEpe91Ie1P7v/3223JyclJsbKyGDRtmd83HL7/8Ul999ZUkafz48WrevHmBse+++67NmSVWr16tdevWScpeDiQ3X19fSbphz/FVq1ZZpyl94okn9Oijjxa6T2k+//7+/urbt6+kgt/vFStWWGeWsef48ePWNUZ79uxZaDwAAACAG0tKSorGjx9vXXbvhRdeyDM2UVI5SeqLFi3S22+/LUkaOnSoQ+ouDpPJpIEDB0qSPv30U5tLFh4+fFjz5s0r034Vx/DhwyVlz273xRdf2Ix55ZVXJElBQUHq06ePdXvfvn2t99Q5CSfXmjp1qpKTk0vVx9LcwxY2juLh4WH9/5xxmsJmO7C1DwCgciMZAQAqoYYNG+qbb76Rq6ur9u3bp1atWunf//53nqn2s7KytGPHDr3yyiuqW7euFi5c6LD2mzRpYn2C/b777suTxb1hwwZFRkbavMksD35+fho0aJAWLFigzMxMSdlZ6/369VNUVJTMZrP+3//7f3n2qVGjhvVJ6iVLlujWW2/VunXrrDd0hmEoKipKU6ZMUbNmzbR48eKyPSgHeu+991SlShVduXJF3bp101dffZUnaSU2NlYLFy7UwIEDrU9X5AgPD9cLL7ygjRs35rmBPXLkiEaNGqXk5GTrtH05OnbsqCeeeEJr1qxRUlKSdfvZs2f1t7/9zXoO33nnnXnaymn7119/1auvvqorV65Y+/fiiy/q9ddfL/XASqtWrfTUU09Jyh4oGTJkiHbu3GmdFSArK0u7du3S5MmTVa9ePevSCEXVuHFj6zSNmzZtKjDulltu0Ztvvikp+8v0Nm3aaP78+XkGKHbs2KEJEybogQcekJT9tMZ///tfu+2fO3dO/fr108GDByVJmZmZWrBggQYPHiwp+6mNnIGiHM2aNZMkXblypUIPENly+PBhDRo0SBkZGbrzzjs1ZcqUIu1X2s//5MmTZTabrdeZ3O/3vHnzijwImHOOVK9eXY0aNSrqYQMAAACowCwWi/bu3aspU6aoadOmmj17tqTsL5SfffZZh7TRtm1btW3bVunp6db7irJeoiHHiy++KA8PD124cEF9+/a1Jl4YhqFVq1bptttuk6enZ7n0rSg6dOhgnZ30b3/7mz766CPrvfn58+f1wAMPaP78+ZKy7wXd3d2t+3p5eem5556TJE2bNk3PPvus9SGPq1ev6t///rdee+0160yQJVWae9g5c+aoa9eu+uyzz/LM4piVlaVff/1Vzz//vCSpc+fO1vvY9evXq0WLFpo6daoOHDhgnTHCMAytX7/emgwTEhJi94EJAEAlYgAAKq0///zTqF+/viHJ+s/V1dUIDAw0nJycrNtMJpMxYsQIIz093brv9OnTDUlGeHh4gfUfP37cWsfx48fzlP3888+Gs7OztdzT09Pw9PS0/v+KFSusZatXr86z7+rVq61lBSlK/1599VVDktGzZ898ZeHh4YYkY8qUKUZERIQhyXBzczP8/PzyvC+ff/55gfW//fbbhtlszvPeVqlSxXBxccnznn/77bdF7ldx5RzHuHHjirVfcfqwfft2o3bt2nnel4CAAMPb2zvPcfbp0yfPfrnLnJycjICAAMPd3T1PPVOnTrV5PDnl/v7+hpeXV566/u///i9fHzMzM41evXrl66PJZDJMJpPxzjvvGD179jQkGa+++mq+/Qs6F22189RTT+Xpj7u7u1GlSpU857sk488//yz0vb3Wk08+aUgyRo4cWWjs119/bfj7++c7ZldX1zz9GDlypJGYmGizjtyftUWLFlnPXT8/P8PNzc1aFhYWZhw7dsxmHbfccos1zsfHxwgPDzfCw8Pz/GztnW/jxo0r9By297PLkXPuTJ8+Pc/2gq5TOdcQSUZAQIBRvXr1Av898cQT+dor6effMAzjs88+M0wmkzUm9/vdqFEjY8qUKYVe30aMGGFIMp566qkCYwAAAABUPDn3R5Ly3Hf4+/vnGauRZAQFBRmffvppgXUVZWzEli+++MLaRrNmzezG2hv7Kcr4jWHYv+eeP39+nvtpHx8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", + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Saved to: /home/bernalde/repos/LyoPRONTO/benchmarks/results/both_ramp_constrained/trajectory_comparison.png\n" + ] + } + ], + "source": [ + "# Plot trajectory comparison: 4-panel figure\n", + "import matplotlib.pyplot as plt\n", + "import numpy as np\n", + "from IPython.display import Image, display\n", + "\n", + "fig, axes = plt.subplots(2, 2, figsize=(14, 10))\n", + "fig.suptitle(\n", + " f\"Trajectory Comparison ({task_type} task): A1={A1_val}, KC={KC_val:.2e}\",\n", + " fontsize=14,\n", + " fontweight=\"bold\",\n", + ")\n", + "\n", + "# Column indices (trajectory format: time, Tsub, Tbot, Tsh, Pch_mTorr, flux, percent_dried)\n", + "T_IDX, TSUB_IDX, TBOT_IDX, TSH_IDX, PCH_IDX, FLUX_IDX, DRIED_IDX = range(7)\n", + "\n", + "# Colors and styles\n", + "colors = {\"scipy\": \"#1f77b4\", \"fd\": \"#ff7f0e\", \"colloc\": \"#2ca02c\"}\n", + "labels = {\"scipy\": \"Scipy (baseline)\", \"fd\": \"Pyomo FD\", \"colloc\": \"Pyomo Collocation\"}\n", + "\n", + "# Compute global time range for consistent x-axis and fill_between\n", + "all_times = np.concatenate(\n", + " [scipy_traj[:, T_IDX], fd_traj[:, T_IDX], colloc_traj[:, T_IDX]]\n", + ")\n", + "t_max = all_times.max()\n", + "t_min = all_times.min() # Should be 0\n", + "\n", + "# Panel 1: Shelf Temperature (Tsh) - optimized control\n", + "ax1 = axes[0, 0]\n", + "ax1.plot(\n", + " scipy_traj[:, T_IDX],\n", + " scipy_traj[:, TSH_IDX],\n", + " \"-\",\n", + " color=colors[\"scipy\"],\n", + " label=labels[\"scipy\"],\n", + " linewidth=2,\n", + ")\n", + "ax1.plot(\n", + " fd_traj[:, T_IDX],\n", + " fd_traj[:, TSH_IDX],\n", + " \"--\",\n", + " color=colors[\"fd\"],\n", + " label=labels[\"fd\"],\n", + " linewidth=1.5,\n", + ")\n", + "ax1.plot(\n", + " colloc_traj[:, T_IDX],\n", + " colloc_traj[:, TSH_IDX],\n", + " \":\",\n", + " color=colors[\"colloc\"],\n", + " label=labels[\"colloc\"],\n", + " linewidth=2,\n", + ")\n", + "ax1.set_xlabel(\"Time (hr)\")\n", + "ax1.set_ylabel(\"Shelf Temperature (°C)\")\n", + "ax1.set_title(\n", + " \"Shelf Temperature (Optimized)\"\n", + " if task_type in [\"Tsh\", \"both\"]\n", + " else \"Shelf Temperature (Fixed Schedule)\"\n", + ")\n", + "ax1.set_xlim(left=0, right=t_max * 1.02)\n", + "ax1.legend(loc=\"best\")\n", + "ax1.grid(True, alpha=0.3)\n", + "\n", + "# Panel 2: Sublimation Temperature (Tsub)\n", + "ax2 = axes[0, 1]\n", + "ax2.plot(\n", + " scipy_traj[:, T_IDX],\n", + " scipy_traj[:, TSUB_IDX],\n", + " \"-\",\n", + " color=colors[\"scipy\"],\n", + " label=labels[\"scipy\"],\n", + " linewidth=2,\n", + ")\n", + "ax2.plot(\n", + " fd_traj[:, T_IDX],\n", + " fd_traj[:, TSUB_IDX],\n", + " \"--\",\n", + " color=colors[\"fd\"],\n", + " label=labels[\"fd\"],\n", + " linewidth=1.5,\n", + ")\n", + "ax2.plot(\n", + " colloc_traj[:, T_IDX],\n", + " colloc_traj[:, TSUB_IDX],\n", + " \":\",\n", + " color=colors[\"colloc\"],\n", + " label=labels[\"colloc\"],\n", + " linewidth=2,\n", + ")\n", + "\n", + "# Get actual Tsub range to determine if Tc limit line is relevant\n", + "all_Tsub = np.concatenate(\n", + " [scipy_traj[:, TSUB_IDX], fd_traj[:, TSUB_IDX], colloc_traj[:, TSUB_IDX]]\n", + ")\n", + "tsub_min = all_Tsub.min()\n", + "\n", + "# Only show Tc limit if trajectories are near it\n", + "Tc_limit = -35 # Typical critical temperature\n", + "if tsub_min < Tc_limit + 10: # Show if within 10°C of limit\n", + " ax2.axhline(\n", + " y=Tc_limit,\n", + " color=\"red\",\n", + " linestyle=\"-.\",\n", + " alpha=0.5,\n", + " linewidth=1.5,\n", + " label=f\"Typical Tc limit ({Tc_limit}°C)\",\n", + " )\n", + "\n", + "ax2.set_xlabel(\"Time (hr)\")\n", + "ax2.set_ylabel(\"Sublimation Temperature (°C)\")\n", + "ax2.set_title(\"Sublimation Front Temperature\")\n", + "ax2.set_xlim(left=0, right=t_max * 1.02)\n", + "ax2.legend(loc=\"best\")\n", + "ax2.grid(True, alpha=0.3)\n", + "\n", + "# Panel 3: Chamber Pressure (Pch)\n", + "ax3 = axes[1, 0]\n", + "ax3.plot(\n", + " scipy_traj[:, T_IDX],\n", + " scipy_traj[:, PCH_IDX],\n", + " \"-\",\n", + " color=colors[\"scipy\"],\n", + " label=labels[\"scipy\"],\n", + " linewidth=2,\n", + ")\n", + "ax3.plot(\n", + " fd_traj[:, T_IDX],\n", + " fd_traj[:, PCH_IDX],\n", + " \"--\",\n", + " color=colors[\"fd\"],\n", + " label=labels[\"fd\"],\n", + " linewidth=1.5,\n", + ")\n", + "ax3.plot(\n", + " colloc_traj[:, T_IDX],\n", + " colloc_traj[:, PCH_IDX],\n", + " \":\",\n", + " color=colors[\"colloc\"],\n", + " label=labels[\"colloc\"],\n", + " linewidth=2,\n", + ")\n", + "\n", + "# Intelligent rescaling for Pch\n", + "all_Pch = np.concatenate(\n", + " [scipy_traj[:, PCH_IDX], fd_traj[:, PCH_IDX], colloc_traj[:, PCH_IDX]]\n", + ")\n", + "pch_min, pch_max = all_Pch.min(), all_Pch.max()\n", + "pch_range = pch_max - pch_min\n", + "pch_mean = all_Pch.mean()\n", + "\n", + "if task_type in [\"Pch\", \"both\"] and pch_range > 10: # Optimized and varying\n", + " ax3.axhline(\n", + " y=50,\n", + " color=\"orange\",\n", + " linestyle=\"--\",\n", + " alpha=0.5,\n", + " linewidth=1,\n", + " label=\"Pch bounds (50-500 mTorr)\",\n", + " )\n", + " ax3.axhline(y=500, color=\"orange\", linestyle=\"--\", alpha=0.5, linewidth=1)\n", + " title = \"Chamber Pressure (Optimized)\"\n", + "else:\n", + " # Fixed or nearly fixed - force a reasonable window to avoid \"noise\" zoom\n", + " # E.g. show +/- 20% or +/- 20 mTorr, whichever is larger\n", + " margin = max(pch_mean * 0.2, 20.0)\n", + " ax3.set_ylim([max(0, pch_mean - margin), pch_mean + margin])\n", + " title = f\"Chamber Pressure (Fixed ≈ {pch_mean:.0f} mTorr)\"\n", + "\n", + "ax3.set_xlabel(\"Time (hr)\")\n", + "ax3.set_ylabel(\"Chamber Pressure (mTorr)\")\n", + "ax3.set_title(title)\n", + "ax3.set_xlim(left=0, right=t_max * 1.02)\n", + "ax3.legend(loc=\"best\")\n", + "ax3.grid(True, alpha=0.3)\n", + "\n", + "# Panel 4: Drying Progress (percent dried)\n", + "# NOTE: Column 6 is percent_dried (0-100%), NOT fraction (0-1)\n", + "ax4 = axes[1, 1]\n", + "ax4.plot(\n", + " scipy_traj[:, T_IDX],\n", + " scipy_traj[:, DRIED_IDX],\n", + " \"-\",\n", + " color=colors[\"scipy\"],\n", + " label=labels[\"scipy\"],\n", + " linewidth=2,\n", + ")\n", + "ax4.plot(\n", + " fd_traj[:, T_IDX],\n", + " fd_traj[:, DRIED_IDX],\n", + " \"--\",\n", + " color=colors[\"fd\"],\n", + " label=labels[\"fd\"],\n", + " linewidth=1.5,\n", + ")\n", + "ax4.plot(\n", + " colloc_traj[:, T_IDX],\n", + " colloc_traj[:, DRIED_IDX],\n", + " \":\",\n", + " color=colors[\"colloc\"],\n", + " label=labels[\"colloc\"],\n", + " linewidth=2,\n", + ")\n", + "\n", + "# Highlight dryness target (98.9%)\n", + "ax4.axhline(\n", + " y=98.9,\n", + " color=\"red\",\n", + " linestyle=\"-.\",\n", + " alpha=0.7,\n", + " linewidth=1.5,\n", + " label=\"Target (98.9%)\",\n", + ")\n", + "ax4.fill_between([0, t_max * 1.05], 98.9, 100, color=\"green\", alpha=0.1)\n", + "\n", + "ax4.set_xlabel(\"Time (hr)\")\n", + "ax4.set_ylabel(\"Dried Fraction (%)\")\n", + "ax4.set_title(\"Drying Progress\")\n", + "ax4.set_ylim([0, 105])\n", + "ax4.set_xlim(left=0, right=t_max * 1.02)\n", + "ax4.legend(loc=\"lower right\")\n", + "ax4.grid(True, alpha=0.3)\n", + "\n", + "plt.tight_layout()\n", + "plt.savefig(TRAJ_COMPARISON_PNG, dpi=150, bbox_inches=\"tight\")\n", + "display(Image(filename=str(TRAJ_COMPARISON_PNG)))\n", + "print(f\"Saved to: {TRAJ_COMPARISON_PNG}\")" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "id": "bb98feb3", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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+ "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Saved to: /home/bernalde/repos/LyoPRONTO/benchmarks/results/both_ramp_constrained/flux_analysis.png\n" + ] + } + ], + "source": [ + "# Plot sublimation flux and rate constraints\n", + "# Flux shows the mass transfer rate which is constrained by equipment capacity\n", + "\n", + "fig, axes = plt.subplots(1, 2, figsize=(14, 5))\n", + "fig.suptitle(\n", + " f\"Sublimation Rate Analysis ({task_type} task): A1={A1_val}, KC={KC_val:.2e}\",\n", + " fontsize=14,\n", + " fontweight=\"bold\",\n", + ")\n", + "\n", + "# Ensure indices are defined (idempotency)\n", + "T_IDX, TSUB_IDX, TBOT_IDX, TSH_IDX, PCH_IDX, FLUX_IDX, DRIED_IDX = range(7)\n", + "\n", + "# Ensure t_max is defined\n", + "if \"t_max\" not in locals():\n", + " all_times = np.concatenate(\n", + " [scipy_traj[:, T_IDX], fd_traj[:, T_IDX], colloc_traj[:, T_IDX]]\n", + " )\n", + " t_max = all_times.max()\n", + "\n", + "# Panel 1: Sublimation Flux vs Time\n", + "ax1 = axes[0]\n", + "ax1.plot(\n", + " scipy_traj[:, T_IDX],\n", + " scipy_traj[:, FLUX_IDX],\n", + " \"-\",\n", + " color=colors[\"scipy\"],\n", + " label=labels[\"scipy\"],\n", + " linewidth=2,\n", + ")\n", + "ax1.plot(\n", + " fd_traj[:, T_IDX],\n", + " fd_traj[:, FLUX_IDX],\n", + " \"--\",\n", + " color=colors[\"fd\"],\n", + " label=labels[\"fd\"],\n", + " linewidth=1.5,\n", + ")\n", + "ax1.plot(\n", + " colloc_traj[:, T_IDX],\n", + " colloc_traj[:, FLUX_IDX],\n", + " \":\",\n", + " color=colors[\"colloc\"],\n", + " label=labels[\"colloc\"],\n", + " linewidth=2,\n", + ")\n", + "\n", + "# Highlight equipment capacity constraint (eq_cap from scenario)\n", + "max_flux = eq_cap.get(\"max_flux\", None) # May not be set in all scenarios\n", + "if max_flux:\n", + " ax1.axhline(\n", + " y=max_flux,\n", + " color=\"red\",\n", + " linestyle=\"-.\",\n", + " alpha=0.7,\n", + " linewidth=2,\n", + " label=f\"Equipment Limit ({max_flux:.1f} kg/hr/m²)\",\n", + " )\n", + " # Use fill_between with explicit x-range\n", + " ax1.fill_between(\n", + " [0, t_max * 1.05], max_flux, max_flux * 1.5, color=\"red\", alpha=0.1\n", + " )\n", + "\n", + "ax1.set_xlabel(\"Time (hr)\")\n", + "ax1.set_ylabel(\"Sublimation Flux (kg/hr/m²)\")\n", + "ax1.set_title(\"Sublimation Flux\")\n", + "ax1.set_ylim(bottom=-0.01) # Ensure 0 is visible\n", + "ax1.set_xlim(left=0, right=t_max * 1.02)\n", + "ax1.legend(loc=\"best\")\n", + "ax1.grid(True, alpha=0.3)\n", + "\n", + "# Panel 2: Vial Bottom Temperature (Tbot) - important for product safety\n", + "ax2 = axes[1]\n", + "ax2.plot(\n", + " scipy_traj[:, T_IDX],\n", + " scipy_traj[:, TBOT_IDX],\n", + " \"-\",\n", + " color=colors[\"scipy\"],\n", + " label=labels[\"scipy\"],\n", + " linewidth=2,\n", + ")\n", + "ax2.plot(\n", + " fd_traj[:, T_IDX],\n", + " fd_traj[:, TBOT_IDX],\n", + " \"--\",\n", + " color=colors[\"fd\"],\n", + " label=labels[\"fd\"],\n", + " linewidth=1.5,\n", + ")\n", + "ax2.plot(\n", + " colloc_traj[:, T_IDX],\n", + " colloc_traj[:, TBOT_IDX],\n", + " \":\",\n", + " color=colors[\"colloc\"],\n", + " label=labels[\"colloc\"],\n", + " linewidth=2,\n", + ")\n", + "\n", + "# Add shelf temperature for reference (as faded lines)\n", + "ax2.plot(\n", + " scipy_traj[:, T_IDX],\n", + " scipy_traj[:, TSH_IDX],\n", + " \"-\",\n", + " color=colors[\"scipy\"],\n", + " alpha=0.3,\n", + " linewidth=1,\n", + ")\n", + "ax2.plot(\n", + " fd_traj[:, T_IDX],\n", + " fd_traj[:, TSH_IDX],\n", + " \"--\",\n", + " color=colors[\"fd\"],\n", + " alpha=0.3,\n", + " linewidth=1,\n", + ")\n", + "ax2.plot(\n", + " colloc_traj[:, T_IDX],\n", + " colloc_traj[:, TSH_IDX],\n", + " \":\",\n", + " color=colors[\"colloc\"],\n", + " alpha=0.3,\n", + " linewidth=1,\n", + ")\n", + "\n", + "ax2.set_xlabel(\"Time (hr)\")\n", + "ax2.set_ylabel(\"Temperature (°C)\")\n", + "ax2.set_title(\"Vial Bottom Temperature (Tbot) with Tsh reference (faded)\")\n", + "ax2.set_xlim(left=0, right=t_max * 1.02)\n", + "ax2.legend(loc=\"best\")\n", + "ax2.grid(True, alpha=0.3)\n", + "\n", + "plt.tight_layout()\n", + "plt.savefig(FLUX_ANALYSIS_PNG, dpi=150, bbox_inches=\"tight\")\n", + "display(Image(filename=str(FLUX_ANALYSIS_PNG)))\n", + "print(f\"Saved to: {FLUX_ANALYSIS_PNG}\")" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "49a5ebcd", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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+ "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Saved to: /home/bernalde/repos/LyoPRONTO/benchmarks/results/both_ramp_constrained/constraint_analysis.png\n", + "\n", + "==================================================\n", + "CONSTRAINT SUMMARY (both task)\n", + "==================================================\n", + "\n", + "Shelf Temperature Bounds: [-45, 120] °C\n", + "Chamber Pressure Bounds: [50, 500] mTorr\n", + "Dryness Target: ≥98.9%\n", + "Critical Temperature (Tc): -35°C (product-dependent)\n", + "\n", + "Scipy: ✓ All constraints satisfied\n", + " Tsh range: [-12.2, 53.0] °C\n", + " Tsub range: [-29.1, -25.0] °C\n", + " Pch range: [50, 50] mTorr\n", + " Final dried: 100.0%\n", + "\n", + "FD: ✓ All constraints satisfied\n", + " Tsh range: [-12.1, 23.5] °C\n", + " Tsub range: [-28.4, -25.0] °C\n", + " Pch range: [50, 141] mTorr\n", + " Final dried: 99.0%\n", + "\n", + "Colloc: ✓ All constraints satisfied\n", + " Tsh range: [-12.1, 27.0] °C\n", + " Tsub range: [-27.4, -25.0] °C\n", + " Pch range: [50, 160] mTorr\n", + " Final dried: 99.0%\n" + ] + } + ], + "source": [ + "# Highlight constraint regions and key physical constraints\n", + "# This visualization shows where constraints are active\n", + "\n", + "fig, ax = plt.subplots(figsize=(12, 6))\n", + "fig.suptitle(\n", + " f\"Constraint Analysis ({task_type} task): Temperature Operating Envelope\",\n", + " fontsize=14,\n", + " fontweight=\"bold\",\n", + ")\n", + "\n", + "# Plot Tsub vs Tsh (operating envelope)\n", + "ax.plot(\n", + " scipy_traj[:, TSH_IDX],\n", + " scipy_traj[:, TSUB_IDX],\n", + " \"-\",\n", + " color=colors[\"scipy\"],\n", + " label=labels[\"scipy\"],\n", + " linewidth=2,\n", + " marker=\"o\",\n", + " markersize=3,\n", + " markevery=50,\n", + ")\n", + "ax.plot(\n", + " fd_traj[:, TSH_IDX],\n", + " fd_traj[:, TSUB_IDX],\n", + " \"--\",\n", + " color=colors[\"fd\"],\n", + " label=labels[\"fd\"],\n", + " linewidth=1.5,\n", + " marker=\"s\",\n", + " markersize=3,\n", + " markevery=5,\n", + ")\n", + "ax.plot(\n", + " colloc_traj[:, TSH_IDX],\n", + " colloc_traj[:, TSUB_IDX],\n", + " \":\",\n", + " color=colors[\"colloc\"],\n", + " label=labels[\"colloc\"],\n", + " linewidth=2,\n", + " marker=\"^\",\n", + " markersize=3,\n", + " markevery=5,\n", + ")\n", + "\n", + "# Mark start and end points\n", + "for traj, c, name in [\n", + " (scipy_traj, colors[\"scipy\"], \"scipy\"),\n", + " (fd_traj, colors[\"fd\"], \"fd\"),\n", + " (colloc_traj, colors[\"colloc\"], \"colloc\"),\n", + "]:\n", + " ax.scatter(\n", + " traj[0, TSH_IDX],\n", + " traj[0, TSUB_IDX],\n", + " color=c,\n", + " s=100,\n", + " marker=\"o\",\n", + " edgecolors=\"black\",\n", + " linewidths=1.5,\n", + " zorder=5,\n", + " )\n", + " ax.scatter(\n", + " traj[-1, TSH_IDX],\n", + " traj[-1, TSUB_IDX],\n", + " color=c,\n", + " s=100,\n", + " marker=\"*\",\n", + " edgecolors=\"black\",\n", + " linewidths=1.5,\n", + " zorder=5,\n", + " )\n", + "\n", + "# Compute actual data ranges for intelligent bounds\n", + "all_Tsh = np.concatenate(\n", + " [scipy_traj[:, TSH_IDX], fd_traj[:, TSH_IDX], colloc_traj[:, TSH_IDX]]\n", + ")\n", + "all_Tsub = np.concatenate(\n", + " [scipy_traj[:, TSUB_IDX], fd_traj[:, TSUB_IDX], colloc_traj[:, TSUB_IDX]]\n", + ")\n", + "tsh_min, tsh_max = all_Tsh.min(), all_Tsh.max()\n", + "tsub_min, tsub_max = all_Tsub.min(), all_Tsub.max()\n", + "\n", + "# Add padding to ranges\n", + "tsh_pad = (tsh_max - tsh_min) * 0.1 + 5\n", + "tsub_pad = (tsub_max - tsub_min) * 0.1 + 2\n", + "xlim = (tsh_min - tsh_pad, tsh_max + tsh_pad)\n", + "ylim = (tsub_min - tsub_pad, tsub_max + tsub_pad)\n", + "\n", + "# Critical temperature limit (product-dependent, typically -35 to -40°C)\n", + "Tc_limit = -35\n", + "if tsub_min < Tc_limit + 10: # Only show if relevant\n", + " ax.axhline(\n", + " y=Tc_limit,\n", + " color=\"red\",\n", + " linestyle=\"-.\",\n", + " alpha=0.7,\n", + " linewidth=2,\n", + " label=f\"Critical Temp Limit (Tc = {Tc_limit}°C)\",\n", + " )\n", + " ax.fill_between(xlim, Tc_limit, ylim[0], color=\"red\", alpha=0.1)\n", + " ax.text(\n", + " xlim[1] - 5,\n", + " Tc_limit - 1,\n", + " \"UNSAFE\\n(collapse)\",\n", + " ha=\"right\",\n", + " va=\"top\",\n", + " fontsize=9,\n", + " color=\"red\",\n", + " )\n", + "\n", + "# Shelf temperature bounds - only show for Tsh optimization tasks\n", + "if task_type in [\"Tsh\", \"both\"]:\n", + " Tsh_min_bound, Tsh_max_bound = -45, 120\n", + " # Only draw bounds if they're within or near the data range\n", + " if Tsh_min_bound > tsh_min - 20:\n", + " ax.axvline(\n", + " x=Tsh_min_bound,\n", + " color=\"orange\",\n", + " linestyle=\"--\",\n", + " alpha=0.5,\n", + " linewidth=1.5,\n", + " label=f\"Tsh bounds ({Tsh_min_bound} to {Tsh_max_bound}°C)\",\n", + " )\n", + " if Tsh_max_bound < tsh_max + 20:\n", + " ax.axvline(\n", + " x=Tsh_max_bound, color=\"orange\", linestyle=\"--\", alpha=0.5, linewidth=1.5\n", + " )\n", + "\n", + "ax.set_xlim(xlim)\n", + "ax.set_ylim(ylim)\n", + "ax.set_xlabel(\"Shelf Temperature (°C)\")\n", + "ax.set_ylabel(\"Sublimation Temperature (°C)\")\n", + "ax.legend(loc=\"upper left\")\n", + "ax.grid(True, alpha=0.3)\n", + "\n", + "# Add annotation for trajectory direction\n", + "ax.annotate(\n", + " \"Start\",\n", + " xy=(scipy_traj[0, TSH_IDX], scipy_traj[0, TSUB_IDX]),\n", + " xytext=(\n", + " scipy_traj[0, TSH_IDX] - (tsh_max - tsh_min) * 0.15,\n", + " scipy_traj[0, TSUB_IDX] + (tsub_max - tsub_min) * 0.1,\n", + " ),\n", + " arrowprops={\"arrowstyle\": \"->\", \"color\": \"gray\"},\n", + " fontsize=9,\n", + ")\n", + "ax.annotate(\n", + " \"End\",\n", + " xy=(scipy_traj[-1, TSH_IDX], scipy_traj[-1, TSUB_IDX]),\n", + " xytext=(\n", + " scipy_traj[-1, TSH_IDX] + (tsh_max - tsh_min) * 0.1,\n", + " scipy_traj[-1, TSUB_IDX] - (tsub_max - tsub_min) * 0.1,\n", + " ),\n", + " arrowprops={\"arrowstyle\": \"->\", \"color\": \"gray\"},\n", + " fontsize=9,\n", + ")\n", + "\n", + "plt.tight_layout()\n", + "plt.savefig(CONSTRAINT_ANALYSIS_PNG, dpi=150, bbox_inches=\"tight\")\n", + "display(Image(filename=str(CONSTRAINT_ANALYSIS_PNG)))\n", + "print(f\"Saved to: {CONSTRAINT_ANALYSIS_PNG}\")\n", + "\n", + "# Print constraint summary - use task-specific bounds\n", + "print(\"\\n\" + \"=\" * 50)\n", + "print(f\"CONSTRAINT SUMMARY ({task_type} task)\")\n", + "print(\"=\" * 50)\n", + "\n", + "if task_type in [\"Tsh\", \"both\"]:\n", + " print(f\"\\nShelf Temperature Bounds: [{-45}, {120}] °C\")\n", + "else:\n", + " print(\"\\nShelf Temperature: Fixed schedule (not optimized)\")\n", + "\n", + "if task_type in [\"Pch\", \"both\"]:\n", + " print(\"Chamber Pressure Bounds: [50, 500] mTorr\")\n", + "else:\n", + " print(\"Chamber Pressure: Fixed at 100 mTorr\")\n", + "\n", + "print(\"Dryness Target: ≥98.9%\")\n", + "print(f\"Critical Temperature (Tc): {Tc_limit}°C (product-dependent)\")\n", + "\n", + "# Check if any trajectory violates constraints\n", + "for name, traj in [(\"Scipy\", scipy_traj), (\"FD\", fd_traj), (\"Colloc\", colloc_traj)]:\n", + " min_tsub = traj[:, TSUB_IDX].min()\n", + " max_tsh = traj[:, TSH_IDX].max()\n", + " min_tsh = traj[:, TSH_IDX].min()\n", + " min_pch = traj[:, PCH_IDX].min()\n", + " max_pch = traj[:, PCH_IDX].max()\n", + " final_dried = traj[-1, DRIED_IDX] # Already in percent (0-100%)\n", + " violations = []\n", + "\n", + " if min_tsub < Tc_limit:\n", + " violations.append(f\"Tsub below Tc ({min_tsub:.1f}°C)\")\n", + " if task_type in [\"Tsh\", \"both\"]:\n", + " if max_tsh > 120:\n", + " violations.append(f\"Tsh above max ({max_tsh:.1f}°C)\")\n", + " if min_tsh < -45:\n", + " violations.append(f\"Tsh below min ({min_tsh:.1f}°C)\")\n", + " if task_type in [\"Pch\", \"both\"]:\n", + " if min_pch < 50:\n", + " violations.append(f\"Pch below min ({min_pch:.0f} mTorr)\")\n", + " if max_pch > 500:\n", + " violations.append(f\"Pch above max ({max_pch:.0f} mTorr)\")\n", + " if final_dried < 98.9:\n", + " violations.append(f\"Dryness not met ({final_dried:.1f}%)\")\n", + "\n", + " status = (\n", + " \"✓ All constraints satisfied\"\n", + " if not violations\n", + " else \"⚠ \" + \", \".join(violations)\n", + " )\n", + " print(f\"\\n{name}: {status}\")\n", + " print(f\" Tsh range: [{min_tsh:.1f}, {max_tsh:.1f}] °C\")\n", + " print(f\" Tsub range: [{min_tsub:.1f}, {traj[:, TSUB_IDX].max():.1f}] °C\")\n", + " print(f\" Pch range: [{min_pch:.0f}, {max_pch:.0f}] mTorr\")\n", + " print(f\" Final dried: {final_dried:.1f}%\")" + ] + }, + { + "cell_type": "markdown", + "id": "bd4318b0", + "metadata": {}, + "source": [ + "# Ramp Rate Analysis\n", + "\n", + "When the optimization was run with `--tsh-ramp` and/or `--pch-ramp` flags, the Pyomo optimizer enforces maximum rate-of-change constraints on the control variables. This section visualizes:\n", + "\n", + "1. **Actual ramp rates** computed from trajectories (dTsh/dt, dPch/dt)\n", + "2. **Constraint limits** (if ramp constraints were applied)\n", + "3. **Comparison** between unconstrained scipy and constrained Pyomo solutions\n", + "\n", + "Ramp rate constraints help ensure the optimized trajectories are physically realizable by the lyophilizer equipment, which has finite heating/cooling rates." + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "id": "4c1a80d2", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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+ "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Saved to: /home/bernalde/repos/LyoPRONTO/benchmarks/results/both_ramp_constrained/ramp_rate_analysis.png\n", + "\n", + "============================================================\n", + "RAMP RATE STATISTICS\n", + "============================================================\n", + "\n", + "Constraints applied: Tsh ≤ 10.0 °C/hr, Pch ≤ 0.1 Torr/hr\n", + "\n", + "Scipy:\n", + " Max |dTsh/dt|: 129.49 °C/hr ✗\n", + " Max |dPch/dt|: 0.0000 Torr/hr ✓\n", + "\n", + "FD:\n", + " Max |dTsh/dt|: 10.00 °C/hr ✓\n", + " Max |dPch/dt|: 0.1000 Torr/hr ✓\n", + "\n", + "Colloc:\n", + " Max |dTsh/dt|: 10.00 °C/hr ✓\n", + " Max |dPch/dt|: 0.1000 Torr/hr ✓\n" + ] + } + ], + "source": [ + "# Ramp Rate Analysis - Visualize rate of change constraints\n", + "# Only relevant when ramp constraints were applied (--tsh-ramp, --pch-ramp flags)\n", + "\n", + "if ramp_constraints is None:\n", + " print(\"No ramp constraints in this dataset. Skipping ramp rate analysis.\")\n", + " print(\"To generate ramp-constrained data, use:\")\n", + " print(\" python benchmarks/grid_cli.py generate --task both --scenario baseline \\\\\")\n", + " print(\" --vary product.A1=18 --vary ht.KC=3.3e-4 \\\\\")\n", + " print(\" --methods scipy,fd,colloc --save-trajectories \\\\\")\n", + " print(\" --tsh-ramp 10.0 --pch-ramp 0.05 \\\\\")\n", + " print(\" --out benchmarks/results/both_ramp_constrained.jsonl\")\n", + "else:\n", + " import matplotlib.pyplot as plt\n", + " from IPython.display import Image, display\n", + "\n", + " tsh_ramp_limit = ramp_constraints.get(\"tsh_ramp_rate\")\n", + " pch_ramp_limit = ramp_constraints.get(\"pch_ramp_rate\")\n", + "\n", + " # Compute actual ramp rates from trajectories\n", + " def compute_ramp_rates(traj, time_idx=0, var_idx=3):\n", + " \"\"\"Compute rate of change (d(var)/dt) from trajectory.\"\"\"\n", + " t = traj[:, time_idx]\n", + " v = traj[:, var_idx]\n", + " dt = np.diff(t)\n", + " dv = np.diff(v)\n", + " rates = dv / dt\n", + " t_mid = (t[:-1] + t[1:]) / 2\n", + " return t_mid, rates\n", + "\n", + " fig, axes = plt.subplots(2, 2, figsize=(14, 10))\n", + " fig.suptitle(\n", + " f\"Ramp Rate Analysis ({task_type} task): A1={A1_val}, KC={KC_val:.2e}\\n\"\n", + " f\"Constraints: Tsh ≤ {tsh_ramp_limit} °C/hr, Pch ≤ {pch_ramp_limit} Torr/hr\",\n", + " fontsize=14,\n", + " fontweight=\"bold\",\n", + " )\n", + "\n", + " # Panel 1: Tsh ramp rate over time\n", + " ax1 = axes[0, 0]\n", + " for traj, c, lbl in [\n", + " (scipy_traj, colors[\"scipy\"], labels[\"scipy\"]),\n", + " (fd_traj, colors[\"fd\"], labels[\"fd\"]),\n", + " (colloc_traj, colors[\"colloc\"], labels[\"colloc\"]),\n", + " ]:\n", + " t_mid, rates = compute_ramp_rates(traj, time_idx=T_IDX, var_idx=TSH_IDX)\n", + " ax1.plot(t_mid, rates, color=c, label=lbl, linewidth=1.5, alpha=0.8)\n", + "\n", + " if tsh_ramp_limit:\n", + " ax1.axhline(\n", + " y=tsh_ramp_limit,\n", + " color=\"red\",\n", + " linestyle=\"--\",\n", + " linewidth=2,\n", + " label=f\"Max ramp (+{tsh_ramp_limit} °C/hr)\",\n", + " )\n", + " ax1.axhline(\n", + " y=-tsh_ramp_limit,\n", + " color=\"red\",\n", + " linestyle=\"--\",\n", + " linewidth=2,\n", + " label=f\"Max ramp (-{tsh_ramp_limit} °C/hr)\",\n", + " )\n", + " ax1.fill_between(\n", + " ax1.get_xlim(),\n", + " -tsh_ramp_limit,\n", + " tsh_ramp_limit,\n", + " color=\"green\",\n", + " alpha=0.1,\n", + " label=\"Feasible region\",\n", + " )\n", + "\n", + " ax1.set_xlabel(\"Time (hr)\")\n", + " ax1.set_ylabel(\"dTsh/dt (°C/hr)\")\n", + " ax1.set_title(\"Shelf Temperature Ramp Rate\")\n", + " ax1.legend(loc=\"best\", fontsize=8)\n", + " ax1.grid(True, alpha=0.3)\n", + "\n", + " # Panel 2: Pch ramp rate over time\n", + " ax2 = axes[0, 1]\n", + " for traj, c, lbl in [\n", + " (scipy_traj, colors[\"scipy\"], labels[\"scipy\"]),\n", + " (fd_traj, colors[\"fd\"], labels[\"fd\"]),\n", + " (colloc_traj, colors[\"colloc\"], labels[\"colloc\"]),\n", + " ]:\n", + " t_mid, rates = compute_ramp_rates(traj, time_idx=T_IDX, var_idx=PCH_IDX)\n", + " # Convert mTorr to Torr for rate comparison\n", + " rates_torr = rates / 1000 # mTorr/hr -> Torr/hr\n", + " ax2.plot(t_mid, rates_torr, color=c, label=lbl, linewidth=1.5, alpha=0.8)\n", + "\n", + " if pch_ramp_limit:\n", + " ax2.axhline(\n", + " y=pch_ramp_limit,\n", + " color=\"red\",\n", + " linestyle=\"--\",\n", + " linewidth=2,\n", + " label=f\"Max ramp (+{pch_ramp_limit} Torr/hr)\",\n", + " )\n", + " ax2.axhline(\n", + " y=-pch_ramp_limit,\n", + " color=\"red\",\n", + " linestyle=\"--\",\n", + " linewidth=2,\n", + " label=f\"Max ramp (-{pch_ramp_limit} Torr/hr)\",\n", + " )\n", + " ax2.fill_between(\n", + " ax2.get_xlim(),\n", + " -pch_ramp_limit,\n", + " pch_ramp_limit,\n", + " color=\"green\",\n", + " alpha=0.1,\n", + " label=\"Feasible region\",\n", + " )\n", + "\n", + " ax2.set_xlabel(\"Time (hr)\")\n", + " ax2.set_ylabel(\"dPch/dt (Torr/hr)\")\n", + " ax2.set_title(\"Chamber Pressure Ramp Rate\")\n", + " ax2.legend(loc=\"best\", fontsize=8)\n", + " ax2.grid(True, alpha=0.3)\n", + "\n", + " # Panel 3: Tsh trajectory with ramp rate color coding\n", + " ax3 = axes[1, 0]\n", + " for traj, c, lbl in [\n", + " (scipy_traj, colors[\"scipy\"], labels[\"scipy\"]),\n", + " (fd_traj, colors[\"fd\"], labels[\"fd\"]),\n", + " (colloc_traj, colors[\"colloc\"], labels[\"colloc\"]),\n", + " ]:\n", + " ax3.plot(traj[:, T_IDX], traj[:, TSH_IDX], color=c, label=lbl, linewidth=2)\n", + " ax3.set_xlabel(\"Time (hr)\")\n", + " ax3.set_ylabel(\"Shelf Temperature (°C)\")\n", + " ax3.set_title(\"Shelf Temperature Trajectory\")\n", + " ax3.legend(loc=\"best\")\n", + " ax3.grid(True, alpha=0.3)\n", + "\n", + " # Panel 4: Pch trajectory\n", + " ax4 = axes[1, 1]\n", + " for traj, c, lbl in [\n", + " (scipy_traj, colors[\"scipy\"], labels[\"scipy\"]),\n", + " (fd_traj, colors[\"fd\"], labels[\"fd\"]),\n", + " (colloc_traj, colors[\"colloc\"], labels[\"colloc\"]),\n", + " ]:\n", + " ax4.plot(traj[:, T_IDX], traj[:, PCH_IDX], color=c, label=lbl, linewidth=2)\n", + " ax4.set_xlabel(\"Time (hr)\")\n", + " ax4.set_ylabel(\"Chamber Pressure (mTorr)\")\n", + " ax4.set_title(\"Chamber Pressure Trajectory\")\n", + " ax4.legend(loc=\"best\")\n", + " ax4.grid(True, alpha=0.3)\n", + "\n", + " plt.tight_layout()\n", + " plt.savefig(RAMP_ANALYSIS_PNG, dpi=150, bbox_inches=\"tight\")\n", + " display(Image(filename=str(RAMP_ANALYSIS_PNG)))\n", + " print(f\"Saved to: {RAMP_ANALYSIS_PNG}\")\n", + "\n", + " # Print ramp rate statistics\n", + " print(\"\\n\" + \"=\" * 60)\n", + " print(\"RAMP RATE STATISTICS\")\n", + " print(\"=\" * 60)\n", + " print(\n", + " f\"\\nConstraints applied: Tsh ≤ {tsh_ramp_limit} °C/hr, Pch ≤ {pch_ramp_limit} Torr/hr\"\n", + " )\n", + "\n", + " for name, traj in [(\"Scipy\", scipy_traj), (\"FD\", fd_traj), (\"Colloc\", colloc_traj)]:\n", + " _, tsh_rates = compute_ramp_rates(traj, T_IDX, TSH_IDX)\n", + " _, pch_rates = compute_ramp_rates(traj, T_IDX, PCH_IDX)\n", + " pch_rates_torr = pch_rates / 1000\n", + "\n", + " tsh_max = np.abs(tsh_rates).max()\n", + " pch_max = np.abs(pch_rates_torr).max()\n", + "\n", + " tsh_ok = (\n", + " \"✓\" if (tsh_ramp_limit is None or tsh_max <= tsh_ramp_limit * 1.05) else \"✗\"\n", + " )\n", + " pch_ok = (\n", + " \"✓\" if (pch_ramp_limit is None or pch_max <= pch_ramp_limit * 1.05) else \"✗\"\n", + " )\n", + "\n", + " print(f\"\\n{name}:\")\n", + " print(f\" Max |dTsh/dt|: {tsh_max:.2f} °C/hr {tsh_ok}\")\n", + " print(f\" Max |dPch/dt|: {pch_max:.4f} Torr/hr {pch_ok}\")" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "lyopronto", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.13.9" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/benchmarks/grid_cli.py b/benchmarks/grid_cli.py new file mode 100644 index 0000000..d7524a2 --- /dev/null +++ b/benchmarks/grid_cli.py @@ -0,0 +1,383 @@ +#!/usr/bin/env python +"""Generic benchmarking CLI for Pyomo vs Scipy across N-D parameter grids. + +Features +-------- +- Cartesian product expansion of --vary key=val1,val2,... specifications. +- Methods: scipy baseline, finite differences (fd), collocation (colloc). +- Discretization controls: --n-elements, --n-collocation, --raw-colloc (disable effective parity). +- Robustness-first: warmstart disabled by default; enable with --warmstart. +- Reuse-first: if output JSONL exists and --force not supplied, skip generation. +- Trajectories embedded; schema v2 serialization handles numpy arrays. + +Examples +-------- +Generate baseline + FD + collocation over two parameters: + python benchmarks/grid_cli.py generate \ + --task Tsh --scenario baseline \ + --vary product.A1=16,18,20 --vary ht.KC=2.75e-4,3.3e-4,4.0e-4 \ + --methods scipy,fd,colloc --n-elements 24 --n-collocation 3 \ + --out benchmarks/results/grid_A1_KC_fd_colloc.jsonl + +Analysis notebook should treat resulting JSONL as read-only input. +""" + +from __future__ import annotations + +import argparse +import copy +import itertools +import sys +from pathlib import Path +from typing import Any + +from benchmarks.adapters import pyomo_adapter, scipy_adapter +from benchmarks.scenarios import SCENARIOS +from benchmarks.schema import base_record, serialize +from benchmarks.validate import compute_residuals + +VALID_METHODS = {"scipy", "fd", "colloc"} + + +def parse_vary(values: list[str]) -> list[dict[str, Any]]: + """Parse --vary specifications into list of {path, values} dicts.""" + specs = [] + for item in values: + if "=" not in item: + raise ValueError(f"Invalid --vary spec (missing '='): {item}") + path, raw = item.split("=", 1) + vals = [] + for part in raw.split(","): + part = part.strip() + if not part: + continue + # Try to interpret numeric; keep original if fails + try: + if part.lower().startswith("e"): + # Edge case where value like e-4 is passed; prefix with 1 + part_val = float("1" + part) + else: + part_val = float(part) + vals.append(part_val) + except ValueError: + vals.append(part) # string value + if not vals: + raise ValueError(f"No values parsed for {path}") + specs.append({"path": path, "values": vals}) + return specs + + +def set_nested(d: dict[str, Any], path: str, value: Any) -> None: + cur = d + parts = path.split(".") + for key in parts[:-1]: + if key not in cur or not isinstance(cur[key], dict): + cur[key] = {} + cur = cur[key] + cur[parts[-1]] = value + + +def generate(args: argparse.Namespace) -> int: + task = args.task + scenario_name = args.scenario + methods = [m.strip().lower() for m in args.methods.split(",") if m.strip()] + unknown = [m for m in methods if m not in VALID_METHODS] + if unknown: + print(f"ERROR: Unknown methods: {unknown}", file=sys.stderr) + return 2 + if scenario_name not in SCENARIOS: + print( + f"ERROR: Unknown scenario '{scenario_name}'. Available: {list(SCENARIOS.keys())}", + file=sys.stderr, + ) + return 2 + vary_specs = parse_vary(args.vary) + out_path = Path(args.out) + out_path.parent.mkdir(parents=True, exist_ok=True) + + if out_path.exists() and not args.force: + print(f"Reuse-first: output exists, skipping generation: {out_path}") + return 0 + + base_scen = copy.deepcopy(SCENARIOS[scenario_name]) + base_scen["vial"] + base_scen["product"] + base_scen["ht"] + base_scen["eq_cap"] + nVial = base_scen.get("nVial", 400) + + # Build cartesian product of parameter values + vary_paths = [spec["path"] for spec in vary_specs] + vary_values_lists = [spec["values"] for spec in vary_specs] + combos = list(itertools.product(*vary_values_lists)) + + total = len(combos) + print( + f"Generating {total} combinations × {len(methods)} methods → {total * len(methods)} records" + ) + + with out_path.open("w", encoding="utf-8") as f: + k = 0 + for combo in combos: + # Clone scenario and apply parameter values + scen = copy.deepcopy(base_scen) + for path, val in zip(vary_paths, combo): + set_nested(scen, path, val) + vial_c = scen["vial"] + product_c = scen["product"] + ht_c = scen["ht"] + eq_cap_c = scen["eq_cap"] + nVial_c = scen.get("nVial", nVial) + + scipy_res = None # compute baseline once if requested + for method in methods: + k += 1 + # Run scipy baseline if method == 'scipy' + if method == "scipy": + scipy_res = scipy_adapter( + task, + vial_c, + product_c, + ht_c, + eq_cap_c, + nVial_c, + scen, + dt=args.dt, + ) + sc_metrics = ( + compute_residuals(scipy_res["trajectory"]) + if scipy_res["success"] + else {} + ) + rec = base_record() + scipy_block = { + "success": scipy_res["success"], + "wall_time_s": scipy_res["wall_time_s"], + "objective_time_hr": scipy_res.get("objective_time_hr"), + "solver": scipy_res.get("solver", {}), + "metrics": sc_metrics, + } + if args.save_trajectories and scipy_res["success"]: + scipy_block["trajectory"] = scipy_res[ + "trajectory" + ] # numpy array, serialized via schema + rec.update( + { + "task": task, + "scenario": scenario_name, + "grid": { + **{ + f"param{i + 1}": {"path": p, "value": v} + for i, (p, v) in enumerate(zip(vary_paths, combo)) + } + }, + "scipy": scipy_block, + "pyomo": None, # placeholder for analysis scripts + } + ) + rec["failed"] = (not rec["scipy"]["success"]) or ( + not rec["scipy"]["metrics"].get("dryness_target_met", True) + ) + f.write(serialize(rec) + "\n") + f.flush() + status = "FAIL" if rec["failed"] else "OK" + print(f"[{k}/{total * len(methods)}] {status} scipy combo={combo}") + continue + + # Pyomo methods + # Ensure scipy baseline available for potential future warmstart logic + if scipy_res is None: + scipy_res = scipy_adapter( + task, + vial_c, + product_c, + ht_c, + eq_cap_c, + nVial_c, + scen, + dt=args.dt, + ) + py_res = pyomo_adapter( + task, + vial_c, + product_c, + ht_c, + eq_cap_c, + nVial_c, + scen, + dt=args.dt, + warmstart=args.warmstart, + method=method, + n_elements=args.n_elements, + n_collocation=args.n_collocation, + effective_nfe=(not args.raw_colloc), + tsh_ramp_rate=args.tsh_ramp, + pch_ramp_rate=args.pch_ramp, + use_secant_ramp_constraints=(not args.no_secant_constraints), + ) + sc_metrics = ( + compute_residuals(scipy_res["trajectory"]) + if scipy_res["success"] + else {} + ) + py_metrics = ( + compute_residuals(py_res["trajectory"]) if py_res["success"] else {} + ) + rec = base_record() + scipy_block = { + "success": scipy_res["success"], + "wall_time_s": scipy_res["wall_time_s"], + "objective_time_hr": scipy_res.get("objective_time_hr"), + "solver": scipy_res.get("solver", {}), + "metrics": sc_metrics, + } + pyomo_block = { + "success": py_res["success"], + "wall_time_s": py_res["wall_time_s"], + "objective_time_hr": py_res.get("objective_time_hr"), + "solver": py_res.get("solver", {}), + "metrics": py_metrics, + "discretization": py_res.get("discretization"), + "warmstart_used": py_res.get("warmstart_used"), + "ramp_constraints": { + "tsh_ramp_rate": args.tsh_ramp, + "pch_ramp_rate": args.pch_ramp, + "secant_constraints": not args.no_secant_constraints, + } + if args.tsh_ramp or args.pch_ramp + else None, + } + if args.save_trajectories: + if scipy_res["success"]: + scipy_block["trajectory"] = scipy_res["trajectory"] + if py_res["success"]: + pyomo_block["trajectory"] = py_res["trajectory"] + rec.update( + { + "task": task, + "scenario": scenario_name, + "grid": { + **{ + f"param{i + 1}": {"path": p, "value": v} + for i, (p, v) in enumerate(zip(vary_paths, combo)) + } + }, + "scipy": scipy_block, + "pyomo": pyomo_block, + } + ) + rec["failed"] = ( + (not rec["scipy"]["success"]) + or (not rec["pyomo"]["success"]) + or (not rec["scipy"]["metrics"].get("dryness_target_met", True)) + or (not rec["pyomo"]["metrics"].get("dryness_target_met", True)) + ) + f.write(serialize(rec) + "\n") + f.flush() + status = "FAIL" if rec["failed"] else "OK" + disc = ( + rec["pyomo"].get("discretization", {}) if rec.get("pyomo") else {} + ) + disc_tag = ( + f"{disc.get('method')} n={disc.get('n_elements_requested')}" + + ( + f" ncp={disc.get('n_collocation')}" + if disc.get("method") == "colloc" + else "" + ) + ) + print( + f"[{k}/{total * len(methods)}] {status} {method} combo={combo} {disc_tag}" + ) + print(f"Done → {out_path}") + return 0 + + +def build_parser() -> argparse.ArgumentParser: + p = argparse.ArgumentParser( + prog="grid_cli", description="Benchmark generation CLI (Pyomo vs Scipy)" + ) + sub = p.add_subparsers(dest="command", required=True) + + g = sub.add_parser("generate", help="Generate JSONL records for parameter grid") + g.add_argument( + "--task", + required=True, + choices=["Tsh", "Pch", "both"], + help="Optimization task variant", + ) + g.add_argument( + "--scenario", required=True, help="Scenario name from benchmarks.scenarios" + ) + g.add_argument( + "--vary", + action="append", + required=True, + help="Parameter path=value1,value2,... (repeatable)", + ) + g.add_argument( + "--methods", default="scipy,fd,colloc", help="Comma-separated methods to run" + ) + g.add_argument( + "--n-elements", type=int, default=24, help="Number of finite elements" + ) + g.add_argument( + "--n-collocation", + type=int, + default=3, + help="Collocation points per element (colloc only)", + ) + g.add_argument( + "--raw-colloc", + action="store_true", + help="Disable effective-nfe parity reporting for collocation", + ) + g.add_argument( + "--warmstart", action="store_true", help="Enable scipy warmstart (default off)" + ) + g.add_argument( + "--dt", type=float, default=0.01, help="Time step for scipy baseline trajectory" + ) + g.add_argument( + "--tsh-ramp", + type=float, + default=None, + help="Max shelf temperature ramp rate [°C/hr] (Pyomo only)", + ) + g.add_argument( + "--pch-ramp", + type=float, + default=None, + help="Max chamber pressure ramp rate [Torr/hr] (Pyomo only)", + ) + g.add_argument( + "--no-secant-constraints", + action="store_true", + help="Disable explicit secant slope constraints for collocation ramp rates. " + "When disabled, only polynomial derivative constraints are used, which may " + "allow numerical derivatives to exceed ramp limit by ~15%%. Default: enabled.", + ) + g.add_argument("--out", required=True, help="Output JSONL path") + g.add_argument( + "--force", action="store_true", help="Force regeneration even if file exists" + ) + g.add_argument( + "--save-trajectories", + action="store_true", + help="Store full trajectories in JSONL (larger files)", + ) + + return p + + +def main(argv: list[str] | None = None) -> int: + parser = build_parser() + args = parser.parse_args(argv) + if args.command == "generate": + return generate(args) + parser.print_help() + return 1 + + +if __name__ == "__main__": # pragma: no cover + raise SystemExit(main()) diff --git a/benchmarks/results/.gitignore b/benchmarks/results/.gitignore new file mode 100644 index 0000000..38ebd11 --- /dev/null +++ b/benchmarks/results/.gitignore @@ -0,0 +1,13 @@ +# Ignore most generated benchmark results (large files with trajectories) +*.jsonl +*.png +*.csv + +# Track summary files (metrics only, no trajectories - ~30KB each) +!*_summary.jsonl + +# Track one small trajectory file for visualization examples (~400KB) +!both_trajectories.jsonl + +# Track baseline PNG plots for documentation +!baseline_*.png diff --git a/benchmarks/results/README.md b/benchmarks/results/README.md new file mode 100644 index 0000000..1c9bbf2 --- /dev/null +++ b/benchmarks/results/README.md @@ -0,0 +1,46 @@ +# Benchmark Results Directory + +This directory contains generated benchmark data from comparing Pyomo and scipy optimizers. + +## Version Control Policy + +Most generated results are **not tracked in git** (see `.gitignore`). Results can be reproduced by running the benchmark scripts. + +## Representative Examples (Tracked) + +The following files are kept in version control as reference examples: + +- **`baseline_Tsh_3x3.jsonl`** (29KB) + - Tsh optimization on 3×3 parameter grid (A1 × KC) + - 27 runs: 9 scipy baseline, 9 FD (n=24), 9 collocation (n=24, ncp=3) + - Generated with IPOPT warmstart properly disabled + - Demonstrates ~5-10% objective parity, ~250× speedup + +- **`baseline_Tsh_3x3_objective_diff.png`** + - Heatmap showing % objective difference from scipy baseline + - FD and collocation methods side-by-side with shared colorbar + +- **`baseline_Tsh_3x3_speedup.png`** + - Heatmap showing wall-clock speedup over scipy + - Demonstrates 9-344× speedup range + +## Regenerating Results + +```bash +# Generate the reference benchmark +python benchmarks/grid_cli.py generate \ + --task Tsh --scenario baseline \ + --vary product.A1=16,18,20 \ + --vary ht.KC=2.75e-4,3.3e-4,4.0e-4 \ + --methods scipy,fd,colloc \ + --n-elements 24 --n-collocation 3 \ + --out benchmarks/results/grid_Tsh_3x3_no_warmstart.jsonl \ + --force + +# Analyze and generate plots +jupyter notebook benchmarks/grid_analysis.ipynb +``` + +## Other Generated Files (Not Tracked) + +Any other `.jsonl`, `.png`, or `.csv` files in this directory are local working files and should not be committed. diff --git a/benchmarks/results/archive/pre_physics_fix_20260204/baseline_Pch_3x3_summary.jsonl b/benchmarks/results/archive/pre_physics_fix_20260204/baseline_Pch_3x3_summary.jsonl new file mode 100644 index 0000000..194f9eb --- /dev/null +++ b/benchmarks/results/archive/pre_physics_fix_20260204/baseline_Pch_3x3_summary.jsonl @@ -0,0 +1,27 @@ +{"timestamp": "2026-01-13T00:23:48.297527Z", "environment": {"python": "3.13.9", "platform": "Linux-6.6.87.2-microsoft-standard-WSL2-x86_64-with-glibc2.39", "numpy": "2.3.3", "pyomo": "6.9.5"}, "version": 2, "task": "Pch", "scenario": "baseline", "grid": {"param1": {"path": "product.A1", "value": 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diff --git a/benchmarks/results/baseline_Tsh_3x3.jsonl b/benchmarks/results/baseline_Tsh_3x3.jsonl new file mode 100644 index 0000000..263e052 --- /dev/null +++ b/benchmarks/results/baseline_Tsh_3x3.jsonl @@ -0,0 +1,27 @@ 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diff --git a/benchmarks/scenarios.py b/benchmarks/scenarios.py new file mode 100644 index 0000000..f4d03dd --- /dev/null +++ b/benchmarks/scenarios.py @@ -0,0 +1,93 @@ +"""Benchmark scenario definitions for LyoPRONTO optimization tasks. + +Each scenario is a dictionary with the required parameter sets: +- vial +- product +- ht (heat transfer parameters) +- eq_cap (equipment capability) +- nVial +- meta (description) + +Scenarios chosen to exercise different numerical regimes. +""" + +from __future__ import annotations + +SCENARIOS = { + "baseline": { + "vial": {"Av": 3.8, "Ap": 3.14, "Vfill": 2.0}, + "product": { + "R0": 1.4, + "A1": 16.0, + "A2": 0.0, + "T_pr_crit": -25.0, + "cSolid": 0.05, + }, + "ht": {"KC": 2.75e-4, "KP": 8.93e-4, "KD": 0.46}, + "eq_cap": {"a": -0.182, "b": 11.7}, + "nVial": 400, + "meta": "Moderate fill, standard resistance", + }, + "high_resistance": { + "vial": {"Av": 3.8, "Ap": 3.14, "Vfill": 2.0}, + "product": { + "R0": 1.4, + "A1": 30.0, + "A2": 0.2, + "T_pr_crit": -25.0, + "cSolid": 0.05, + }, + "ht": {"KC": 2.75e-4, "KP": 8.93e-4, "KD": 0.46}, + "eq_cap": {"a": -0.182, "b": 11.7}, + "nVial": 400, + "meta": "Increased A1/A2 to stress Rp growth", + }, + "tight_temperature": { + "vial": {"Av": 3.8, "Ap": 3.14, "Vfill": 2.0}, + "product": { + "R0": 1.4, + "A1": 16.0, + "A2": 0.0, + "T_pr_crit": -15.0, + "cSolid": 0.05, + }, + "ht": {"KC": 2.75e-4, "KP": 8.93e-4, "KD": 0.46}, + "eq_cap": {"a": -0.182, "b": 11.7}, + "nVial": 400, + "meta": "Critical temperature near operating range", + }, + "aggressive_drying": { + "vial": {"Av": 3.8, "Ap": 3.14, "Vfill": 2.0}, + "product": { + "R0": 1.4, + "A1": 16.0, + "A2": 0.0, + "T_pr_crit": -25.0, + "cSolid": 0.05, + }, + "ht": {"KC": 4.00e-4, "KP": 1.20e-3, "KD": 0.46}, + "eq_cap": {"a": -0.182, "b": 11.7}, + "nVial": 400, + "meta": "Higher heat transfer to push sublimation rate", + }, + "large_batch": { + "vial": {"Av": 3.8, "Ap": 3.14, "Vfill": 2.5}, + "product": { + "R0": 1.4, + "A1": 16.0, + "A2": 0.0, + "T_pr_crit": -25.0, + "cSolid": 0.05, + }, + "ht": {"KC": 2.75e-4, "KP": 8.93e-4, "KD": 0.46}, + "eq_cap": {"a": -0.182, "b": 11.7}, + "nVial": 1200, + "meta": "Large batch size stresses scaling", + }, +} + + +def get_scenario(name: str) -> dict: + if name not in SCENARIOS: + raise KeyError(f"Unknown scenario '{name}'. Available: {list(SCENARIOS)}") + return SCENARIOS[name] diff --git a/benchmarks/schema.py b/benchmarks/schema.py new file mode 100644 index 0000000..8d17d9c --- /dev/null +++ b/benchmarks/schema.py @@ -0,0 +1,85 @@ +"""Result schema utilities for benchmark runs. + +Extended to support trajectory storage and discretization metadata for +robust Scipy vs Pyomo (FD & collocation) benchmarking. +""" + +from __future__ import annotations + +import datetime +import hashlib +import json +import platform +import sys +from typing import Any + +try: + import pyomo + + PYOMO_VERSION = getattr(pyomo, "__version__", "unknown") +except Exception: + PYOMO_VERSION = None + +import numpy as np + + +def environment_info() -> dict[str, Any]: + return { + "python": sys.version.split()[0], + "platform": platform.platform(), + "numpy": np.__version__, + "pyomo": PYOMO_VERSION, + } + + +def base_record() -> dict[str, Any]: + """Create a base record with timestamp and environment. + + Additional fields will be added by generators (params, solver blocks, + trajectories, discretization, hashes). + """ + return { + "timestamp": datetime.datetime.utcnow().isoformat() + "Z", + "environment": environment_info(), + "version": 2, # schema version + } + + +def hash_inputs(params: dict[str, Any]) -> str: + """Stable hash for varied input parameters (order-independent).""" + items = sorted((k, params[k]) for k in params) + raw = json.dumps(items, separators=(",", ":")) + return hashlib.sha256(raw.encode("utf-8")).hexdigest()[:16] + + +def hash_record(record: dict[str, Any]) -> str: + """Hash entire record excluding existing hash fields to detect duplicates.""" + shadow = {k: v for k, v in record.items() if not k.startswith("hash.")} + raw = json.dumps(shadow, default=str, separators=(",", ":")) + return hashlib.sha256(raw.encode("utf-8")).hexdigest()[:16] + + +def serialize(record: dict[str, Any]) -> str: + """Serialize a record to compact JSON. + + Ensures hashes are present; if trajectory is a numpy array it is converted + to a list of lists. + """ + if "params" in record and "hash.inputs" not in record: + record["hash.inputs"] = hash_inputs(record["params"]) + if "hash.record" not in record: + record["hash.record"] = hash_record(record) + + def default(o): + if isinstance(o, (set, tuple)): + return list(o) + try: + import numpy as _np + + if isinstance(o, _np.ndarray): + return o.tolist() + except Exception: + pass + return str(o) + + return json.dumps(record, default=default, separators=(",", ":")) diff --git a/benchmarks/validate.py b/benchmarks/validate.py new file mode 100644 index 0000000..63d9587 --- /dev/null +++ b/benchmarks/validate.py @@ -0,0 +1,205 @@ +"""Validation utilities for benchmark outputs. + +Computes physical residuals and simple quality checks. +Returns a dict of metrics and flags. +""" + +from __future__ import annotations + +from typing import Any + +import numpy as np + +# Column indices per project instructions +IDX_TIME = 0 +IDX_TSUB = 1 +IDX_TBOT = 2 +IDX_TSH = 3 +IDX_PCH = 4 # mTorr +IDX_FLUX = 5 +IDX_PERCENT = 6 # percent_dried (0-100%) + + +def _safe(arr: np.ndarray) -> np.ndarray: + return arr if arr.size else np.array([]) + + +def compute_residuals(traj: np.ndarray) -> dict[str, Any]: + """Compute residual style metrics for a trajectory.""" + if traj.size == 0: + return { + "n_points": 0, + "final_percent_dried": None, + "monotonic_dried": None, + "tsh_bounds_ok": None, + "pch_positive": None, + "flux_nonnegative": None, + "dryness_target_met": None, + } + percent = traj[:, IDX_PERCENT] + tsh = traj[:, IDX_TSH] + pch_mTorr = traj[:, IDX_PCH] + flux = traj[:, IDX_FLUX] + + # Monotonicity (allow tiny numerical dips) + diffs = np.diff(percent) + monotonic = bool(np.all(diffs >= -1e-2)) # tolerance in percentage units + + tsh_ok = bool(np.all((tsh > -60) & (tsh < 60))) + pch_pos = bool(np.all(pch_mTorr > 0)) + flux_ok = bool(np.all(flux >= -1e-8)) + + dryness_target = percent[-1] >= 98.9 - 0.1 # 98.8% threshold + + return { + "n_points": int(traj.shape[0]), + "final_percent_dried": float(percent[-1]), + "monotonic_dried": monotonic, + "tsh_bounds_ok": tsh_ok, + "pch_positive": pch_pos, + "flux_nonnegative": flux_ok, + "dryness_target_met": dryness_target, + } + + +def compare_trajectories( + scipy_traj: np.ndarray, + pyomo_traj: np.ndarray, + rtol: float = 0.05, + atol_temp: float = 0.5, + atol_pch: float = 5.0, +) -> dict[str, Any]: + """Compare scipy and Pyomo trajectories point-by-point. + + Interpolates Pyomo trajectory onto scipy time grid for fair comparison. + Returns metrics quantifying agreement between the two solutions. + + Parameters + ---------- + scipy_traj : np.ndarray + Scipy trajectory array (n_scipy, 7): time, Tsub, Tbot, Tsh, Pch_mTorr, flux, percent_dried + pyomo_traj : np.ndarray + Pyomo trajectory array (n_pyomo, 7): same columns + rtol : float + Relative tolerance for "close" comparison (default 5%) + atol_temp : float + Absolute tolerance for temperatures in °C (default 0.5°C) + atol_pch : float + Absolute tolerance for pressure in mTorr (default 5 mTorr) + + Returns + ------- + Dict[str, Any] + Comparison metrics: + - matched: bool (trajectories are close within tolerances) + - objective_diff_hr: float (difference in final time) + - objective_ratio: float (pyomo_time / scipy_time) + - max_Tsh_diff: float (max shelf temp difference in °C) + - max_Pch_diff: float (max pressure difference in mTorr) + - max_Tsub_diff: float (max sublimation temp difference in °C) + - rmse_Tsh: float (RMSE of shelf temperature) + - rmse_Pch: float (RMSE of chamber pressure) + - mean_percent_dried_diff: float (mean difference in drying percentage) + - n_scipy_points: int + - n_pyomo_points: int + - interpolated: bool (True if interpolation was used) + """ + # Handle empty trajectories + if scipy_traj.size == 0 or pyomo_traj.size == 0: + return { + "matched": False, + "objective_diff_hr": None, + "objective_ratio": None, + "max_Tsh_diff": None, + "max_Pch_diff": None, + "max_Tsub_diff": None, + "rmse_Tsh": None, + "rmse_Pch": None, + "mean_percent_dried_diff": None, + "n_scipy_points": len(scipy_traj) if scipy_traj.size > 0 else 0, + "n_pyomo_points": len(pyomo_traj) if pyomo_traj.size > 0 else 0, + "interpolated": False, + "error": "Empty trajectory", + } + + # Extract time vectors + t_scipy = scipy_traj[:, IDX_TIME] + t_pyomo = pyomo_traj[:, IDX_TIME] + + # Objective times + obj_scipy = float(t_scipy[-1]) + obj_pyomo = float(t_pyomo[-1]) + obj_diff = obj_pyomo - obj_scipy + obj_ratio = obj_pyomo / obj_scipy if obj_scipy > 0 else None + + # Interpolate Pyomo onto scipy time grid for point-by-point comparison + # Use common time range + t_min = max(t_scipy[0], t_pyomo[0]) + t_max = min(t_scipy[-1], t_pyomo[-1]) + + # Filter scipy points within common range + mask = (t_scipy >= t_min) & (t_scipy <= t_max) + t_common = t_scipy[mask] + + if len(t_common) < 2: + return { + "matched": False, + "objective_diff_hr": obj_diff, + "objective_ratio": obj_ratio, + "max_Tsh_diff": None, + "max_Pch_diff": None, + "max_Tsub_diff": None, + "rmse_Tsh": None, + "rmse_Pch": None, + "mean_percent_dried_diff": None, + "n_scipy_points": len(scipy_traj), + "n_pyomo_points": len(pyomo_traj), + "interpolated": False, + "error": "Insufficient overlap", + } + + # Interpolate Pyomo values onto common time grid + pyomo_interp = np.zeros((len(t_common), 7)) + pyomo_interp[:, IDX_TIME] = t_common + for col in [IDX_TSUB, IDX_TBOT, IDX_TSH, IDX_PCH, IDX_FLUX, IDX_PERCENT]: + pyomo_interp[:, col] = np.interp(t_common, t_pyomo, pyomo_traj[:, col]) + + # Get scipy values at common times + scipy_common = scipy_traj[mask] + + # Compute differences + Tsh_diff = pyomo_interp[:, IDX_TSH] - scipy_common[:, IDX_TSH] + Pch_diff = pyomo_interp[:, IDX_PCH] - scipy_common[:, IDX_PCH] + Tsub_diff = pyomo_interp[:, IDX_TSUB] - scipy_common[:, IDX_TSUB] + dried_diff = pyomo_interp[:, IDX_PERCENT] - scipy_common[:, IDX_PERCENT] + + max_Tsh_diff = float(np.max(np.abs(Tsh_diff))) + max_Pch_diff = float(np.max(np.abs(Pch_diff))) + max_Tsub_diff = float(np.max(np.abs(Tsub_diff))) + rmse_Tsh = float(np.sqrt(np.mean(Tsh_diff**2))) + rmse_Pch = float(np.sqrt(np.mean(Pch_diff**2))) + mean_dried_diff = float(np.mean(np.abs(dried_diff))) + + # Check if trajectories match within tolerances + temp_ok = (max_Tsh_diff <= atol_temp) and (max_Tsub_diff <= atol_temp) + pch_ok = max_Pch_diff <= atol_pch + obj_ok = abs(obj_diff) <= rtol * abs(obj_scipy) if obj_scipy > 0 else False + matched = temp_ok and pch_ok and obj_ok + + return { + "matched": matched, + "objective_diff_hr": obj_diff, + "objective_ratio": obj_ratio, + "max_Tsh_diff": max_Tsh_diff, + "max_Pch_diff": max_Pch_diff, + "max_Tsub_diff": max_Tsub_diff, + "rmse_Tsh": rmse_Tsh, + "rmse_Pch": rmse_Pch, + "mean_percent_dried_diff": mean_dried_diff, + "n_scipy_points": len(scipy_traj), + "n_pyomo_points": len(pyomo_traj), + "interpolated": True, + } + + +__all__ = ["compute_residuals", "compare_trajectories"]