Datasets:
Tasks:
Tabular Regression
Formats:
csv
Languages:
English
Size:
< 1K
Tags:
roller-compaction
pharmaceutical-manufacturing
design-of-experiments
response-surface-methodology
quality-by-design
synthetic-data
License:
| license: cc-by-4.0 | |
| language: | |
| - en | |
| pretty_name: "Roller Compaction: Ribbon Density vs. Process Parameters (Synthetic)" | |
| size_categories: | |
| - n<1K | |
| task_categories: | |
| - tabular-regression | |
| tags: | |
| - roller-compaction | |
| - pharmaceutical-manufacturing | |
| - design-of-experiments | |
| - response-surface-methodology | |
| - quality-by-design | |
| - synthetic-data | |
| - powder-processing | |
| - heckel-equation | |
| - johanson-model | |
| - process-engineering | |
| - education | |
| configs: | |
| - config_name: default | |
| data_files: | |
| - split: train | |
| path: "ribbon_density_v1.0.csv" | |
| # Roller Compaction: Ribbon Density vs. Process Parameters (Synthetic) | |
| **Version:** 1.0 | |
| **Publisher:** [Innovative Process Applications (IPA)](https://www.innovativeprocess.com) | |
| **License:** Creative Commons Attribution 4.0 International (CC BY 4.0) | |
| **Contact:** Crestwood, IL, USA | |
| > ⚠️ **This dataset is 100% synthetic and intended for educational use only.** | |
| > It was generated from a published physical model (Johanson rolling theory + Heckel densification) — not measured on any real equipment, customer, or production batch. Do not use it for regulatory submissions, equipment validation, or commercial process design. | |
| --- | |
| ## What's in this dataset | |
| 600 simulated roller compaction runs on a representative pharmaceutical excipient blend (microcrystalline cellulose / lactose), spanning the operating envelope of a lab-to-pilot scale twin-feed-screw roller compactor. | |
| | Column | Units | Description | | |
| |---|---|---| | |
| | `run_id` | — | Unique run identifier | | |
| | `roll_force_kN_per_cm` | kN/cm | Specific roll force (normalized by roll width) | | |
| | `roll_speed_rpm` | rpm | Roll rotation speed | | |
| | `feed_screw_rpm` | rpm | Twin feed screw rotation speed | | |
| | `roll_gap_mm` | mm | Target ribbon thickness / roll gap | | |
| | `peak_pressure_MPa` | MPa | Computed peak nip pressure (Johanson) | | |
| | `ribbon_rel_density` | — | Relative density (fraction of true density) | | |
| | `ribbon_density_g_cc` | g/cc | Absolute ribbon density | | |
| | `ribbon_porosity` | — | 1 − relative density | | |
| | `density_CV_percent` | % | Across-width density coefficient of variation (uniformity) | | |
| | `throughput_kg_hr` | kg/hr | Mass throughput | | |
| ## Realistic ranges (grounded in the literature) | |
| The generator uses ranges consistent with published roller compaction studies on MCC/lactose blends: | |
| - **Roll force:** 2–14 kN/cm (typical lab/pilot range) | |
| - **Roll speed:** 1–12 rpm | |
| - **Feed-to-roll speed ratio:** 3–30 (optimum ≈ 11 for twin feed screws on MCC) | |
| - **Peak nip pressure:** ~30–200 MPa | |
| - **Relative density:** 0.55–0.80 (ribbons below ~0.55 tend to crumble; above ~0.85 you over-compact and lose downstream granulation behavior) | |
| - **Material:** true density 1.55 g/cc, bulk density 0.45 g/cc, Heckel K ≈ 0.018 MPa⁻¹ | |
| ## Physical model | |
| The synthetic data is generated from: | |
| 1. **Johanson rolling theory (1965)** — peak nip pressure as a function of roll force, gap, and roll geometry. | |
| 2. **Heckel equation** — relative density as a function of applied pressure: `ln(1/(1−D)) = K·P + A`. | |
| 3. **Twin feed screw effect** — a Gaussian optimality response centered on feed/roll ratio ≈ 11, penalizing both starved and over-fed nip conditions. This reflects IPA's twin-feed-screw design advantage for maintaining uniform nip feeding. | |
| 4. **Realistic measurement noise** (~1.5% on density, proportional noise on uniformity and throughput). | |
| Full generator source is in `generate_dataset.py` — reproducible with seed 42. | |
| ## What you can teach with it | |
| - **DOE / Response Surface Methodology:** fit a quadratic model to ribbon density as a function of roll force, roll speed, and feed screw speed. | |
| - **Process optimization:** find the operating window that maximizes density while keeping CV% under a target (e.g., < 3%). | |
| - **Regression & ML:** compare linear regression, random forests, and Gaussian processes on a small-but-physical dataset. | |
| - **Quality-by-Design (QbD):** illustrate design space, critical process parameters (CPPs), and critical quality attributes (CQAs). | |
| ## Cross-links (other places to find this dataset) | |
| - **Kaggle:** [(https://www.kaggle.com/innovativeprocapps)] | |
| - **Hugging Face Datasets:** [link after publication] | |
| - **Zenodo (DOI):** [https://zenodo.org/records/19500776] | |
| - **GitHub:** [https://github.com/Innovative-Process-Applications/ipa-datasets/tree/main/ipa-rc-dataset-v1.0] | |
| - **IPA website:** https://www.innovativeprocess.com | |
| ## About IPA | |
| Innovative Process Applications designs and manufactures twin-feed-screw roller compactors, mills, and size-reduction equipment for the pharmaceutical, nutraceutical, chemical, and food industries. Based in Crestwood, Illinois, IPA is a direct OEM alternative to legacy Fitzpatrick Chilsonator and FitzMill systems, with American manufacturing and direct engineer access. Learn more at [innovativeprocess.com](https://www.innovativeprocess.com). | |
| ## Citation | |
| If you use this dataset in teaching, a notebook, a paper, or a blog post, please cite: | |
| > Innovative Process Applications (2026). *Roller Compaction: Ribbon Density vs. Process Parameters (Synthetic), v1.0*. CC BY 4.0. https://www.innovativeprocess.com | |
| ## Version history | |
| - **v1.0** (April 2026) — Initial release. 600 runs, 4 process parameters, 6 response variables. | |