scipy-curve-fit

Fit nonlinear models to experimental time-series data using scipy.optimize.curve_fit.

4|Updated Feb 22, 2026
One-click install
npx skills add https://github.com/GeneralReasoning/env-skillsbench --skill scipy-curve-fit-generalreasoning
Or copy as Structured Prompt for Agent
Please help me install this Agent Skill.
Skill: scipy-curve-fit
Source: https://github.com/GeneralReasoning/env-skillsbench/tree/main/hvac-control/environment/skills/scipy-curve-fit
Command: npx skills add https://github.com/GeneralReasoning/env-skillsbench --skill scipy-curve-fit-generalreasoning

SYSTEM DOCUMENTATION & REQUIREMENTS

What problem does it solve?

Curve fitting of experimental data to nonlinear models using SciPy's curve_fit, estimating parameters robustly.

Core Features & Use Cases

  • Nonlinear least-squares parameter estimation from time-series data
  • Step-response and first-order model fitting with bounds and initial guesses
  • Model quality metrics such as R-squared and RMSE to evaluate fit

Quick Start

Provide your time-series data and a model function, then call curve_fit with initial guesses and bounds to obtain the best-fit parameters.

Frequently Asked Questions about scipy-curve-fit

High-intent search queries and answers about installing and using this skill.

FAQPage Schema
How do I estimate parameters for a nonlinear model from time-series data?

You can fit a step-response curve using SciPy's curve_fit by providing your time-series data, a first-order model function, and initial parameter guesses. This estimates parameters like K and tau while applying bounds to constrain the optimization.

What metrics are used to evaluate nonlinear curve fitting results?

Nonlinear least-squares fitting with curve_fit requires Python with SciPy and NumPy installed. You must also provide appropriate initial guesses and parameter bounds to ensure the optimization converges to a valid solution for your data.

Can I apply bounds when fitting experimental data to a nonlinear model?

Yes, you can apply bounds when fitting experimental data to a nonlinear model. Curve_fit accepts lower and upper bound constraints for parameters, ensuring the optimization results stay within physically or mathematically valid ranges during parameter estimation.

What is the best way to fit control system tuning parameters to measured response data?

The best way to fit control system tuning parameters is using nonlinear least-squares parameter estimation. By matching a parametric model against measured step-response time-series data, curve_fit calculates optimal parameters like K and tau along with R-squared evaluation metrics.