
Matlab Identify Linear System
Identify a linear dynamic model from input-output or time-series data using MATLAB...
Install
npx skills add matlab/matlab-agentic-toolkit --skill matlab-identify-linear-system -g -a claude-code -y- Repository
- matlab/matlab-agentic-toolkit1.2k
- Category
- Engineering
- Updated
- 8d ago
- License
- See repository
- Context cost
- Mediumabout 3,000 tokens
- Runs scripts
- No, instructions only
What it does
Identify a linear dynamic model from input-output or time-series data using MATLAB System Identification Toolbox. Use when estimating transfer function, state-space, ARX, ARMAX, BJ, OE polynomial or process models from measurement data.
Linear Model Identification
Estimate a linear dynamic model from measurement data using MATLAB System Identification Toolbox. This skill selects the right model type, determines model order, estimates parameters, and validates results, following the methodology a System Identification Toolbox expert would use.
When to Use
- Identify a transfer function, state-space, or process model from I/O data
- Determine model order from measurement data
- Fit a parametric model for simulation, prediction, or control design
- Convert frequency response data (FRD) to a parametric model
- Compare model structures (ARX vs state-space vs transfer function)
- Determine frequency response from time-domain data
- Determine a plant model for PID tuning or control design
- Obtain a data-driven linear model when linearization of a Simulink model is not possible or practical
- Tune parameters of a physics-based model (grey-box) using data
- Compare multiple models to determine which best fits the data
- Simulate or predict system response using the identified model
- Perform subspace identification for high-order systems or MIMO systems, or use Eigenvalue Realization Algorithm (ERA)
- Extract modal parameters (natural frequencies, damping ratios, mode shapes) from frequency response
- Compare model structures (ARX vs state-space vs transfer function)
- Study the possibility of feedback in data by analyzing the correlation between input and output signals
- Study persistence of excitation in the input signals to ensure that the data is informative enough for model identification
