residue()
Core Math
residue() is a MATLAB®-compatible core math function for partial fraction decomposition of transfer function b(s)/a(s). returns residues r, poles p, and direct term k. Run it online in your browser with SimLab — free, no install, no license required.
Partial fraction decomposition of transfer function b(s)/a(s). Returns residues r, poles p, and direct term k.
Syntax
[r, p, k] = residue(b, a)
Examples — run residue() in your browser
[r, p, k] = residue([1], [1, -3, 2])▶ Run
See Also
More Core Math Functions
Browse other free, MATLAB®-compatible core math functions in SimLab:
Frequently Asked Questions about residue()
Is the residue() function free to use in SimLab?
The browser workspace requires no MATLAB® license or installation. Connected features require network access and may have account, tier, availability, or usage limits. You can open residue() and 510+ other MATLAB®-compatible function references at simulations4all.com/simlab.
Do I need to install MATLAB to use residue()?
No. SimLab’s core parser, workspace state, and most functions run locally in your browser. The residue() function requires no MATLAB® license or desktop software download.
What does residue() do?
Partial fraction decomposition of transfer function b(s)/a(s). Returns residues r, poles p, and direct term k. It is a MATLAB®-compatible core math function available in SimLab with the same calling syntax as MATLAB® — typically: [r, p, k] = residue(b, a).
Can I run residue() in my browser?
Yes. Open SimLab at simulations4all.com/simlab, write or paste code that calls residue(), and run it. This function’s calculation runs locally in the browser. SimLab session analytics, sharing, feedback, and eligible acceleration have separate network boundaries.
Try SimLab — MATLAB®-compatible, free, in your browser
510+ functions. Runs in your browser. No install. No license.
Open SimLabMATLAB® is a registered trademark of The MathWorks, Inc. SimLab is an independent project by Simulations4All and is not affiliated with, endorsed by, or sponsored by The MathWorks, Inc.