Python-control/Developer assignments: Difference between revisions
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(Created page with "{{righttoc}} This page contains information intended to help keep track of who is working on what. == SourceForge developers == {| border=1 width=50% |- | '''Name''' || '''Ac...") |
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| Allan McInnes || nichols || active | | Allan McInnes || nichols || active | ||
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| [[User:murrayrm|Richard Murray]] || [[Slycot integration]] || active | | [[User:murrayrm|Richard Murray]] || [[python-control/Slycot integration]] || active | ||
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| Lauren Padilla || modelsimp, MIMO, [[Slycot integration]] || active | | Lauren Padilla || modelsimp, MIMO, [[python-control/Slycot integration]] || active | ||
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| Gunnar Ristroph || || inactive | | Gunnar Ristroph || || inactive |
Latest revision as of 05:06, 3 September 2012
This page contains information intended to help keep track of who is working on what.
SourceForge developers
Name | Activities | Status |
Erik Bailey | inactive | |
Steven Brunton | modelsimp, MIMO | active |
Kevin Chen | modelsimp, SS/TF conversion, MIMO | active |
Sawyer Fuller | pade(), unwrap() | active |
Allan McInnes | nichols | active |
Richard Murray | python-control/Slycot integration | active |
Lauren Padilla | modelsimp, MIMO, python-control/Slycot integration | active |
Gunnar Ristroph | inactive | |
Tony Vanelli | inactive |
Additional contributers
A number of individuals are working on code that they have contributed to the project.
- Roberto Bucher has written a package called yottalab that has functions for converting continuous time systems to discrete time, computing minimal realizations, and solving Ricatti equations.
- Enrico Avventi has been putting together a set of SLICOT wrappers for python. These will be used for implementing various analysis and synthesis tools that are implemented in SLICOT.
- Ryan Knauss has written a number of control functions for a controls course that he teaches using python. With Ryan's agreement, we are incorporating his functionality into the python-control library. In particular, Ryan has done a lot of work on functions for doing continuous-time to discrete-time conversions, along with tools for frequency response and root locus based design.
- Eike Welk has contributed MIMO-compatible version of the time response functions (forced response, step response, etc) and many improvements to the documentation.
MATLAB functionality
A list of current MATLAB functions that are available via python-control is available in the user manual:
- Matlab-like Routines - list of MATLAB control system functions implemented in python-control
We are always looking for contributions that added functionality to the package.