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emgr -- EMpirical GRamian Framework

Home Page: https://gramian.de

License: Other

MATLAB 68.96% Python 21.76% Scheme 9.27%
matlab model-reduction octave cross-gramian reduction controllability observability control-systems nonlinear-dynamics empirical-gramians

emgr's Introduction

Christian Himpe

My Development Interests

  • Metadata Lakes
  • Metadata Catalogs
  • Data-Driven Model Reduction
  • System Theory
  • Scientific Computing

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emgr's Issues

Fix state-weighting

The state weighting closure (emgr.m, line 180) should be:

            wei = @(m) 1.0 ./ max(sqrt(eps),vecnorm(m,2,1));

similarly emgr.py, line 212 should be:

            return 1.0 / np.maximum(math.sqrt(np.spacing(1)),np.linalg.norm(m, 2, axis=0))

This will be fixed in version 5.9

Linearization and Simulink Compatibility

Hi
Model order reduction is widely used by Control System researchers and many system dynamic tests can be applied only on the linearized model of nonlinear systems. Therefore, a function should be added that yields linearized models of the nonlinear systems.
Moreover, a utility which enables the user to use the nonlinear system in simulink for various test can enhance the usability and scope of the software.

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