Solving a more accurate nonlinear model with Simulink Design Optimization
| Date | Contributor | Description | Rating |
|---|---|---|---|
| 8 Jun 2010 | Linda Webb |
Using the bifilar pendulum as an example, this article shows how you can improve mass moments of inertia estimates by solving a more accurate nonlinear model. By Matt Jardin, MathWorks This article was first published in the May 2010 MATLAB Digest. |
| Tag | Applied By | Date/Time |
|---|---|---|
| nonlinear model | Leszek | 22 May 2011 at 10:42am |
| dynamic modeling | Ali | 19 Jan 2011 at 9:48am |
| nonlinear equation | Linda Webb | 8 Jun 2010 at 3:04pm |
| simmechanics | Linda Webb | 8 Jun 2010 at 3:04pm |
| simulink design optimization | Linda Webb | 8 Jun 2010 at 3:04pm |
| simulink | Linda Webb | 8 Jun 2010 at 3:04pm |
| parameter estimation | Linda Webb | 8 Jun 2010 at 3:04pm |
| article | Linda Webb | 8 Jun 2010 at 3:04pm |
| equation of motion | Linda Webb | 8 Jun 2010 at 3:04pm |
| lagrangian | Linda Webb | 8 Jun 2010 at 3:04pm |
| linear equation | Linda Webb | 8 Jun 2010 at 3:04pm |
| nonlinear model | Linda Webb | 8 Jun 2010 at 3:04pm |
| bifilar torsional pendulum | Linda Webb | 8 Jun 2010 at 3:04pm |
| dynamic modeling | Linda Webb | 8 Jun 2010 at 3:04pm |
| mmo | Linda Webb | 8 Jun 2010 at 3:04pm |
| mass moment of inertia | Linda Webb | 8 Jun 2010 at 3:04pm |