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on the numerical solutions of dynamical systems using FDM (Rishi)

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Post by Seva Lamberdar Sun May 12, 2013 3:15 pm

Rishi, a few days ago, during your discussion with JM about a simple calculus problem, I commented that your approach in getting the solution to that problem was very similar to the well-known finite difference method (FDM) which can be used for obtaining numerical solutions to the highly complex dynamical systems.

In fact, before I decided to use another approach during my MS thesis (1972) to numerically solve a complicated set of differential equations involving several variables, I had been thinking of writing a computer program myself by using the FDM to numerically solve the thesis problem on satellite boom forces (http://arc.aiaa.org/doi/abs/10.2514/3.49266)
Seva Lamberdar
Seva Lamberdar

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Join date : 2012-11-29

https://docs.google.com/document/d/1bYp0igbxHcmg1G1J-qw0VUBSn7Fu

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Post by Rishi Sun May 12, 2013 8:49 pm

Seva,

Your paper is beyond my level of knowledge. I won't even pretend to understand it.

Rishi

Posts : 5129
Join date : 2011-09-02

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Post by Seva Lamberdar Tue May 14, 2013 10:10 am

Don't worry about the understanding part. It was just to show that even a seemingly very easy and simple technique (which you used in your problem) is at the heart of a very broad and intricate method (FDM) which can be used to solve problems related to complex and highly involved dynamical systems.
Seva Lamberdar
Seva Lamberdar

Posts : 6587
Join date : 2012-11-29

https://docs.google.com/document/d/1bYp0igbxHcmg1G1J-qw0VUBSn7Fu

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