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The animated response of several classical system models is presented. Examples include a) large amplitude pendulum motion b) falling elastic cable c) forced response of a spring-mass-damper system d) vibrating string either released with initial deflection, or shaken at one end, or subjected to a moving load e) beam released with initial deflection f) vibration modes for an elliptic membrane and for a pin-connected truss g) forced wave...
Program FFT2SURF plots double Fourier series representations
for several different surfaces. The figures show effects of
the number of series terms and use of Lanczos sigma factors
to smooth Gibbs oscillations. The Fourier series...
The output figures will show effects of the number of series terms and use of the Lanczos sigma factors to smooth the Gibbs oscillations.
The modal functions of an elliptic membrane with fixed edges are expressed as products of angular and radial Mathieu functions with the natural frequencies being found in terms of the zeros of the radial functions. Routines to compute functions...
Programs and utility functions using the Symbolic Math Toolbox are provided to analyze vectors and tensors in general curvilinear coordinates. The programs perform the following functions:
1) runcoord plots intersecting coordinate surfaces...
Programs from the third edition of 'Advanced Mathematics and Mechanics Applications Using MATLAB', by Howard Wilson, Louis Turcotte and David Halpern, CRC Press, 2003, ISBN 1-58488-262-X. Contains about 12,000 lines of MATLAB programs and...
Dynamical analyses in engineering often require inertial properties of
complex shapes such as polyhedra. The volume, the first moment of volume
and the second moment of volume of a general solid can be computed by
This workspace employs interactive graphics and Muller's method
to compute function roots in a rectangular region of the complex
plane. Function interact employs surface and contour plots of
-log(abs(function(z))) to locate...
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