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Cthis software
 

Cthis

Added: August 23, 2013 | Visits: 462

Read ZEMAX Beam File (ZBF) ZEMAX is an optical simulation code (http://www.zemax.com/). One of its features, Physical Optics Propagation, calculates the electric fields as they travel through the simulated optical system. The results can be saved in the ZEMAX Beam File (ZBF) format. It is useful to be able to read the ZBF... Platforms: Matlab

License: Shareware Cost: $0.00 USD Size: 10 KB Download (46): Read ZEMAX Beam File (ZBF) Download

Added: August 01, 2013 | Visits: 457

MATLAB in Physics - Matrices cThis lecture investigates the underlying linear algebra that forms the basis of MATLAB. Aly Kassam is the author of this lecture, it is being submitted under Matt McDonnell's name solely to fit it in with the rest of the lectures. The aim of this lecture series is to introduce students to... Platforms: Matlab

License: Freeware Size: 133.12 KB Download (44): MATLAB in Physics - Matrices Download

Added: June 25, 2013 | Visits: 464

fulltosparse (Fortran version) SYNTAX: B = fulltosparse(A)A = full 2-dimensional double matrixB = sparse 2-dimensional double matrix version of AThis example demonstrates how to populate a sparse matrix. For the purpose of this example, you must pass in a non-sparse 2-dimensional argument of type double. fulltosparse.for is... Platforms: Matlab

License: Freeware Size: 10 KB Download (49): fulltosparse (Fortran version) Download

Added: August 07, 2013 | Visits: 397

Julia set boundary approximation with mouse control This function shows an approximation of the Julia set boundary for the functions of the form P(z) = z^2 + C. The inverse iteration is a method for calculating previous values of z by doing z = sqrt(z-c). By doing this, points along the boundary are obtained. Since the sqrt will give two possible... Platforms: Matlab

License: Shareware Cost: $0.00 USD Size: 10 KB Download (44): Julia set boundary approximation with mouse control Download

Added: August 05, 2013 | Visits: 390

Nova Fractal Nova fractal is generated by iterating the formulaz=z - R * f(z)/f '(z) + CThis is Newton's formula with additional parameters.C is constant ,in this fractal C is points of the complex planeas in the Mandelbrot set.R is relaxation constant ,it is 1 for this fractal.For this fractal Z is... Platforms: Matlab

License: Shareware Cost: $0.00 USD Size: 10 KB Download (43): Nova Fractal Download