Computational Physics I

Contains 5 types of Computational Physics applications with a brief theory that explains the fundamentals for each case

Contains 5 types of Computational Physics applications with a brief theory that explains the fundamentals for each case.First: Fractals: the equations to obtain the tree and fern fractals is given and show their formation; the method to obtain Sierpinski gasket is explained and generated.Second: vonNeuman rejection method for Monte Carlo integration of a given function, random points are generated, some lie inside the function others outside. If the device is rotated a new result is given.Thir

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Computational Physics I

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