William Haneberg's Computational Geosciences with Mathematica PDF

By William Haneberg

ISBN-10: 3642185541

ISBN-13: 9783642185540

ISBN-10: 3642621570

ISBN-13: 9783642621574

Computational Geosciences with Mathematica is the single booklet written by way of a geologist particularly to teach geologists and geoscientists tips on how to use Mathematica to formulate and resolve difficulties. It spans a vast diversity of geologic and mathematical themes, that are drawn from the author's huge event in examine, consulting, and instructing. The reference and textual content leads readers step by step via geologic functions comparable to customized snap shots programming, info enter and output, linear and differential equations, linear and nonlinear regression, Monte Carlo simulation, time sequence and snapshot research, and the visualization and research of geologic surfaces. it's choked with real Mathematica output and comprises boxed desktop Notes with assistance and exploration feedback.

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Additional resources for Computational Geosciences with Mathematica

Example text

M package that accompanies this book contains two functions to plot stereographic projections of lines and planes. The function ListStereoArcPlot data, arcshade, arcdash, opts constructs a stereographic plot from a list of strikes and dips. ListStereoArcPlot requires that strikes and dips be specified using the right-hand rule, with the strike listed first and the dip listed second (as in the example below). The arguments arcshade and arcdash specify the gray level and dashing of the great circle traces, with default values of black and no dashing.

0. , i, binlen , Axes True, PlotRange AspectRatio 1/2. 1 , 90. 30. 11, 11 , 0, 11 , , 32 2 Special Plots for Geoscience Data 10 8 6 4 -10 -5 5 10 Out[18]= -Graphics- Now that the first bin is plotted according to geoscientific convention, the next step is to plot all of the bins that have non-zero values by filling a table with wedges and then showing them. , 0. , bincts i , 90. i binwidth , 90. i 1 binwidth i, binlen , , Axes True, PlotRange maxbinrad, maxbinrad , 0, maxbinrad , AspectRatio 1/2. , 0.

0. , bincts 90. 0. , i, binlen , Axes True, PlotRange AspectRatio 1/2. 1 , 90. 30. 11, 11 , 0, 11 , , 32 2 Special Plots for Geoscience Data 10 8 6 4 -10 -5 5 10 Out[18]= -Graphics- Now that the first bin is plotted according to geoscientific convention, the next step is to plot all of the bins that have non-zero values by filling a table with wedges and then showing them. , 0. , bincts i , 90. i binwidth , 90. i 1 binwidth i, binlen , , Axes True, PlotRange maxbinrad, maxbinrad , 0, maxbinrad , AspectRatio 1/2.

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Computational Geosciences with Mathematica by William Haneberg


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