By Patrick T. Tam

ISBN-10: 008092624X

ISBN-13: 9780080926247

ISBN-10: 0126831920

ISBN-13: 9780126831924

For the engineering and medical specialist, A Physicist's advisor to Mathematica, 2/e presents an up to date reference consultant in response to the 2007 new 6.0 liberate, offering an prepared and built-in table reference with step-by-step directions for the main frequently used good points of the software program because it applies to analyze in physics.For Professors educating physics and different technology classes utilizing the Mathematica software program, A Physicist's advisor to Mathematica, 2/e is the single absolutely appropriate (new software program free up) Mathematica textual content that engages scholars by way of supplying whole subject insurance, new functions, workouts and examples that allow the consumer to resolve quite a lot of physics difficulties. . doesn't require previous wisdom of Mathematica or desktop programming. can be utilized as both a prime or supplemental textual content for upper-division physics majors and an Instructor's options handbook is offered . presents over 450 end-of-section routines and end-of-chapter difficulties. Serves as a reference appropriate for chemists, actual scientists, and engineers. suitable with Mathematica model 6, a contemporary significant free up. Compact disk includes the entire Mathematica enter and output during this booklet

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Extra info for A Physicist's Guide to Mathematica, Second Edition

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17 Numerical Integration Not all integrations can be done analytically, and we often have to evaluate integrals numerically. 1 Numerical Capabilities 35 NIntegrate can find numerical approximations to improper integrals provided that they converge. A definite integral is an improper integral if one or both of the limits of integration are infinite or if the integrand is infinite at some isolated points in the interval of integration. 5, Chop@exprD replaces approximate real numbers in expr that are close to zero by the exact integer 0.

After loading a package, we can obtain information about the functions defined in the package with the ? and ?? operators. 5 Packages 11 function VectorFieldPlot3D defined in the package VectorFieldPlots‘: In[1]:= Needs@''VectorFieldPlots‘''D In[2]:= ? VectorFieldPlot3D VectorFieldPlot3D[{fx , fy , fz }, {x, xmin , xmax }, {y, ymin , ymax }, {z, zmin , zmax }] generates a three–dimensional plot of the vector field given by the vector–valued function {fx , fy , fz } as a function of x and y and z.

Although Mathematica observes the standard mathematical rules for precedence of arithmetic operators, parentheses should be used generously to avoid ambiguity about the order of operations. For example, it is not obvious whether 2ˆ3ˆ4 means H2ˆ3Lˆ4 or 2ˆH3ˆ4L. Parentheses are needed for clarity: In[4]:= H2ˆ3Lˆ4 Out[4]= 4096 In[5]:= 2ˆH3ˆ4L Out[5]= 2 417 851 639 229 258 349 412 352 In[6]:= 2ˆ3ˆ4 Out[6]= 2 417 851 639 229 258 349 412 352 As it turns out, 2ˆ3ˆ4 stands for 2ˆH3ˆ4L. 2 lists some built-in mathematical constants.

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A Physicist's Guide to Mathematica, Second Edition by Patrick T. Tam


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