代码搜索:Integration

找到约 3,762 项符合「Integration」的源代码

代码结果 3,762
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cpp lightlamp.cpp

/* ** ============================================================================ ** ** FILE ** lightlamp.cpp ** ** DESCRIPTION ** Defines the class behaviors for the application. ** ** CR
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m contents.m

% The CREWES Inversion toolbox % % two different 1-D inversions schemes, band limited integration, % computing Rcs from impedance and the reverse. % % blimp --- Band limited impendance inversion % b
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m midpoint.m

function y = midpoint (a,b,n,f) %----------------------------------------------------------------------- % Usage: y = midpoint (a,b,n,f); % % Description: Use the midpoint rule to numericall
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m plottrapint.m

function I = plotTrapInt(fun,a,b,npanel) % plotTrapInt Graphical display of composite trapezoid rule integration % % Synopsis: I = plotTrapInt(fun,a,b) % I = plotTrapInt(fun,a,b,npa
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m plottrapint.m

function I = plotTrapInt(fun,a,b,npanel) % plotTrapInt Graphical display of composite trapezoid rule integration % % Synopsis: I = plotTrapInt(fun,a,b) % I = plotTrapInt(fun,a,b,npa
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m gquad.m

function area = gquad (fun,xlow,xhigh,mparts,bp,wf) %GQUAD Legendre Gaussian quadrature. % AREA=GQUAD(FUN,XLOW,XHIGH,MPARTS,BP,WF) evaluates the integral % of an externally defined function FUN(X)
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m plottrapint.m

function I = plotTrapInt(fun,a,b,npanel) % plotTrapInt Graphical display of composite trapezoid rule integration % % Synopsis: I = plotTrapInt(fun,a,b) % I = plotTrapInt(fun,a,b,npa
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charge-1 menu.charge-1

..............MENU for CHARGE ........................ ......... Change these parameters if necessary:....... 2. The number of (possibly) overlaping spheres: 3 3. The center(s) of your spher
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cut-0 menu.cut-0

..............MENU for CUT ........................... ......... Change these parameters if necessary:....... >>>>> Representation of results: through number of electrons >>>>> Algorithm for the c
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charge-0 menu.charge-0

..............MENU for CHARGE ........................ ......... Change these parameters if necessary:....... 2. The number of (possibly) overlaping spheres: 1 3. The center(s) of your spher