代码搜索:trapezoidal

找到约 201 项符合「trapezoidal」的源代码

代码结果 201
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cpp num_int.cpp

//Numerical Integration(Trapezoidal Rule,Simpson's 1/3 Rule,Simpson's 3/8 Rule) #include #include void main() { float a,b,x[20],y[20],s=0,h; int i,w,n; printf("\n\t\t
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m trapmeth.m

function [x, y] = trapmeth(A, ab, y0, N) % Compute approximation of the solution of the initial value % problem y' = Ay, y(a) = y0 on the interval ab = [a,b]. % A is a square matrix. % Trapezo
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lua 5_phase_switched_reluctance_motor_currents_code.lua

-- phases currents trapezoidal waveform covering 0 to 360 degree -- ang1 and ang2 allow tuning of firing and extinction angles in order to reduce torque ripple -- =============== A Faz
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m ormsby.m

function fa=ormsby(a,dt,f1,f2,f3,f4) % Function filters input array in the frequency domain with % trapezoidal filter with corner frequencies f1, f2, f3, f4. To reduce end effects % the function doub
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m m5_1.m

%%%%%%%%%%%%%%%% Trapezoidal or Simpson %%%%%%%%%%%%%%%%%%%%%%%%%%% fprintf('\n Rules of Trapezoidal/Simpson\n'); fprintf('The function to be integrated is hard--coded infunction()\n'); z=input('
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java trapezoidalintegrator.java

package numbercruncher.mathutils; /** * Function integrator that implements the trapezoidal algorithm. */ public class TrapezoidalIntegrator implements Integrator { /** the function to
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java~1~ trapezoidalintegrator.java~1~

package numbercruncher.mathutils; /** * Function integrator that implements the trapezoidal algorithm. */ public class TrapezoidalIntegrator implements Integrator { /** the function to integrat
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m m5_1.m

%%%%%%%%%%%%%%%% Trapezoidal or Simpson %%%%%%%%%%%%%%%%%%%%%%%%%%% fprintf('\n Rules of Trapezoidal/Simpson\n'); fprintf('The function to be integrated is hard--coded infunction()\n'); z=input('
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m trapzeq.m

function q = trapzeq(y); % Trapezoidal rule for integrating unit spaced data % % USAGE: q = trapzeq(y) % % input: y = function vector to be integrated % % output: q = integral in the given
www.eeworm.com/read/490082/6458178

m trapint.m

function z = trapint(x, y) % Trapezoidal integration of (x,y) data % UNEQUALLY SPACED DATA % % USAGE: z = trapint(x,y) % % input: x = vector of x values % y = vector of y values %