代码搜索：modulus

找到约 3,028 项符合「modulus」的源代码

代码结果 3,028
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m squared.m

function[y]=squared(x) % SQUARED Squares the modulus of its argument: SQUARED(X)=ABS(X).^2 % _________________________________________________________________ % This is part of JLAB --- type 'h
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www.eeworm.com/read/149425/12378307

m spacetrusselementstress.m

function y = SpaceTrussElementStress(E,L,thetax,thetay,thetaz,u) %SpaceTrussElementStress This function returns the element stress % given the modulus of elasticity E, the
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www.eeworm.com/read/149425/12378396

m spacetrusselementforce.m

function y = SpaceTrussElementForce(E,A,L,thetax,thetay,thetaz,u) %SpaceTrussElementForce This function returns the element force % given the modulus of elasticity E, the
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www.eeworm.com/read/216884/14988654

m spacetrusselementstress.m

function y = SpaceTrussElementStress(E,L,thetax,thetay,thetaz,u) %SpaceTrussElementStress This function returns the element stress % given the modulus of elasticity E, the
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www.eeworm.com/read/216884/14988698

m spacetrusselementforce.m

function y = SpaceTrussElementForce(E,A,L,thetax,thetay,thetaz,u) %SpaceTrussElementForce This function returns the element force % given the modulus of elasticity E, the
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www.eeworm.com/read/207182/15280953

m spacetrusselementstress.m

function y = SpaceTrussElementStress(E,L,thetax,thetay,thetaz,u) %SpaceTrussElementStress This function returns the element stress % given the modulus of elasticity E, the
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www.eeworm.com/read/207182/15280984

m spacetrusselementforce.m

function y = SpaceTrussElementForce(E,A,L,thetax,thetay,thetaz,u) %SpaceTrussElementForce This function returns the element force % given the modulus of elasticity E, the
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www.eeworm.com/read/178760/5312936

c modsint.c

/*------------------------------------------------------------------------- _modsint.c :- routine for signed int (16 bit) modulus Written By - Sandeep Dutta . sandeep.dutta@usa.net (1
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www.eeworm.com/read/294203/8246933

m isocomplex.m

function z = isocomplex(q, a) % ISOCOMPLEX Construct a complex number from a quaternion, with the same % modulus and argument as those of the quaternion. The result % wi
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www.eeworm.com/read/331076/12852510

m fig_bse.m

%%%%%%%%%%%%%% Blind Equalization using Constant Modulus Criterion (BSE) %%%%%%%%% clear M=16; % 16 QAM N_s=5000; % the sampled number with fraction
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