代码搜索:deformation

找到约 38 项符合「deformation」的源代码

代码结果 38
www.eeworm.com/read/212797/6962539

m vtb6_4.m

function wn=vtb6_4(n,E,G,I,rho,A,L,K) %VTB6_4 Comparison of natural frequencies for an Euler-Bernoulli %beam, a beam including rotary inertia, and a beam including %shear deformation. % w = VTB6_4(n,
www.eeworm.com/read/272224/7096327

m vtb6_4.m

function wn=vtb6_4(n,E,G,I,rho,A,L,K) %VTB6_4 Comparison of natural frequencies for an Euler-Bernoulli %beam, a beam including rotary inertia, and a beam including %shear deformation. % w = VTB6_4(n,
www.eeworm.com/read/145329/12735756

m vtb6_4.m

function wn=vtb6_4(n,E,G,I,rho,A,L,K) %VTB6_4 Comparison of natural frequencies for an Euler-Bernoulli %beam, a beam including rotary inertia, and a beam including %shear deformation. % w = VTB6_4(n,
www.eeworm.com/read/314789/13559104

ini cbeng.ini

[Info] Language=English Translator=crystalbutton.com Version=1.50 [Menu] 100=File 101=New Project 102=Open Project... 103=Save Project... 104=Save Project As... 105=Export Image... 106=Ex
www.eeworm.com/read/212794/15149119

m vtb6_4.m

function wn=vtb6_4(n,E,G,I,rho,A,L,K) %VTB6_4 Comparison of natural frequencies for an Euler-Bernoulli %beam, a beam including rotary inertia, and a beam including %shear deformation. % w = VTB6_4(n,
www.eeworm.com/read/212791/15149566

vtb6_4

function wn=vtb6_4(n,E,G,I,rho,A,L,K) %VTB6_4 Comparison of natural frequencies for an Euler-Bernoulli %beam, a beam including rotary inertia, and a beam including %shear deformation. % w = VTB6_4(n,
www.eeworm.com/read/393976/8252666

m vtb6_4.m

function wn=vtb6_4(n,E,G,I,rho,A,L,K) %VTB6_4 Comparison of natural frequencies for an Euler-Bernoulli %beam, a beam including rotary inertia, and a beam including %shear deformation. % w = VTB6_4(n,
www.eeworm.com/read/415531/11066418

html mlsddemo.html

www.eeworm.com/read/415531/11066428

m mlsddemo.m

%% Moving Least Squares % The Moving Least Squares algorithm is a deformation technique that % allows to compute a map f:R2->R2 from the transformation of a set of N % pivot points p in the new posi