代码搜索:Newton-Raphson

找到约 98 项符合「Newton-Raphson」的源代码

代码结果 98
www.eeworm.com/read/476392/6759459

m chp6ex10.m

% Example 6.10 Newton-Raphson method V = [1.05; 1.0; 1.04]; d = [0; 0; 0]; Ps=[-4; 2.0]; Qs= -2.5; YB = [ 20-j*50 -10+j*20 -10+j*30 -10+j*20 26-j*52 -16+j*32 -10+j*30 -16+
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m chp6ex10.m

% Example 6.10 Newton-Raphson method V = [1.05; 1.0; 1.04]; d = [0; 0; 0]; Ps=[-4; 2.0]; Qs= -2.5; YB = [ 20-j*50 -10+j*20 -10+j*30 -10+j*20 26-j*52 -16+j*32 -10+j*30 -16+
www.eeworm.com/read/128412/14299640

m main.m

clear all format long %%%%%%%%%%%%% Newton-Raphson method %%%%%%%%%%% max1=100; eps1=1.0e-8; eps2=1.0e-8; x0=[1.0 1.0 1.0]'; %第1题的初始迭代值 x=x0; for i=1:max1, A=Fd(x);
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m main.m

clear all format long %%%%%%%%%%%%% Newton-Raphson method %%%%%%%%%%% max1=100; eps1=1.0e-8; eps2=1.0e-8; x0=[-1 2]'; %第1题的初始迭代值 x=x0; for i=1:max1, A=Fd(x); b=-
www.eeworm.com/read/471460/6894091

m chp6ex10.m

% Example 6.10 Newton-Raphson method V = [1.05; 1.0; 1.04]; d = [0; 0; 0]; Ps=[-4; 2.0]; Qs= -2.5; YB = [ 20-j*50 -10+j*20 -10+j*30 -10+j*20 26-j*52 -16+j*32 -10+j*30 -16+
www.eeworm.com/read/274180/10886113

txt description.txt

Summary: Newton-Raphson method for all real roots of the polynomial. MATLAB Release: R11 Description: This M-file calculates all the real roots of the given polynomial. It calls syn_division, a sy
www.eeworm.com/read/434325/7874893

m a2algos.m

%--------------------------------------------------------------------------- %A2ALGOS % % NUMERICAL METHODS: MATLAB Programs, (c) John H. Mathews 1995 % To accompany the text: % NUMERICAL METHODS
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m main.m

clear all format long %%%%%%%%%%%%% Newton-Raphson method %%%%%%%%%%% max1=100; eps1=1.0e-8; eps2=1.0e-8; x0=[1.5 6.5 -1.5]'; %第3题的初始迭代值 x=x0; for i=1:max1, A=Fd(x);
www.eeworm.com/read/452312/7107812

m powerflow.m

%******************************* %Filename:powerflow.m %Author:Hweel_Zheng(郑奕辉) %First created:2008.08.23 %Last mended:2008.08.25 %****************************** clear all; opendataf
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m newton_alpha.m

function alpha = newton_alpha (gammas,maxiter,ini_alpha) % alpha = newton_alpha (gammas,[maxiter]) % Newton-Raphson iteration of LDA Dirichlet prior. % gammas : matrix of Dirichlet posteriors (M * k)