代码搜索：nonlinear
找到约 2,099 项符合「nonlinear」的源代码
代码结果 2,099
www.eeworm.com/read/359744/6979470
m ch8_dsi.m
% Nonlinear Dynamic System Identification in chapter 8 by GD-FNN
% Revised 11-5-2006
% Copyright Wu Shiqian.
clear all
clear all
y=zeros(1,200);
y(1)=0;
y(2)=1;
a=sin(2*pi/25);
p(:,1)=[1;0;a]
www.eeworm.com/read/397799/8021340
m sspropv.m
function [u1x,u1y] = sspropv(u0x,u0y,dt,dz,nz,alphaa,alphab,betapa,betapb,gamma,psp,method,maxiter,tol);
% This function solves the coupled-mode nonlinear Schrodinger equations for
% pulse propagatio
www.eeworm.com/read/111672/6154064
m nnrarmx2.m
function [W1,W2,PI_vector,iteration]=nnrarmx2(NetDef,NN,W1,W2,trparms,method,Y,U)
% NNRARMX2
% ---------
% Determines a nonlinear ARMAX model
% y(t)=f(y(t-1),.
www.eeworm.com/read/402283/11539724
m fitfun2.m
function [enorm,p]=fitfun2(x,tdata,ydata)
%ENORM Norm of fit to example nonlinear function
% f(t) = p(1)+p(2)*exp(x(1)*t)+p(3)*exp(x(2)*t)
%
% ENORM(X,Tdata,Ydata) returns norm(Ydata-f(Tdata))
%
www.eeworm.com/read/251851/12315334
m seg_approx_sd_ode.m
function [SEG,SPf] = seg_approx_SD_ode(sys_eq,ode_param,X0,SP0,t0,tf,Pcon)
% Approximate a single segment of a flow pipe for a `nonlinear` dynamics.
%
% Syntax:
% "[SEG,SPf] = seg_approx_ode(s
www.eeworm.com/read/251851/12315344
m seg_approx_ode.m
function [SEG,SPf,intersect_flag] = seg_approx_ode(sys_eq,ode_param,X0,INV,SP0,t0,tf,Pcon)
% Approximate a single segment of a flow pipe for a `nonlinear` dynamics.
%
% Syntax:
% "[SEG,SPf,int
www.eeworm.com/read/217557/14958806
m seg_approx_sd_ode.m
function [SEG,SPf] = seg_approx_SD_ode(sys_eq,ode_param,X0,SP0,t0,tf,Pcon)
% Approximate a single segment of a flow pipe for a `nonlinear` dynamics.
%
% Syntax:
% "[SEG,SPf] = seg_approx_ode(s
www.eeworm.com/read/217557/14958810
m seg_approx_ode.m
function [SEG,SPf,intersect_flag] = seg_approx_ode(sys_eq,ode_param,X0,INV,SP0,t0,tf,Pcon)
% Approximate a single segment of a flow pipe for a `nonlinear` dynamics.
%
% Syntax:
% "[SEG,SPf,int
www.eeworm.com/read/287317/4024435
m dlt2d.m
function [pos,foc,u0,v0,b1,b2]=dlt2d(sys,data)
%DLT2D Direct linear transform for coplanar control points, which
%calculates the initial camera position for nonlinear optimization.
%
%Usage:
% [pos,