代码搜索：pendulum
找到约 574 项符合「pendulum」的源代码
代码结果 574
www.eeworm.com/read/476392/6759310
m exa20.m
t0= 0; tfinal =5; % time interval
x0 = [1, 0]; % initial conditions
% [t,x] = ode23('pendulum', t0, tfinal, x0); % use with MATLAB 4
tspan = [t0, tfinal];
www.eeworm.com/read/257010/11960291
m exa20.m
t0= 0; tfinal =5; % time interval
x0 = [1, 0]; % initial conditions
% [t,x] = ode23('pendulum', t0, tfinal, x0); % use with MATLAB 4
tspan = [t0, tfinal];
www.eeworm.com/read/123143/14645705
m contents.m
% Fuzzy Logic Toolbox Demos.
%
% General demos
% defuzzdm - Defuzzification methods.
% fcmdemo - Fuzzy c-means clustering demo (2-D).
% fuzdemos - List of all Fuzzy Logic Toolbox dem
www.eeworm.com/read/471742/6888643
m pend2_der.m
function derivs = pend2_der( t, x, flag,w0)
% pend2_der: returns the derivatives for the pendulum's full solution
% The function pen2_der describes the equations of motion for a
% pendulum. The pa
www.eeworm.com/read/334076/12643198
m contents.m
% Fuzzy Logic Toolbox Demos.
%
% General demos
% defuzzdm - Defuzzification methods.
% fcmdemo - Fuzzy c-means clustering demo (2-D).
% fuzdemos - List of all Fuzzy Logic Toolbox dem
www.eeworm.com/read/390840/8438013
m nndpend.m
function yprime = nndpend(t,y)
%NNDPEND Dynamical model of a pendulum.
%
% NNDPEND(T,Y)
% T - Time
% Y - State = [angle; angular velocity]
% Returns Derivative of state vector.
% $
www.eeworm.com/read/432495/8601646
m chap7_12f.m
function dx=dym(t,x,flag,para)
global A B C D
u=para;
dx=zeros(4,1);
%State equation for one link inverted pendulum
dx=A*x+B*u;
www.eeworm.com/read/432495/8601661
m chap7_11f.m
function dx=dym(t,x,flag,para)
global A B C D
u=para;
dx=zeros(4,1);
%State equation for one link inverted pendulum
dx=A*x+B*u;
www.eeworm.com/read/432495/8601667
m chap7_12.m
%Single Link Inverted Pendulum Control
clear all;
close all;
global A B C D
%Single Link Inverted Pendulum Parameters
g=9.8;
M=1.0;
m=0.1;
L=0.5;
Fc=0.0005;
Fp=0.000002;
I=1/12*m*L^2;
www.eeworm.com/read/388422/8610500
m chap7_12f.m
function dx=dym(t,x,flag,para)
global A B C D
u=para;
dx=zeros(4,1);
%State equation for one link inverted pendulum
dx=A*x+B*u;