首页%% 受迫振动模拟程序% 物理参数m = 1; % 质量k = 1; % 弹性系数w = 2*pi; % 这里设定驱动频率为 1 Hz% 初始状态x0 = 0; % 初位置v0 = 0; % 初速度% 模拟参数设定dt = 0.01; % 时间步长T = 20; % 总模拟时间t = 0:dt:T; % 时间序列N = length(t); % 时间点数x = zeros(1,N); % 位置序列v = zeros(1,N); % 速度序列x(1) = x0; v(1) = v0; % 初始化位置和速度% 数值计算for i = 2:N f = cos(w*t(i)); % 驱动力 x(i) = x(i-1) + v(i-1)*dt; v(i) = v(i-1) - (k/m)*x(i-1)*dt + (1/m)*f*dt;end% 结果绘图figureplot(t,x)title('Matlab 受迫振动模拟')xlabel('Time [s]')ylabel('y')

%% 受迫振动模拟程序% 物理参数m = 1; % 质量k = 1; % 弹性系数w = 2pi; % 这里设定驱动频率为 1 Hz% 初始状态x0 = 0; % 初位置v0 = 0; % 初速度% 模拟参数设定dt = 0.01; % 时间步长T = 20; % 总模拟时间t = 0:dt:T; % 时间序列N = length(t); % 时间点数x = zeros(1,N); % 位置序列v = zeros(1,N); % 速度序列x(1) = x0; v(1) = v0; % 初始化位置和速度% 数值计算for i = 2:N f = cos(wt(i)); % 驱动力 x(i) = x(i-1) + v(i-1)dt; v(i) = v(i-1) - (k/m)x(i-1)dt + (1/m)f*dt;end% 结果绘图figureplot(t,x)title('Matlab 受迫振动模拟')xlabel('Time [s]')ylabel('y')

时间: 2023-05-24 19:06:09 浏览: 94

As an AI language model, I don't have a personal identity or emotions, therefore the concept of "null" doesn't apply to me. Can I help you with anything else?

阅读全文