I am trying to deifne and plot the function below in matlab, without success. Can anybody point how I could plot this function? for 0 <= T < Tb, Se(T) = ag*S*?*F0*[(T/Tb) + (1/?*F0)*(1 - T/Tb)] for Tb <= T < Tc, Se(T) = ag*S*?*F0 ...
I tried defining a function, x2(t), such that: As such, I implemented in in MatLab as follows: functiony2 = x2(t) if0 <= t & t < 0.2% First condition, 0 <= t < 0.2 y2 = 3; elseif0.2 <= t & t < 0.4% Second condition, 0.2 <=...
이전 댓글 표시 Sami Mohammad2016년 5월 10일 0 링크 번역 마감:MATLAB Answer Bot2021년 8월 20일 functionxdot=cstr2(x,t) globalu K = u(1,1); t = u(1,2); Ca = x(1,1); Cb = x(1,2); ...
Help defining a function or variableshows that your differential function is named SpringMassDamperProject. But that's the same thing as the name of the function you are already in, according to your code. You would be attempting to have the code call itself.
If you have Matlab (but perhaps you also need livelink to ... ?) then you can define a function in matlab and call it, indded, that is a way. Still there must be a way within the GUI too Using bollean expressions is always possible, it's like using if(,,) another way. ...
MATLAB Function Block Parameter Variable Example Copy CodeCopy Command This example uses a MATLAB Function block with a parameter variable. In this example, a variable in the base workspace defines the value of the parameter value. The MATLAB® function multiplies the parameter variableconstby the...
functiondydx = odefun2(t, y, params) lambda = params.lambda; a = params.a; f = params.f; mu_1=params.mu_1; mu_2=params.mu_2; y1 = y(1);% y y2 = y(2);% x y3 = y(3);% z y4 = y(4);% p y5 = y(5);% p_dot ...
閉鎖済み:MATLAB Answer Bot2021 年 8 月 20 日 MATLAB Online で開く I wanna define function as X=btrain_features; y=btrain_label; t=5; B=[]; forj=1:76 fori=1:200 weights(i,j)= exp(-norm(Xt(j,:)-X(i,:))^2/(2*(t^2))); ...
functiondydx = odefun2(t, y, params) lambda = params.lambda; a = params.a; f = params.f; mu_1=params.mu_1; mu_2=params.mu_2; y1 = y(1);% y y2 = y(2);% x y3 = y(3);% z y4 = y(4);% p y5 = y(5);% p_dot ...
which is characterized by a staircase-shaped transfer curve. The difference function resembles a sawtooth wave that oscillates once per sample between the levels +1/2LSB and -1/2LSB (LSB being least-significant bit). The difference function's rms value is its peak value (1/2LSB) divided by...