undefined function or variable x
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Why I am getting undefined function or variable x error here?
% Solution of second-order differential equation
% The function diff2(x,y) is created to evaluate the diff. equation
% the name of the m-file is diff2.m
% the function is defined as:
%
function xdot = diff2(t,x)
is = 2;
c = 50e-6; L = 1/32; r = 10;
k1 = 1/c ; % 1/C
k2 = 1/L ; % 1/L
k3 = 1/(r*c); % 1/RC
xdot(1) = k2*x(2);
xdot(2) = k1*is - k1*x(1) - k3*x(2);
% solution of second-order differential equation
% the function diff2(x,y) is created to evaluate
% the differential equation
% the name of m-file is diff2.m
%
% Transient analysis of RLC circuit using ode function
% numerical solution
t0 = 0;
tf = 30*e^-3;
x0 = [0 20]; % Initial conditions
[t,x] = ode23('diff2',t0,tf,x0);
% Second column of matrix x represent capacitor voltage
plot(t,x(:,2))
xlabel('Time, s'), ylabel('Capacitor voltage, V')
text(0.01, 7, 'State Variable Approach')
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채택된 답변
Alan Stevens
2020년 11월 5일
Like so (the function must come last in the script):
% solution of second-order differential equation
% the function diff2(x,y) is created to evaluate
% the differential equation
% the name of m-file is diff2.m
%
% Transient analysis of RLC circuit using ode function
% numerical solution
t0 = 0;
tf = 0.03;
x0 = [0 20]; % Initial conditions
[t,x] = ode23(@diff2,[t0 tf],x0);
% Second column of matrix x represent capacitor voltage
plot(t,x(:,2))
xlabel('Time, s'), ylabel('Capacitor voltage, V')
text(0.01, 7, 'State Variable Approach')
%
function xdot = diff2(t,x)
is = 2;
c = 50e-6; L = 1/32; r = 10;
k1 = 1/c ; % 1/C
k2 = 1/L ; % 1/L
k3 = 1/(r*c); % 1/RC
xdot = zeros(2,1);
xdot(1) = k2*x(2);
xdot(2) = k1*is - k1*x(1) - k3*x(2);
end
댓글 수: 5
Alan Stevens
2020년 11월 5일
I'm afraid my knowledge of electricity in general is pretty much limited to Ohm's law!
추가 답변 (2개)
KSSV
2020년 11월 5일
Save the below code in a file as myfunction.m and run it.
function myfunction()
% solution of second-order differential equation
% the function diff2(x,y) is created to evaluate
% the differential equation
% the name of m-file is diff2.m
%
% Transient analysis of RLC circuit using ode function
% numerical solution
t0 = 0;
tf = 30*e^-3;
x0 = [0 20]; % Initial conditions
[t,x] = ode23(@diff2,[t0 tf],x0);
% Second column of matrix x represent capacitor voltage
plot(t,x(:,2))
xlabel('Time, s'), ylabel('Capacitor voltage, V')
text(0.01, 7, 'State Variable Approach')
end
% Solution of second-order differential equation
% The function diff2(x,y) is created to evaluate the diff. equation
% the name of the m-file is diff2.m
% the function is defined as:
%
function xdot = diff2(t,x)
is = 2;
c = 50e-6; L = 1/32; r = 10;
k1 = 1/c ; % 1/C
k2 = 1/L ; % 1/L
k3 = 1/(r*c); % 1/RC
xdot(1) = k2*x(2);
xdot(2) = k1*is - k1*x(1) - k3*x(2);
end
댓글 수: 0
KSSV
2020년 11월 5일
Save the below code in to a file say main.m.
% solution of second-order differential equation
% the function diff2(x,y) is created to evaluate
% the differential equation
% the name of m-file is diff2.m
%
% Transient analysis of RLC circuit using ode function
% numerical solution
t0 = 0;
tf = 30*e^-3;
x0 = [0 20]; % Initial conditions
[t,x] = ode23(@diff2,[t0 tf],x0);
% Second column of matrix x represent capacitor voltage
plot(t,x(:,2))
xlabel('Time, s'), ylabel('Capacitor voltage, V')
text(0.01, 7, 'State Variable Approach')
Save the below code into a function in a file diff2.
% Solution of second-order differential equation
% The function diff2(x,y) is created to evaluate the diff. equation
% the name of the m-file is diff2.m
% the function is defined as:
%
function xdot = diff2(t,x)
is = 2;
c = 50e-6; L = 1/32; r = 10;
k1 = 1/c ; % 1/C
k2 = 1/L ; % 1/L
k3 = 1/(r*c); % 1/RC
xdot(1) = k2*x(2);
xdot(2) = k1*is - k1*x(1) - k3*x(2);
end
After saving the above two files, now run the file in main.m.
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