Not enough input arguments
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Ricardo Gasque Ruiz
on 29 Nov 2020
Commented: Walter Roberson
on 30 Nov 2020
Hi i have a problem with my code and i do not know how to solve it it says that there is not enough input arguments.
Its say the problem is on line 2
function [x,y,z]=Fun_RungK4(f,g,j,x0,y0,z0,a,b,h)
t = a:h:b;
n = length(t);
x = [x0];
y = [y0];
z = [z0];
for i=1:n-1
k1 = h * f(x(i), y(i), z(i), t(i));
l1 = h * g(x(i), y(i), z(i), t(i));
m1 = h * j(x(i), y(i), z(i), t(i));
k2 = h * f(x(i) + (k1/2), y(i) + (l1/2), z(i) + (m1/2), t(i) + (h/2));
l2 = h * g(x(i) + (k1/2), y(i) + (l1/2), z(i) + (m1/2), t(i) + (h/2));
m2 = h * j(x(i) + (k1/2), y(i) + (l1/2), z(i) + (m1/2), t(i) + (h/2));
k3 = h * f(x(i) + (k2/2), y(i) + (l2/2), z(i) + (m2/2), t(i) + (h/2));
l3 = h * g(x(i) + (k2/2), y(i) + (l2/2), z(i) + (m2/2), t(i) + (h/2));
m3 = h * j(x(i) + (k2/2), y(i) + (l2/2), z(i) + (m2/2), t(i) + (h/2));
k4 = h * f(x(i) + k3, y(i) + l3, z(i) + m3, t(i) + h);
l4 = h * g(x(i) + k3, y(i) + l3, z(i) + m3, t(i) + h);
m4 = h * j(x(i) + k3, y(i) + l3, z(i) + m3, t(i) + h);
x(i + 1) = x(i) + ((h/6) * (k1 + (2*k2) + (2*k3) + k4));
y(i + 1) = y(i) + ((h/6) * (l1 + (2*l2) + (2*l3) + l4));
z(i + 1) = z(i) + ((h/6) * (m1 + (2*m2) + (2*m3) + m4));
end
plot3(t,x,t,y,t,z,'-g')
comet3(x,y,x)
end
3 Comments
Walter Roberson
on 30 Nov 2020
This creates function handles that expect three parameters, but the code passes four parameters to them.
Accepted Answer
Walter Roberson
on 29 Nov 2020
You have not shown us the definition of f, g, or j, so we cannot say which of them needs more than the four input arguments you are passing to them.
That said... 95% of the time when someone posts something like this, it is because they have pressed the big green Run button to run the code, instead of going down to the command line and invoking the code passing in parameters.
If you press the big green Run button, MATLAB will not look inside the base workspace to find definitions for f, g, j, x0, y0, z0, a, b, or h: MATLAB relies strictly on the values passed in positionally.
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