# Passing parameters in boundary value problem using BVP4C

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Saeid on 1 Dec 2019
For a system of boundary value problems I need to pass a parameter as a coefficient. Let's assume that I have defined the problem as:
solinit = bvpinit(linspace(0,10,50),[0 10]);
sol = bvp4c(@twoode,@twobc,solinit,a);
x = linspace(0,4);
y = deval(sol,x);
function dydx = twoode(x,y,a)
dydx = [ y(2); -a*exp(-x)+x*exp(-x)];
end
function res = twobc(ya,yb,a)
res = [ya(1); yb(1)-10*exp(-10)];
end
Where a is the parameter, and my first try was to add a to all the functions involved, but I receive the "Not enough input arguments" error. Is there a way to include the parameter a in the problem?

Star Strider on 1 Dec 2019
Define ‘a’ in your workspace, then use this bvp4c call:
sol = bvp4c(@(x,y)twoode(x,y,a),@(ya,yb)twobc(ya,yb,a),solinit);
You are passing the extra parameter correctly, however bvp4c does not need to know about it, so only show bvp4c the arguments it wants, thus:
@(x,y)twoode(x,y,a)
and:
@(ya,yb)twobc(ya,yb,a)
The anonymous function construction (that you wrote correctly) will pick up ‘a’ from your workspace and pass it to your functions.
With this change (and specifying ‘a’), your code ran without error with this bvp4c call when I tested it.

Saeid on 2 Dec 2019
Thanks, like always, your suggestions were a great help.
Star Strider on 2 Dec 2019
As always, my pleasure!
I very much appreciate your compliment!
Christian Chamberlayne on 20 Mar 2020
This is super helpful. I simularly was stuck with the same issue. Thank you!

Stephan on 1 Dec 2019
See here: passing extra parameters. I suggest to either use the anonymous functions or the nested functions approach. Both is easy to apply.

#### 1 Comment

Saeid on 2 Dec 2019
Thanks Stephan! I just did and it worked!