Hi.
For any right angled triangle the circumcenter is always the midpoint of the hypotynuse.This way the radius of the circumcircle becomes 1/2*length of hypotynuse.Let it be R
R = 1/2root(a2+b2)
D = root(a2+b2)
Similarly for incircle we have the relation (let it be r)
r = Area of triangle/Semi-Perimeter
r = ab/a+b+root(a2+b2)
d = 2ab/a+b+root(a2+b2)
Now you can find D+d