Hi,
this integral can be calaculted by hand pretty easily. So why not calaculate it by hand and putting the resulting formula into a MATLAB Function Block?
So the integral should be this:
- 2.563988148*10^(-11)*x^4 + 0.00000009615773629*x^3 - 0.0000280405526*x^2 + 1.03166387*x
So make a ML Function Block with your input u and use this formula to calculate the integral.
I created a small ML code which shows that both ways result in the same result and the approach "by brain" is a lot faster than the quad approach:
function test(u)
%used quad, use this in ML
tic
y = quad('(28.9 - x.*0.1571e-2 + (x.^2).*0.8081e-5 - (x.^3).*2.873e-9 )/28.013',298, u)
toc
%use this in a ML function block
tic
y = -2.563988148*10^(-11)*(u^4- 298^4) + 0.00000009615773629*(u^3 - 298^3) - 0.0000280405526*(u^2 - 298^2) + 1.03166387*(u - 298)
toc
E.g.:
>> test(300)
y =
2.0759
Elapsed time is 0.017596 seconds.
y =
2.0759
Elapsed time is 0.000374 seconds.
