- #1
k0st123
- 2
- 0
Hello,
I have to solve the following integral in Mathematica but although I don't get any mistakes the value I get is <10^-700 which can't be right!
For the following values
b=0.052868
c=0.998047
g=0.00762712
s=0.902416
I have to solve the following:
Fx = Table[NIntegrate[(Exp[-t*x^2/g]/x^3)*(Sin[x] - x*Cos[x])*(b*x*Sin[x]*Cos[s*x] - (c*Sin[x] - x*Cos[x])*Sin[s*x])/((c*Sin[x] - x*Cos[x])^2 + (b^2*x^2*Sin[x]^2)),{x, 0, Infinity}],{t, 13, 100, 1}];
Could you possibly help me?I guess the problem is the exponential part which is really huge.This problem has been bothering me for a couple of weeks now!
Thank you guys
k0st123
I have to solve the following integral in Mathematica but although I don't get any mistakes the value I get is <10^-700 which can't be right!
For the following values
b=0.052868
c=0.998047
g=0.00762712
s=0.902416
I have to solve the following:
Fx = Table[NIntegrate[(Exp[-t*x^2/g]/x^3)*(Sin[x] - x*Cos[x])*(b*x*Sin[x]*Cos[s*x] - (c*Sin[x] - x*Cos[x])*Sin[s*x])/((c*Sin[x] - x*Cos[x])^2 + (b^2*x^2*Sin[x]^2)),{x, 0, Infinity}],{t, 13, 100, 1}];
Could you possibly help me?I guess the problem is the exponential part which is really huge.This problem has been bothering me for a couple of weeks now!
Thank you guys
k0st123