oddiseas Messages 66 Reaction score 0 Thread starter Oct 22, 2009 #1 Homework Statement inverse laplace transform of 1/(√(S²+2S+5) Homework Equations i AM TOTALLY STUCK I CANT FIND ANYTHING IN THE TABLE OF TRANSFORMS MATHCING THIS. The Attempt at a Solution
Homework Statement inverse laplace transform of 1/(√(S²+2S+5) Homework Equations i AM TOTALLY STUCK I CANT FIND ANYTHING IN THE TABLE OF TRANSFORMS MATHCING THIS. The Attempt at a Solution
Dick Science Advisor Homework Helper Messages 26,254 Reaction score 623 Oct 22, 2009 #2 1/sqrt(s^2+1) is the transform of the bessel function J0. That's as near a match as you're likely to find. You'll have to do some scaling and shifting to get it to match your expression. Hint: s^2+2s+5=(s+1)^2+4.
1/sqrt(s^2+1) is the transform of the bessel function J0. That's as near a match as you're likely to find. You'll have to do some scaling and shifting to get it to match your expression. Hint: s^2+2s+5=(s+1)^2+4.
oddiseas Messages 66 Reaction score 0 Oct 22, 2009 #3 thanks, it was doing my head in. I apllied the bessel function with the shifting theorem for an exponential.
thanks, it was doing my head in. I apllied the bessel function with the shifting theorem for an exponential.