Inverse Laplace Transform of irrational function $frac1as^alpha + bs + c$
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I'm looking for a way to inverse this transformant
$$F(s) = frac1as^alpha + bs + c$$
where $a,b,c,alpha $ are real numbers and $alpha > 0$.
Is there any technique to do it?
Thanks in advance
laplace-transform
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up vote
-1
down vote
favorite
I'm looking for a way to inverse this transformant
$$F(s) = frac1as^alpha + bs + c$$
where $a,b,c,alpha $ are real numbers and $alpha > 0$.
Is there any technique to do it?
Thanks in advance
laplace-transform
add a comment |Â
up vote
-1
down vote
favorite
up vote
-1
down vote
favorite
I'm looking for a way to inverse this transformant
$$F(s) = frac1as^alpha + bs + c$$
where $a,b,c,alpha $ are real numbers and $alpha > 0$.
Is there any technique to do it?
Thanks in advance
laplace-transform
I'm looking for a way to inverse this transformant
$$F(s) = frac1as^alpha + bs + c$$
where $a,b,c,alpha $ are real numbers and $alpha > 0$.
Is there any technique to do it?
Thanks in advance
laplace-transform
laplace-transform
edited Sep 1 at 10:12
Nosrati
22.1k61747
22.1k61747
asked Sep 1 at 4:33
Afftar43
1
1
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add a comment |Â
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