Definition of Laplace Transform Definition of Laplace Transform The Laplace Transform of f(t)is defined as F(s)=f(t)e-dt=[f() S=0+j0 Function ft)that satisfies 1.A time continuous function; 2.Real function; 3.t)=0,for0: 4 0f(t)eh<w→limf()e=0• Definition of Laplace Transform • The Laplace Transform of f(t) is defined as 0 ( ) ( ) [ ( )] st F s f t e dt f t      L lim ( ) 0 st t f te    0 ( ) st f t e dt      Definition of Laplace Transform s    j Function f(t) that satisfies 1. A time continuous function; 2. Real function; 3. f(t)=0, for t<0; 4