-
Why do we take 0- as the lower limit while doing laplace transform to find initial condition of a network instead of taking 0 as lower limit??😒0
Howdy guest!
Dear guest, you must be logged-in to participate on CrazyEngineers. We would love to have you as a
member of our community. Consider creating an
account or login.
Replies
-
Member • Sep 23, 2010
Since we define all the laplace functions for t>=0!
In that case we need the value of the system at the moment it is arriving zero like 0-.Are you sure? This action cannot be undone. -
Member • Sep 23, 2010
Is it about the impulse at t->0 ????Are you sure? This action cannot be undone. -
Member • Sep 24, 2010
me too having same problem
VIPULAre you sure? This action cannot be undone. -
Member • Sep 25, 2010
While taking the Laplace transform of a system we take t=0 as the reference value of the variable as the starting point of the system. But the system will be already in a current state i.e. before we start observing it there is an initial state of the system. This is represented by t=0-. Now the system equations in s-domain will consist of differential equations which need a continous function to operate.If we simply ignore the initial condition of the system then thre will be errors in the derivation of final state of the system. Hence the complte Laplace integral has to integrate from t=0- to inf.Are you sure? This action cannot be undone.