I don't even know where to start with this question:
The instantaneous value, y(t) of a damped oscillation is described by the following formula:
y(t) = e^-t/tsin(2pit/t)
I know t = time in seconds, tau= time constant in seconds, T =Periodic time in seconds.
I need to count the following to 3 decimal places with the value y(t) for the following conditions:
t= 0.002 seconds
Tau = 1.6 Seconds
T = 50 Milliseconds
I don't expect someone to do this for me, but could someone suggst a method to start a process?
The instantaneous value, y(t) of a damped oscillation is described by the following formula:
y(t) = e^-t/tsin(2pit/t)
I know t = time in seconds, tau= time constant in seconds, T =Periodic time in seconds.
I need to count the following to 3 decimal places with the value y(t) for the following conditions:
t= 0.002 seconds
Tau = 1.6 Seconds
T = 50 Milliseconds
I don't expect someone to do this for me, but could someone suggst a method to start a process?