Yes it is applicable in both. With transient analysis, it is standard to use thevenin or norton equivalents to minimize the circuit before calculating the transient response.
ac transient analysis is frequency domain analysis.
it is the response of a system with respect to the input as a function of time
1.transient analysis 2.discrete time analysis 3.hybrid pi model 4.location of poles
In circuit analysis, there is steady state and transient conditions. transient conditions are how the circuit acts immediately following some action (such as turning on power, closing a switch, losing power, etc.). Steady state conditions is everything else.
what is the difference between product analysis and heat analysis
ac transient analysis is frequency domain analysis.
it is the response of a system with respect to the input as a function of time
1)ac analysis 2)dc analysis 3)transient analysis
no thevenins theorem works for every type of element. for a.c. analysis of a circiut consisting of capacitors inductors etc. a different method is followed to find thevenins equivalent but it is valid...
transient response is due to exponential behaviour and its die with time,its not permanent.
1.transient analysis 2.discrete time analysis 3.hybrid pi model 4.location of poles
Depends upon the capacitance. The time of holding charge can analyse by transient analysis.
In circuit analysis, there is steady state and transient conditions. transient conditions are how the circuit acts immediately following some action (such as turning on power, closing a switch, losing power, etc.). Steady state conditions is everything else.
Without knowing what the functions are there is not a way to know which is most applicable. It is important to also include what the functions are.
V. C Gallardo has written: '[Blade loss transient dynamics analysis'
When you want to create any kind of spreadsheet, or do any type of numerical analysis and manipulation.
W H. Dunn has written: 'Modal analysis of transient response data using a complex exponential algorithm'