The next video shows how we can use a system transfer function to gain intuition about how different types of inputs will be handled. We present the transfer function poles and zeros: czcams.com/video/u4SSA79dPck/video.html
Dr. Adam Noel , Thanks for your presentation of RLC circuit analysiz but can you please do the same for the florecent lamp electronic ignitor circuit please ?
Yes, this video was just finding the transfer function of a circuit. You could then go on to find the response for a given input, or just directly take the inverse Laplace transform to get the time-domain impulse response. My previous video went through the inverse Laplace transform process with partial fractions (czcams.com/video/gRQio8S8DK0/video.html). You could go through a similar process here if you can identify the roots of the denominator polynomial.
The next video shows how we can use a system transfer function to gain intuition about how different types of inputs will be handled. We present the transfer function poles and zeros: czcams.com/video/u4SSA79dPck/video.html
i appreciate this video a lot. It was exactly what i was looking for. thank you
Glad to hear it!
These examples really help in understanding the concept. Wonderful as always professor. Thank you so much...
Dr. Adam Noel , Thanks for your presentation of RLC circuit analysiz but can you please do the same for the florecent lamp electronic ignitor circuit please ?
Was there a particular circuit diagram that you had in mind?
It seems this is incomplete. How to solve further using inverse laplace?
Yes, this video was just finding the transfer function of a circuit. You could then go on to find the response for a given input, or just directly take the inverse Laplace transform to get the time-domain impulse response. My previous video went through the inverse Laplace transform process with partial fractions (czcams.com/video/gRQio8S8DK0/video.html). You could go through a similar process here if you can identify the roots of the denominator polynomial.
@@AdamNoel Ok.