I’m really glad it was useful. I’m trying to improve on giving more real practical hints & tips as well as practical overall information about the topics we cover.
Thanks for the explanation ❤ But can we call this wave a function? Since when it changes from a value to another, there is a straight vertical line and then more than one value for the (t) where it changes ( if it were a function of time)
Glad you found this useful. As for a square wave being described as a function, well it can be expressed in terms of a Fourier series - it will never be complete square because of bandwidth limitations of the system.
Some great practical information mentioned, thanks!
I’m really glad it was useful. I’m trying to improve on giving more real practical hints & tips as well as practical overall information about the topics we cover.
crisp and to the point.Great stuff sir!
Thanks very much for your comment. Glad you liked the video.
Excellent tutorial, kudos.
Thank you! Really appreciate your comment.
Thanks for the explanation ❤
But can we call this wave a function?
Since when it changes from a value to another, there is a straight vertical line and then more than one value for the (t) where it changes ( if it were a function of time)
Glad you found this useful.
As for a square wave being described as a function, well it can be expressed in terms of a Fourier series - it will never be complete square because of bandwidth limitations of the system.
rise and fall times give an implication of curvature.
Certainly you won’t get such a fast rise time if the bandwidth is limited and you don’t get the higher frequency components.