Recent content by eehsun

I will give this some more thought and follow it up thereafter. Many thanks for the response! Note: I know how an inductor should behave under a time-varying excitation current and in this context I know why it makes sense for an inductor to have the particular i-V relation that it does have, V...

Any ideas? Something I may be overlooking?

The following link is the closest match I could find on the Web that describes a similar problem,however the answer given is not satisfactory in that case: http://answers.yahoo.com/question/index?qid=20100210194553AAVDdIw

Hi everyone, I encountered a problem as a part of the solution of which I needed to get the i-V relation across a solenoid to gain some intution in the other parts of the problem, which is the well known expression VL=LdiL/dt, where V and i are referenced with respect to the passive sign...

I am an undergraduate in electrical engineering, and I am fairly certain that they do.. (I admire your determination by the way)

Okay, I know that if I can't get n linearly independent eigenvectors out of a matrix A (∈ℝnxn), it is not diagonalizable (and that some necessary conditions for diagonalizability in this regard may be being symmetric and/or having distinct eigenvalues.) This is how things are for the usual...

You could project your vector onto the normal vector of the plane, and substract the vector you've found in this way from the original vector.

Thank you very much adriank !

Hello all, I have been thinking about a particular mathematical question (that I've made up) and I haven't been able to reach a solution yet.. I want to find the rule for the function F(x,y) which gives the number of different "ways" that the integer x can be expressed as the summation of...