This is about the equation: C = I* dT/dE.
I've taken Calculus and currently taking Diff EQ. At the moment I
understand about applying Diff EQ techniques to turn that equation into a
solution for all values of t (time). What does the equation mean in the
form it's currently in?
I understand the d means "instantaneous", however, I'm use to seeing
equations such as: x d/dx and that tells me to differentiate 'x' with
respect to x and the answer would be '1' (X^n = n * times X^n-1).
Does the capacitor equation state: C = (I * T) d/dE ? if that's the case,
the derivative would be 0 and the equation would C = 0.
Theoretically it can be said that dT/dE means: (t1-t2) / (E1 - E2).
Typically you can say that, but theoretically Calculus should be applied
and I'm a bit confused about that equation. The inductor equation is
another one that confuses me, however, I'm sure it would make sense once I
understand the above.