Let us make an example of Perturbation Theory. Assume a resistor R connected in parallel to a capacitor C with an ideal voltage source U. However, the resistor is not ideal, as it heats up, its resistance increases so that For an arbitrary pure number epsilon and a constant I_0 that we may choose to be U/R_0 1. Show that the equation Is satisfied 2. Find a solution for the equation given an arbitrarily large epsilon
Beginning with *x ·*p(sub x) > ħ/2 We can solve for a general time-dependent particle seen here: iħ ∂/∂t*=Ĥ* or we can solve for a single non-relativistic time-dependent particle seen here: iħ ∂/∂t*(r,t) = [-ħ²/2**²+V(r,t)]*(r,t)
90% of people on this site are either retarded, 12 irl and wot is this, or barely passed high school geometry. You're basically just showing off the size of your penis to a room full of blind people.
Hi, Is your ideal voltage source DC? If so dV(t)/dt = 0. Then dQ(t)/dt = CdV(t)/dt = 0. I.e. the cap does nothing. Then you are left with I_0^2/R_0 * Q(t)/C = U* (I_0^2/R_0) for your bottom equation, all the time derivatives of Q(t) being zero. Which holds because Q/C = V of course. Unless of course you mean you are charging the cap through a resistor, but you said in parallel. Assume wires and voltage source have no resistance. That'll be $40.
I'll direct an action adventure epic shot in wide screen called Skemmer of Arabia. Whatcha gonna do about that?
Good luck with that, arabs gonna steal it before it's done and turn it into a documentary about dead gazans made with israeli government money.
