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58 votes
7 answers
21k views

Cyclist's electrical tingling under power lines

It's been happening to me for years. I finally decided to ask users who are better with "practical physics" when I was told that my experience – that I am going to describe momentarily – prove that I ...
Luboš Motl's user avatar
10 votes
4 answers
4k views

Where does the extra energy come from in an LC circuit?

In an LC circuit, or an LC tank, the capacitor discharges in one direction through an inductor and then the inductor seems to carry energy in the form of a magnetic field , to charge the capacitor ...
physicsnewbie's user avatar
3 votes
1 answer
3k views

Magnetic Flux conservation

My teacher said that after switch is shifted (after very long time), $\phi_i = \phi_f$ $\implies i_oL = i3L \implies i = \dfrac{i_o}{3} $ where $i_o$ is $\dfrac{\varepsilon}{R}$ So the initial ...
Archer's user avatar
  • 375
1 vote
3 answers
319 views

Significance of sliding switch in a LR circuit

The following image and statement are from my textbook Concepts of Physics on the chapter "Electromagnetic Induction", topic 38.6 "Growth and decay of current in an LR circuit", ...
Vishnu's user avatar
  • 5,306
1 vote
1 answer
823 views

Differential equation in RL-circuit

I am self-studying electromagnetism right now (by reading University Physics 13th edition) and for some reason I always want to understand things in a crystalclear way and in depth. Now look at this ...
Ziko Humlesen's user avatar
1 vote
2 answers
144 views

Inductor with ac supply

When an ac source is connected with an inductor we have a continuous change in voltage and current across the inductor. According to farady and lenz law we will get an equal and opposite voltage ...
Alex's user avatar
  • 1,441
0 votes
0 answers
111 views

How to find the canonical equations of the RLC circuit

First, I consider the LC circuit with an ion in the capacitor, which is like this: The current $I$ can be derived easily by using Shockly-Ramo theorem \begin{equation} I = -\frac{qp}{dM} + C\dot{U} \...
 Hou's user avatar
  • 68
6 votes
2 answers
1k views

Why is all of the energy from a battery stored on an inductor but only 50% on a capacitor?

I am learning about inductors and capacitors and we derived the energy stored on a capacitor to be 50% of that delivered by the battery. We did this considering a circuit of a capacitor connected to a ...
Meep's user avatar
  • 3,997
4 votes
5 answers
2k views

Isn't the inductor equation negative?

The inductor "resists" change in current. So say you measure the voltage across the inductor from point A to point B - the current is flowing in from A towards B. Now say the current is increasing. ...
dfg's user avatar
  • 2,009
3 votes
3 answers
1k views

Kirchhoff law and Inductors

I am struggling with using Kirchhoff's rule in circuits with Inductors. Looks like if you have an inductor, we have Electric field (E) that is created using a time varying magnetic field and that E is ...
user31058's user avatar
  • 1,481
2 votes
3 answers
535 views

Why can't the current in a solenoid be changed rapidly?

Why can't the current in a solenoid be changed instananeously? My reasoning is since the current in a solenoid is given by a integral: $$I(t) = \frac{1}{L} \int_{t_0} ^{t_f} V_Ldt$$ then if $t_f = t_i ...
Rye's user avatar
  • 548
2 votes
3 answers
644 views

How is EMF still induced in an incomplete/open circuit?

I understand that current can't flow through a coil if it is not complete, but surely this means that if a magnet is dropped through the coil, no EMF would be induced either, since work is done when a ...
CoolChris's user avatar
2 votes
1 answer
153 views

Quantization of a waveguide: he only has one of the two E.O.M in his Lagrangian. How can the quantization be correct?

I am following this reference, appendinx C and D, around page 61 The goal is to quantize electric of current of propagating wave in a waveguide. Classical E.O.M: We model a waveguide by a ...
StarBucK's user avatar
  • 1,450
2 votes
1 answer
1k views

How do I show for an ideal transformer $M^2=L_1L_2$?

I've been stuck on this problem for about an hour. In an ideal transformer, the same flux passes through all turns of the primary and of the secondary . Show that in this case $M^2=L_1L_2$, where $...
Arturo don Juan's user avatar
2 votes
1 answer
290 views

Mutual inductance - induced magnetic flux in the primary

Let there be two coils, L1 (with self inductance L1), and L2, with self inductance L2. The first coil is connected to a sinusoidal supply, and the second one is connected to a resistor load, as shown ...
Jonathan's user avatar

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