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An electronic system, with closed loop current flow, and relative electrical potentials present across electrical components.
2
votes
Accepted
Inductor and inductive impedance
So there must be some power loss like a normal resistor ($I^2R$)
does in a circuit. But the power loss is $0$. How is this possible?
Suppose the voltage $V(t)$ supplied by the AC voltage is
…
2
votes
Accepted
Determine the value of the magnitude flux density
I thought of something about Electromechanical Energy Conversion
No, you need to consider the Lorentz force.
Especially see Lorentz force - Force on a current-carrying wire.
The force acting on a pi …
1
vote
Assumptions involved in circuit derivations
Kirchhoff's circuit laws can be derived from general electrodynamics
together with the approximation called Lumped-element model
for electrical systems.
For deriving Kirchhoff's voltage law we start …
0
votes
Confusion regarding magnitude of units in Electronics
Yes, you misunderstood the meaning of unit-prefixes.
The milli prefix is by definition identical to a factor of $0.001$.
Therefore, in the fraction you can cancel them just like you can cancel normal …
0
votes
Why did disconnecting an electrical coil create a jolt in my arm?
Consider this circuit mimicking your lab situation.
You have a DC voltage source ($U=10 \text{V}$), a switch, a volt-meter,
a really big coil (with a high inductance $L_\text{coil}=1\ H$,
and a low r …
1
vote
Accepted
AC current and voltage in an Inductor
First, the simulation tells the truth.
The transient behavior at the beginning is not an error.
As @BobD already suggested, do not begin with looking at the simulation result.
Instead, you should cho …
0
votes
Measuring inductance and resistance of a coil
With your meter you can measure only the rms of voltage and current,
but not their phases. Therefore from the complex impedance
$$\frac{V}{I}=Z=i\omega L+R$$
you can only measure its absolute value
$$ …
0
votes
Accepted
How much energy was used to charge the inductor? Electrical systems question
For an inductor (with inductance $L$) the defining relation
between voltage ($V$) and current ($I$) is:
$$V(t)=L\frac{dI(t)}{dt} \tag{1}$$
To find the total energy $E$ fed into the inductor
you need t …
40
votes
What is the physical explanation for energy transport in simple electrical circuits?
How is energy transported at the speed of light
if electrons don't flow like very fast water?
Let me reply with the hydraulic analogy, i.e. with replacing electrical current by water flow.
Ope …
1
vote
Accepted
Reactance of an Inductor
Your calculation is correct so far.
But instead of $V(t)=V_0\sin(\omega t)$ start with $V(t)=V_0e^{j\omega t}$. And then repeat your calculation to find $I(t)$.
5
votes
How does a resistor reduce current in a circuit?
As the the other answers already said:
When you read "a resistor reduces the current",
this does not mean, that the current after the resistor is smaller than before the resistor.
Instead it means, th …
3
votes
How come Chargers are so safe?
A typical charger looks like this
(the part marked with a red frame):
(image from ElectroSchematics - simple 12 volt charger
The functional parts of this charger are
a transformer
(transforming from …
0
votes
Why Voltage is divided in a series circuit? What is the need of it to be divided?
Remember, voltage is defined to be the potential difference between two points.
Now consider the two resistors in series.
Then it is easy to see, that the potential difference (i.e. the voltage)
betw …
2
votes
Parallel circuit Question
A real battery always has an internal resistance (typically between $0.1\ \Omega$ and $0.3\ \Omega$).
Therefore, when you connect more light bulbs,
then the total current and hence the voltage
across …
2
votes
Does $R=\rho l/A$ apply to an electrolyte solution?
You can certainly do such experiments.
But bear in mind: For the relation $R=\rho l/A$
to be true, the current flow needs to be homogenous
between the electrodes and neglectable outside this region.
T …