es1
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The what is the fact the i is being restricted by the R. As the cap changes V the R changes V too.
The discussion focuses on understanding phase differences in passive circuits, particularly involving capacitors and inductors. It highlights that in a capacitor, the current leads the voltage by 90 degrees, while in an inductor, the voltage leads the current by 90 degrees. The overall phase shift in a circuit is determined by the reactance of these components, which affects the total impedance and consequently the phase relationship with respect to the source voltage. The mechanics behind these phase shifts involve the time it takes for charge to move in capacitors and the self-induced EMF in inductors, which collectively create the observed phase differences in AC circuits.
PREREQUISITESElectrical engineers, students of circuit design, and anyone interested in the practical applications of phase shifts in AC circuits.
f95toli said:That is not how physics or even engineering works.
IssacBinary said:What and how is causing the overall of 56.3
The 'reason' for the arbitrary looking phase shift is that the voltage across the supply is shared between C and R and the R governs the amount of current flowing into the capacitor and the voltage across it.IssacBinary said:Right, but now we are back at a capacitor.
Im asking for an explanation that uses the cap to create an overall phase shift in the circuit.
The shift in the cap is 90 degrees but the total impedance - overall phase shift - in the circuit is 56.3.
What and how is causing the overall of 56.3
sophiecentaur said:To those who say that, somehow, Maths is an invalid way to approach 'understanding' I offer the following.
IssacBinary said:Im not saying maths in invalid, but using ONLY maths and saying that maths is all you need to understand is what I am saying is not right.
IssacBinary said:But can't we work together to help me and my problem?. What part of the 4 steps is wrong in my explanation in post #34?
It seems that asking physics questions here just makes everyone annoyed and defensive, since it's not their area of expertise, so they don't know how to answer.
1) Higher the frequency the shorter the time the capacitor has to charge up, meaning less voltage across the capacitor at its maximum.
2) once the voltage after the resistor is less than what the capacitor is charged up to, the capacitor starts to discharge
3) Due to higher frequencys meaning the capacitor has less charge and less voltage, for it to be able to discharge it needs to wait longer for the AC source to meet the capacitors voltage and go less. This would mean there would be MORE than a 90 degree lag with the discharge. As say the AC source peaked up 10V and the capacitor only charged to 2V then it has to wait to almost the end of the cycle for it to be able to discharge (when AC source reaches back down to 2V and less).
4) the combination of the capacitors discharge smaller voltage going left + the original source voltage going right add together (superposition) to create a final resultant voltage in the circuit of a certain amplitude and phase.
Thus a 56.3 shift as per my example. Which is dependent on frequency and capacitance to calculate reactance which is point 1, 2 and 3, and reactance I had explained without maths in a few posts before...
IssacBinary said:1) Higher the frequency the shorter the time the capacitor has to charge up, meaning less voltage across the capacitor at its maximum.
2) once the voltage after the resistor is less than what the capacitor is charged up to, the capacitor starts to discharge
3) Due to higher frequencys meaning the capacitor has less charge and less voltage, for it to be able to discharge it needs to wait longer for the AC source to meet the capacitors voltage and go less. This would mean there would be MORE than a 90 degree lag with the discharge. As say the AC source peaked up 10V and the capacitor only charged to 2V then it has to wait to almost the end of the cycle for it to be able to discharge (when AC source reaches back down to 2V and less).
4) the combination of the capacitors discharge smaller voltage going left + the original source voltage going right add together (superposition) to create a final resultant voltage in the circuit of a certain amplitude and phase.
Evil Bunny said:Why do folks feel the need to dictate how someone wants to go about learning something?
Regurgitating equations reminds me of politicians reciting their talking points.
The math is obviously required, but if someone wants more to help make it stick, I think that is very important.
This is nothing against anyone on this site. But just because your a teacher obviously doesn't mean your good at actually teaching. there's good and bad teachers, but at the same time they maybe both know their subject equally well. So I don't really see that as a "reason".many of us have also taught science at one level or another
In step 4: I don't really follow it. I am not sure why there are two voltages inside the cap and why superposition applies.
FOIWATER said:I know this is basic stuff but honestly your question just seems to have been overlooked... maybe I'm 100% out to lunch but this is the best i can do without math..
f95toli said:Moreover, I've seen plenty of students trying to "understand" things in electronics without the math and I therefore know how pointless it is in the long run.
Evil Bunny said:He wants more explanation in addition to the math... I have pondered this very question and never bothered to ask about it. The math is easy here.
IssacBinary said:Exactly! And what you just explained was not my orignal question. I have said many times I UNDERSTAND the phase inside the capacitor.
es1 said:I am not sure such an explanation exists.
Here is an analogy.
What if we defined phase as the length of a shadow (it is just an arbitrary definition of a physical quantity anyway). And then you said, "ok, but why is the shadow 10m long." And then we replied, "if you know the dimensions of the object and the light source position etc. you can use geometry to figure it out."
And then you said, "ok. I get how you worked that out. But explain why it is 10m without geometry."
How could someone do that? I don't think you could say why the shadow is 10m, and not say 9.8m, without geometry.
IssacBinary said:So all I am saying is. When we work out impedance I can see how the resistance / real part of impedance can be explained, like i just did, tug of war expample. But I am asking about the total impedance PHASE part. How is that created?
es1 said:I am not sure such an explanation exists.
sophiecentaur said:But "Phase inside the capacitor" is a meaningless concept so I have a feeling that you don't in fact understand.
wbeaty said:Note that the phase of current is *leading,* not lagging. I mean, when you apply a sinewave to your R and C in series, the current doesn't lag behind the voltage. It leads.
Your explanation has to end up with a leading phase. Negative degrees relative to the voltage driving the circuit. I think your present explanation predicts a phase lag, right?
Could THIS be a major sticking point?