Industrial electronics. Question with coils and diode.

In summary, in the given circuit, the voltage on the primary of the transformer is a sinusoid, causing the voltage across the secondary to also follow a sinusoidal function. The current through the diode will be blocked when the secondary's voltage causes it to be reverse biased, but in the reverse direction, it will still flow. The "k" value, which represents the transformer's transmission relation, is still unclear. The dots on the coils serve as markers for drawing a qualitative graph of the voltage.
  • #36
Femme_physics said:
So, let me just take a look at the second "circuit".


If this is correct then my graph for the wave should be correct, because when the current changes direction there is no flow. So there is indeed only half a phase. No?

You seem to be mixing up voltage and current.
You're concentrating on the current and what you have drawn is indeed the graph for the current.
The graph for the voltage Vs across the coil is different.

Look at it this way.
Suppose we replace the secondary coil by a battery giving off a voltage.
If the plus pole is on the bottom, the current will *bump* against the diode and no current will flow.
The battery still gives off its voltage though.



Femme_physics said:
No it won't. There is still current flowing in the other direction! So there are voltage differences across the resistors. Or "voltage drop" as we know it.

What I meant is that there are 2 states for the voltage Vs: it's positive or it's negative.
When it is positive there is indeed a voltage difference across the resistors and as you say current will flow.
When it is negative, no current will flow, so there won't be a voltage across the resistors at that time.
 
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  • #37
Here's an analogy with mechanics. :wink:

Suppose you have a sliding block on a slope.
When we jiggle the slope back an forth, the block will alternately slide left and right.
However, if you insert a stick in the slope on the right side of the block, it won't slide to the right, but there is still a slope.

What's the "current" in this analogy?
And what is the "voltage"?
 
  • #38
You seem to be mixing up voltage and current.
You're concentrating on the current and what you have drawn is indeed the graph for the current.
The graph for the voltage Vs across the coil is different.

Look at it this way.
Suppose we replace the secondary coil by a battery giving off a voltage.
If the plus pole is on the bottom, the current will *bump* against the diode and no current will flow.
The battery still gives off its voltage though.

Good point, so Vs is a sinus wave! :smile:

What's its Umax though...hmm... that has to be calculated.

Actually, I'd presume it's also 230V since the first circuit doesn't have any resistors. Could it be?

What I meant is that there are 2 states for the voltage Vs: it's positive or it's negative.
When it is positive there is indeed a voltage difference across the resistors and as you say current will flow.
When it is negative, no current will flow, so there won't be a voltage across the resistors at that time.

Oh, OK, agreed, makes sense :approve:

Here's an analogy with mechanics.

Suppose you have a sliding block on a slope.
When we jiggle the slope back an forth, the block will alternately slide left and right.
However, if you insert a stick in the slope on the right side of the block, it won't slide to the right, but there is still a slope.

What's the "current" in this analogy?
And what is the "voltage"?

voltage is the jiggle, block is current, I think. But I really understood what you mean with your post above it! :smile: Thanks. I'll work on the solution of the thing soon.
 
  • #39
Femme_physics said:
Good point, so Vs is a sinus wave! :smile:

:approve:


Femme_physics said:
What's its Umax though...hmm... that has to be calculated.

Actually, I'd presume it's also 230V since the first circuit doesn't have any resistors. Could it be?

Umax is not 230 V. You're talking about Urms here. :wink:

And you're forgetting that the secondary coil (where we have Vs) has less windings, causing the voltage to be lower.


Femme_physics said:
voltage is the jiggle, block is current, I think. But I really understood what you mean with your post above it! :smile: Thanks. I'll work on the solution of the thing soon.

Good. :)

A little sharper:

The block is the electron.
The current is the speed of the block.

The voltage difference is the difference in height between two points on the slope (left and right of the block).
 
  • #40
Top of the morning ta ye ILS :)

Umax is not 230 V. You're talking about Urms here.

Oops, you're right *smackey the foreheady*

And you're forgetting that the secondary coil (where we have Vs) has less windings, causing the voltage to be lower.

Oops, you're also right! So since k =2

I'd do

230 / 2 = 115

So Vs(max) = 115(square root of 2)

Aye, cap'n?

Good. :)

A little sharper:

The block is the electron.
The current is the speed of the block.

The voltage difference is the difference in height between two points on the slope (left and right of the block).

Woah. Ok, mmm, as long as mechanics analogy won't be in the test, we're safe :smile: :approve:


Ok, so now I figured

Vin, Vp an Vs. Now I need Vxy

Which according to my logic

Since Vs = 115V

Vyx also equals 115V, because if we treat the diode as an ideal diode and ignore the voltage drop there, using Kirchhoff law we know that the voltage drops in the resistors (RT) must equals the voltage source. Ergo,

Vs = Vyx


*does a suspicious victory dance waiting for approval*
 
  • #41
Femme_physics said:
Top of the morning ta ye ILS :)

Hi Fp! :smile:


Femme_physics said:
So Vs(max) = 115(square root of 2)

Aye, cap'n?

Yep!


Femme_physics said:
Ok, so now I figured

Vin, Vp an Vs. Now I need Vxy

Which according to my logic

Since Vs = 115V

Vyx also equals 115V, because if we treat the diode as an ideal diode and ignore the voltage drop there, using Kirchhoff law we know that the voltage drops in the resistors (RT) must equals the voltage source. Ergo,

Vs = Vyx


*does a suspicious victory dance waiting for approval*

Not quite.
You have to distinguish the two cases, where Vs is positive, and where Vs is negative.
When Vs is positive you are right.
When Vs is negative, it is different.
 
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  • #42
Hi Fp!
:smile::smile:

Yep!

Did you edit it by any chance? :wink:

Not quite.
You have to distinguish the two cases, where Vs is positive, and where Vs is negative.
When Vs is positive you are right.
When Vs is negative, it is different.

Ah, well, that's why we have graphs :smile:

http://img683.imageshack.us/img683/1575/vxywt.jpg

Did I get it?
 
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  • #43
Yep to all! :wink::smile:
 
  • #45
Hi FP, you may wish to think about the relative phase of the primary and secondary waveforms; how do the transformer 'dots' affect the phase?

While this phase difference won't make any practical difference in the operation of this simple circuit, it's worthwhile making note of it since you're drawing Voltage vs Time graphs.
 
  • #46
Hi FP, you may wish to think about the relative phase of the primary and secondary waveforms; how do the transformer 'dots' affect the phase?

Well it reverses the phase on Vs. But I don't know how to show the difference in a graph though since Vp is both directions anyway, and Vs is one direction.

I hope I understood what you meant.
 
  • #47
Femme_physics said:
Well it reverses the phase on Vs. But I don't know how to show the difference in a graph though since Vp is both directions anyway, and Vs is one direction.

I hope I understood what you meant.

The difference shows up as a reversal of polarity in the secondary voltage waveform with respect to the primary's waveform. This is equivalent to a half wavelength shift in time for the secondary voltage waveform. It boils down to shifting your graph's peaks over by a half wavelength (either direction will do!).

Note that this is only necessary if you are showing voltages in both the primary and secondary circuits on the same time axes.
attachment.php?attachmentid=38606&stc=1&d=1315313229.gif


All your analysis conclusions still apply, only the time-wise locations of the peaks are shifted over.
 

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  • #48
The difference shows up as a reversal of polarity in the secondary voltage waveform with respect to the primary's waveform. This is equivalent to a half wavelength shift in time for the secondary voltage waveform. It boils down to shifting your graph's peaks over by a half wavelength (either direction will do!).

Note that this is only necessary if you are showing voltages in both the primary and secondary circuits on the same time axes.


All your analysis conclusions still apply, only the time-wise locations of the peaks are shifted over.

Ah, makes perfect sense :smile: I get it now.

All your analysis conclusions still apply, only the time-wise locations of the peaks are shifted over.

I'll fix it then in my next scan this evening or tomorrow. Thanks :approve:
 
  • #49
Morning Fp! :smile:

Looking good!
I see you have most graphs now. Nicely labeled with the voltage.
Still Vs is along the dotted line, while Vxy is without the dotted line.

Btw, you have to consider the 2 half periods separately.

In one half your current and power are correct.

But in the other half they are zero.
 
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