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Does anyone work with high-voltage electrostatic fields?
Posted 2011年1月23日 GMT-5 23:28 Low-Frequency Electromagnetics Version 4.0 11 Replies
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I use COMSOL 4.0, Electrostatics (es) for simulating electric fields in high-voltage switchgear.
I faced with the following problem.
I have two porcelain isolators. Each of them has metal flange on the top and on the bottom.
First isolator stands on the ground, the second stands on the top of the first isolator.
So the top flange of the first isolator and the bottom flange of the second are connected together. These two flanges connected together create middle flange.
The bottom flange of the first isolator is grounded (potecial is 0). Boundary condition: Ground.
The top flange of the second isolator is under high potencial (about 1.55 MegaVolts). Boundary condition: Electric potencial.
So, I have the middle flange. What boudary condition should I define here to get a correct field?
As I think, the potencial from upper flange will "bring" some potencial to the middle flange, but giving the middle flange BC as Electric Potencial is not correct, because the potencial on the middle flange has another nature than on the upper flange. Grounding of the middle flange is not correct too, of course.
Will be very glad to get your replies!
Thanks in advance.
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I do not believe the "high" voltage is an affair, it's rather the ratio max to min voltage that is limited by the numerical representation of binary number (hence numerical precision). In any case, you talk about isolators (hence probably conductivities = 0), but do you have some "air" around, for me air does have a small conductivity, in the 1-10 [S/m] region, and that would help distribute more evenly your potential along the way from the HV to the ground
Another thing, find out with your sys-admin or your local COMSOL rep how to get updated to 4.1, its much better to use than the "early" 4.0 version, you will get less frustrated ;)
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Good luck
Ivar
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Of course, i have took into consideration the air around my construction.
The distribution of electric field is quite nice looking :) but it's incorrect as i think.
I have no problems with distribution, my problem is the correctness of distribution.
The potential, that appears on the middle flange is of capacitive nature, and it is incorrect to use Electric Potencial BC.
How can I take into consideration this capacity? Using another BC's? Or trying PDE mode?
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but in static you cannot charge a capacitive system, or I'm I wrong ?
You need to have a transient or frequency drive solution then.
And with all my HV practical work, we never left a floating potential electrode in between a HV gap, without some resistors to balance the DC surface voltage you inevitably have on any "isolator"
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Good luck
Ivar
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Best regards
Edgar
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There is no resistors. My model is the isolation column, that isolates the arching chamber of high-voltage circuit-breaker from the ground. Inside this column isolating rod is situatad, which moves the contacts of arching chamber. The coloumn is separated on two smaller coloumns because of high wind pressure. One big coloumn can easily break. That's why the middle flange appears.
Why I ask about capacitance?
Solving my problem Comsol and Ansys gave not correct sollutions.
Results outgo from experimental data.
Comsol and Ansys gave uniform distribution of electrical potential between Electric Potential and Ground. It mens that if EP is 100kV, than middle flange has 50kV, Ground is 0kV.
In fact the middle flange will have about 33kV. It means that the upper isolator will take on him 2/3 of applied voltage, not 1/2 as solved by Comsol and Ansys.
How can I take into consideration this unevenness using Comsol?
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I use Electrostatics (es), Stationary analysis.
I suppose this study type suggests using only DC voltages.
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The question was whether your physical setup (the real thing) is using DC or AC.
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if the two columns have exactly the same dimensions (radius, thickness,hight), and are made of exactly the same material, I don't see how the middle flange will give measurements different than half the voltage difference between the top and the bottom. (unless your bottom column is really "on the ground", and the high voltage is "charging" the soil around... then you have to model both columns and a piece of the soil around)
V_top
[ ]
[ ]
[ ]
flange <------(voltmeter)-----| V_bottom
[ ]
[ ]
[ ]
V_bottom
----------------------- Soil -------------------------------
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THANKS A LOT, JOHN!
Solving this problem, I totally forgot that my isolators were standing on the ground =)
Now I have a correct electric potential distribution.
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I simplified it to DC.
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