johnrobholmes
10 MW
Its just hanging during the analysis. No error message. I'll post up the file when I get back home.
That's what I would do...nieles said:you can draw the tooth geometry in a CAD program (like autocad,solidworks,inventor) and import a dxf file in femm
Ok I think I got ^^this all ^^Biff said:Answer 4) I don't know of a way to change the number of turns at one time. Sometimes I go in a text editor and edit the nodes, its not that difficult when there aren't very many coils, and it is very easy to just calculate what effect changing the number of coils will have in your post processing spreadsheet, so I haven't tried anything else. You might be able to select all the coils you want in one group (2 groups for each phase, one with + turns and one with - turns) and assign them all to the same group, then select that group and change them.
Answer 3) you can tell when things are saturated when flux starts travelling through the air rather than through the iron. But operating near saturation will have a negative impact on efficiency without much performance gain. A good rule of thumb is to operate a rotor at 1.8T and a stator max should be 1.7T If you are going for ultra efficiency you would go for a rotor at 1.6T and stator at 1.3T or so.
But this I need to try to understand better.Biff said:Answer 1 and 2) You put the current you want at that instant on each phase. If you want to simulate the torque produced at one instant when 100A RMS is being delivered, you need to know what phase angle you want to simulate (call it phi), then you would set phase A as 100 * sin(phi) Phase B = 100 * sin(phi + 120degrees) Phase C = 100* sin(phi - 120degrees)
Arlo1 said:But this I need to try to understand better.Biff said:Answer 1 and 2) You put the current you want at that instant on each phase. If you want to simulate the torque produced at one instant when 100A RMS is being delivered, you need to know what phase angle you want to simulate (call it phi), then you would set phase A as 100 * sin(phi) Phase B = 100 * sin(phi + 120degrees) Phase C = 100* sin(phi - 120degrees)
Thank you very much for your response.
I'd say that was a functionality bug.....bearing said:I tried the same thing, and got the same results. My guess is that the resulting flux is the average of the steel lamination and the space in between. So to get the real flux density, you have to divide with the fill factor.
In that case, the results for the flux density were divided by 100.bearing said:Hm, well these programs probably simply calculates stacking factor like the material is less dense. We saw that when you put a 100x higher stacking factor in Emetor.