Solid rectangular and T-shaped conductors in semi-closed slots |
| |
Authors: | D E Jones N Mullineux J R Reed R L Stoll |
| |
Affiliation: | (1) Magnet Computer Bureau, G.E.C. (Eng.), Witton, Birmingham 6, England;(2) Department of Mathematics, The University of Aston in Birmingham, Birmingham 4, England;(3) Department of Electrical Engineering, The University of Southampton, Southampton, England |
| |
Abstract: | Summary Previous methods of calculating the internal impedance of rectangular and T-shaped conductors have made arbitrary assumptions about the form of the magnetic field. These have led to inconsistencies. A method is developed which necessitates less restrictive assumptions, thereby removing the inconsistencies. Results are compared for typical conductor sizes.List of symbols
a, b, c, d
dimensions of conductor or slot
-
J
current density
-
E
electric field strength
-
V
scalar potential
-
I
current (r.m.s.) in conductor
-
B
flux density
-
H
magnetic field strength with componentsH
x,H
y in thex, y coordinate directions respectively
-
L
inductance/unit length
-
R
resistance/unit length
-
A
vector potential
-
A
modified vector potential
-
A
*,A
**
single and double cosine transforms ofA
-
conductivity of conductor
-
relative permeability of conductor
-
angular frequency
-
2
j![ohgr](/content/k15663720g7g17u5/xxlarge969.gif) ![mgr](/content/k15663720g7g17u5/xxlarge956.gif)
0
-
m, n
transform parameters
-
C
m
{(m /c)2+
1
2
}1/2
-
D
n
{(n /d)2+
2
2
}1/2
-
P
m,Q
n
coefficients
-
K
constant of integration
- Re, Im
real imaginary parts of complex function respectively |
| |
Keywords: | |
本文献已被 SpringerLink 等数据库收录! |
|