Medium Voltage technical guide - Schneider Electric
Medium Voltage technical guide - Schneider Electric
Medium Voltage technical guide - Schneider Electric
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Design rules Busbar calculation<br />
AMTED300014EN.indd<br />
Mechanical busbar strength<br />
By making the assumption that the ends of the bars are<br />
sealed, they are subjected to a bending moment whose<br />
resultant stress is:<br />
With:<br />
η<br />
η = F1 • l<br />
12<br />
•<br />
v<br />
Is the resultant stress in daN/cm 2<br />
Distance between insulators<br />
l<br />
for same phase<br />
I/v Is the modulus of inertia between<br />
a bar or a set of bars<br />
(value chosen in the table below)<br />
η =<br />
482.3 • 70<br />
12<br />
η = 195 daN/cm 2<br />
•<br />
I<br />
1<br />
14.45<br />
70 cm<br />
14.45<br />
The calculated resultant stress (η = 195 daN/cm 2 )<br />
is less than the permissible stress for the copper busbars<br />
1/4 hard (1200 daN/cm2):<br />
The solution is OK<br />
Arrangement Busbar dimensions<br />
100 x 10 (mm)<br />
S cm 2 10<br />
m Cu daN/cm 0.089<br />
A5/L daN/cm 0.027<br />
x<br />
x'<br />
x<br />
x'<br />
x<br />
x'<br />
x<br />
x'<br />
x<br />
x'<br />
x<br />
x'<br />
I cm 4 0.83<br />
I/v cm 3 1.66<br />
I cm 4 83.33<br />
I/v cm 3 16.66<br />
I cm 4 21.66<br />
I/v cm 3 14.45<br />
I cm 4 166.66<br />
I/v cm 3 33.33<br />
I cm 4 82.5<br />
I/v cm 3 33<br />
I cm 4 250<br />
I/v cm 3 50<br />
cm 3<br />
39