How close do you have to be to the middle of a finite length of a current–carrying line before it appears infinite in length? Consider H f ( 0 , a , 0 ) to be the field for the finite line of length 2 h centered on the z –axis and H i ( 0 , a , 0 ) to be the field for an infinite length line of current on the z –axis. In both cases consider current l in the + a z direction. Plot H f / H i versus h / a .
How close do you have to be to the middle of a finite length of a current–carrying line before it appears infinite in length? Consider H f ( 0 , a , 0 ) to be the field for the finite line of length 2 h centered on the z –axis and H i ( 0 , a , 0 ) to be the field for an infinite length line of current on the z –axis. In both cases consider current l in the + a z direction. Plot H f / H i versus h / a .
How close do you have to be to the middle of a finite length of a current–carrying line before it appears infinite in length? Consider
H
f
(
0
,
a
,
0
)
to be the field for the finite line of length 2h centered on the z–axis and
H
i
(
0
,
a
,
0
)
to be the field for an infinite length line of current on the z–axis. In both cases consider current l in the
+
a
z
direction. Plot
H
f
/
H
i
versus
h
/
a
.
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