M
Mark Becker
Guest
Hello -
I have been asked to build a small Helmholtz coil with the intent
being a .01T (100 gauss) field that will be turned off in something
like 100 nanoseconds.
Not having much experience with magnetics, I did some reading and a
few web searches. I think my coil design will work (some doubts.. is
the coil radius to the mean of the inside and ouside radii or just to
the inside radii?). However, in order to determine component values
for the sudden shut-off, I need to know the inductance of a Helmholtz
coil pair.
My coil parameters:
Inside Radii: 3 cm
Current: 2.5A
Wire Size: 22 AWG
Turns: 133.
I have seen expressions approximating the inductance of a solenoid..
and could double it to deal with 2 series-connected coils. However, I
believe the mutual inductance term is large enough to foul up the
design.
The inductance will be bounded by that of the sum of two separated
solenoids and that of one large solenoid extending over the entire
region. This is pretty extreme given the above geometry.
Anyone out there with a better approximation? Please?
Regards,
Mark
P.S. Anti-spam measures in effect. Please remove the NOSPAM where
obvious. Or post to the group.
I have been asked to build a small Helmholtz coil with the intent
being a .01T (100 gauss) field that will be turned off in something
like 100 nanoseconds.
Not having much experience with magnetics, I did some reading and a
few web searches. I think my coil design will work (some doubts.. is
the coil radius to the mean of the inside and ouside radii or just to
the inside radii?). However, in order to determine component values
for the sudden shut-off, I need to know the inductance of a Helmholtz
coil pair.
My coil parameters:
Inside Radii: 3 cm
Current: 2.5A
Wire Size: 22 AWG
Turns: 133.
I have seen expressions approximating the inductance of a solenoid..
and could double it to deal with 2 series-connected coils. However, I
believe the mutual inductance term is large enough to foul up the
design.
The inductance will be bounded by that of the sum of two separated
solenoids and that of one large solenoid extending over the entire
region. This is pretty extreme given the above geometry.
Anyone out there with a better approximation? Please?
Regards,
Mark
P.S. Anti-spam measures in effect. Please remove the NOSPAM where
obvious. Or post to the group.