Guest
A product I am designing requires a series of lab tests to judge
robustness against electrical transients.
One such test is to charge up a 100mH inductor in series with a 4 ohm
load (4ohm load to ground). Then, once the inductor is fully charged,
open the supply current to it from the high side. The resulting field
collapse will produce a substantial negative going voltage spike.
The circuit goes V+ to switch to inductor to resistor to ground.
The DUT is placed in parallel with the inductor/resistor series
combination, at the open end of the circuit once the switch is opened.
My question: I want to prolong the duration of the pulse by a factor
of 10x to create a more destructive burst of energy.
E=.5*L*I^2
I want to keep DC current through the branch the same. With that
said, one would reason I would need to bump up my inductance by a
factor of 10. This would require a 1H inductor!
Is it practical to find such a large inductance? Any ideas?
Thank you
Gerb
robustness against electrical transients.
One such test is to charge up a 100mH inductor in series with a 4 ohm
load (4ohm load to ground). Then, once the inductor is fully charged,
open the supply current to it from the high side. The resulting field
collapse will produce a substantial negative going voltage spike.
The circuit goes V+ to switch to inductor to resistor to ground.
The DUT is placed in parallel with the inductor/resistor series
combination, at the open end of the circuit once the switch is opened.
My question: I want to prolong the duration of the pulse by a factor
of 10x to create a more destructive burst of energy.
E=.5*L*I^2
I want to keep DC current through the branch the same. With that
said, one would reason I would need to bump up my inductance by a
factor of 10. This would require a 1H inductor!
Is it practical to find such a large inductance? Any ideas?
Thank you
Gerb