I wanted to get an idea of what current was flowing in a coil at the end of a PI detector's excitation pulse taking into consideration the time constant of the coil, so I created an Excel spreadsheet to take a look based upon:
I = V/R*(1-1/e^P/(L/R))
I = coil current at end of pulse
V = supply voltage
R = total resistance of coil and switching device
e = Euler's Number (approx. 2.7183)
P = pulse width in seconds
L = inductance of coil
I also wanted to get an idea of what kind of repetitive avalanche stress was being forced upon the MOSFET switching device, so I created another Excel spreadsheet to calculate that based upon:
Es = 0.5*L*I^2
Es = stored energy in coil at end of pulse (Joules)
Substituting for I:
Es = 0.5*L*(V/R*(1-1/e^P/(L/R)))^2
It appears that at the operating point of interest, the avalanche energy would be just over 7mJ which is within the 13mJ repetitive avalanche energy ratings of both the IRF740 and IRF9640. The 11A repetitive avalanche current ratings of both devices is also junction temperature limited. Since the duty factor would be very low with a 6us damped voltage spike from a field collapse at 100Hz, heating may not be as much of a factor as the peak current.
Does anyone know the formula for calculating the peak current created by the collapsing field?
I = V/R*(1-1/e^P/(L/R))
I = coil current at end of pulse
V = supply voltage
R = total resistance of coil and switching device
e = Euler's Number (approx. 2.7183)
P = pulse width in seconds
L = inductance of coil
I also wanted to get an idea of what kind of repetitive avalanche stress was being forced upon the MOSFET switching device, so I created another Excel spreadsheet to calculate that based upon:
Es = 0.5*L*I^2
Es = stored energy in coil at end of pulse (Joules)
Substituting for I:
Es = 0.5*L*(V/R*(1-1/e^P/(L/R)))^2
It appears that at the operating point of interest, the avalanche energy would be just over 7mJ which is within the 13mJ repetitive avalanche energy ratings of both the IRF740 and IRF9640. The 11A repetitive avalanche current ratings of both devices is also junction temperature limited. Since the duty factor would be very low with a 6us damped voltage spike from a field collapse at 100Hz, heating may not be as much of a factor as the peak current.
Does anyone know the formula for calculating the peak current created by the collapsing field?
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