Ok, I will try this when I get home for lunch. I did the theoretical stuff on paper. These are my cliff notes on this topic. If I have 2 inductors of EXACT specs, and they only vary by Ipk....
It appears that the one with the lower Ipk can charge smaller current, but fast. The one with a higher Ipk will charge slower, but with a larger current.
Therefore, it is a trade off, and I should not need a larger Ipk unless the circuit demands it. Is there another trade off I am not aware of? Here are the cliffnotes:
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Max Pulse Width = (Ipk x Primary Inductance) / Voltage Applied
Max period = 2 x Max Pulse Width
Frequency = 1/peroid
-As Ipk increases, so does the pulse width, so the frequency decreases.
-As inductance increases, so does the pulse width, so the frequency decreases
-As voltage applied increases, pulse width decreases, so the frequency increases
-One should decide the current drawn on the primary side with a 0.1 Ohm in series, when the load is the highest to determine what min Ipk can be used.
-If there are several inductor choices with the proper Ipk rating, it may be beneficial to select the lowest primary inductance to allow for a shorter pulse width, and faster conversion.
-Increasing the voltage within the voltage rating of the inductor will decrease the pulse width, so a high power rail rating will benefit.
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Example -> 2 inductors, with 12v applied, and the same primary inductace of .00001 H. One inductor has an Ipk of 3A, and the second has an Ipk of 10A:
Inductor 1
(3A x 0.00001H) / 12V = 2.5us max PULSE width
Theoretical period @ 50% duty = 2.5us x 2 = 5.0us
Frequency = 1/0.000005s = 200kHz
Inductor 2
(10A x 0.00001H) / 12V = 8.3us max PULSE width
Theoretical period @ 50% duty = 8.3us x 2 = 16.7us
Frequency = 1/0.0000167 = 60kHz
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