Goal
Hello.
I am wanting to switch 48V to 5V with a 0.6A rating, and plan on using the TL2575HV (datasheet here). There is a trivial typical application schematic which I am attempting to implement (doesn't say too much for me then!
):
However I'm having a little bit of difficulty selecting the correct components. Currently I've done the calculations for the input capacitor and would REALLY appreciate somebody going over this with me...
CIn
I need a capacitor that has a voltage rating of over 48V, but adding a 20% safety margin gives a value of 57.6V, so anything over that is golden.
Datasheet for regulator states that capacitor RMS ripple current should be:
IC, RMS > 1.2 (ton / T) ILOAD
Where:
ton / T = VOUT / VIN
So I need a capacitor with a RMS ripple current rating bigger than:
1.2 x (5 / 48) x 0.6 = 75mA
I've found this capacitor which seems up to the task (datasheet here). 100uF capacitance and a voltage rating of 64V. All good so far... The capacitor series has a frequency correction factor for the ripple current of:
1kHz = 1.3
10kHz = 1.7
The regulator runs at 52kHz, which seems well above what this capacitor can handle (or at least what the datasheet shows), so I'm unsure if I could use this... Assuming I can I'll continue. The particular capacitor I'm using has:
Ripple Current (120Hz): 250mA RMS x worst case correction factor = 250 x 1.3 = 325mA
So I'm well over the 75mA RMS ripple of the regulator. I need to calculate the ESR value of the capacitor to make sure it would be suitable for the switching regulator, however what "low ESR" is I don't know, bit too much hand waving for my liking...
Tan Delta (120Hz): 0.12
I don't know if I multiply the tan delta value by the frequency correction factor as the tan delta is only given at 120Hz and not 52kHz. If I do, I get a tan delta value of:
Tan Delta (corrected): 0.12 x 1.3 = 0.156
I've used these sources to find the ESR value of the capacitor:
ESR = Xc x tandelta
Where Xc is: 1 / ( 2 x PI x f x C) = 1 / ( 2 x PI x 100000 x 0.0001) = 0.015915494
So ESR is 0.003 Ohms = 3 milliohms, which is nothing, so no real power will be dissipated over the input capacitor. But just to finish the exercise...
