Hello everybody,
I'm planning to use a half wave voltage tripler (stages n = 1.5, line connected 230VAC 50Hz 325Vpk through an isolation transformer, V_out = 975VDC with no load) to charge a capacitors bank (electrolytic capacitors 1000uF) to a voltage level of about 850V. This voltage is sampled from a voltage divider (made of three appropriate value resistors in series). A current limiting resistor (R = 1000 Ohm) is placed between the voltage divider and the capacitors bank.
We know that V_out_load = (V_out - V_drop) = 2n*Vpk - (I_load/6fC)*(4n^3 + 3n^2 - n), but according to the Ohm's law we must also have: I_load = (V_out/R) which is the maximal charging current for the capacitors bank once the main switch is closed (the capacitors bank is the load during the charging phase, right?). Now, we see that I_load depends on V_out, which in turn depends on I_load.
Simply substituting (V_out/R) for I_load in the first equation does not provide sensible results (e.g: with tripler capacitors of 1000uF = 0.001F each, I obtain V_drop = 61V, but with capacitors of 1000pF = 0.000000001F each, the numbers do not have sense to me any more...).
So:
1) How can I calculate V_drop?
Will the load reduce output voltage also of the voltage divider by some amount?
How I should take also this amount into account?
2) On which basis would you select the capacitance for each multiplier capacitors?
I've found no source that specifies the rules for this choice.
(I was thinking 3 capacitors of about 1000pF each or so with a breakdown voltage rating of 350 or above...)
3) Do you think that for capacitor charging purpose a full wave voltage tripler would work better than a half wave one?
If so, how do you draw a circuit scheme for such a full wave voltage tripler?
Thank you for your time.
I'm planning to use a half wave voltage tripler (stages n = 1.5, line connected 230VAC 50Hz 325Vpk through an isolation transformer, V_out = 975VDC with no load) to charge a capacitors bank (electrolytic capacitors 1000uF) to a voltage level of about 850V. This voltage is sampled from a voltage divider (made of three appropriate value resistors in series). A current limiting resistor (R = 1000 Ohm) is placed between the voltage divider and the capacitors bank.
We know that V_out_load = (V_out - V_drop) = 2n*Vpk - (I_load/6fC)*(4n^3 + 3n^2 - n), but according to the Ohm's law we must also have: I_load = (V_out/R) which is the maximal charging current for the capacitors bank once the main switch is closed (the capacitors bank is the load during the charging phase, right?). Now, we see that I_load depends on V_out, which in turn depends on I_load.
Simply substituting (V_out/R) for I_load in the first equation does not provide sensible results (e.g: with tripler capacitors of 1000uF = 0.001F each, I obtain V_drop = 61V, but with capacitors of 1000pF = 0.000000001F each, the numbers do not have sense to me any more...).
So:
1) How can I calculate V_drop?
Will the load reduce output voltage also of the voltage divider by some amount?
How I should take also this amount into account?
2) On which basis would you select the capacitance for each multiplier capacitors?
I've found no source that specifies the rules for this choice.
(I was thinking 3 capacitors of about 1000pF each or so with a breakdown voltage rating of 350 or above...)
3) Do you think that for capacitor charging purpose a full wave voltage tripler would work better than a half wave one?
If so, how do you draw a circuit scheme for such a full wave voltage tripler?
Thank you for your time.