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#2
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| Greg, I did a spreadsheet to calculate the power rating, resistance and bleed time for a bleeder resistor for my power supply. I edited the voltage, capacitance and current for yours. If you have excel, then you can see that the power rating for the resistor, and the resistance are determined by the capacitance that you need to discharge and the time in which you want to discharge it. Alan
__________________ http://www.alansmachineworks.com |
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#4
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| Greg, I need to know what capacitance you are using in your power supply. For example, if you were using 18,000uf then a 150 ohm resistor would bleed it in 2.7 seconds and it would have to dissipate 42.7 watts of power. This would suggest using a 50 watt power resistor. However, if you chose a 270 ohm resistor, it would bleed the same capacitor in 4.86 seconds and only have to dissipate 23.7 watts (a 25 watt power resistor). The bleed time equals resistance in ohms x capacitance in farads. Alan
__________________ http://www.alansmachineworks.com |
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#7
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With 21,000uf then a 150 ohm resistor would bleed it in 3.15 seconds and it would have to dissipate 42.7 watts of power. This would suggest using a 50 watt power resistor. If you chose a 220 ohm resistor, it would bleed the same capacitor in 4.62 seconds and only have to dissipate 29.09 watts (a 30 watt power resistor). If you chose a 270 ohm resistor, it would bleed the same capacitor in 5.67 seconds and only have to dissipate 23.7 watts (a 25 watt power resistor). There is both the safety issue and how much do you want to spend issue. A 25 watt resistor is a cheaper than a 50 watt resistor.
Alan
__________________ http://www.alansmachineworks.com |
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#12
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After one RC Time Constant period the capacitor will still have 36.8% of the original voltage. Typically 5 RC Time Constant periods are considered the time required to fully charge or discharge a capacitor. |
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