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CE2000 High Voltage issue

CE2000

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#1 joust

joust

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Posted 24 October 2013 - 10:26 AM

Hello guys! Now it's my turn to seek wisdom! :)

I have this CE2000 with a HV fault: The D8 10V zener diode located in the HV circuit doesn't regulate normally : I only have about 5V on the diode when 10V should be nominal.

I've checked or swapped out D8, D6 and D7, the C1 cap, verified vertical resistors R1 (1K) and R2 (15K: yes, it is 15K instead of the 2.2K wafer in this circuit (latest design mod)!); I even swapped out R2 for a 2.2K with the same result: D8 still doesn't regulate! I do have high voltage on the zener diode and R2 but only 105V when I should have 108 to 110V. There appears to be enough voltage on the load side of R2 though.

+VCC (rail) is at 100V (It should be nominal at 98V...)

Any suggestions?

Alain

#2 marian_milea

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Posted 25 October 2013 - 02:39 AM

hi, I had trouble me to with the HV circuit at my CE1000 and the problem was the C1 capacitor
You must chek the voltage at the R1 to be 62V

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*beep*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*beep*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
You must chek all components from this circuit
good look

#3 marian_milea

marian_milea
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Posted 25 October 2013 - 02:42 AM

hi, I had trouble me to with the HV circuit at my CE1000 and the problem was the C1 capacitor
You must chek the voltage at the R1 to be 62V


You must chek all components from this circuit
good look

#4 joust

joust

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Posted 04 November 2013 - 05:04 PM

Thanks everyone for your input! And yes, I had already evaluated and replaced C1. :)
My original issue was that the zener diode (D7, 10V) is not regulating properly! There was also something odd with the voltage prior to the 'ballast resistor' R2, it was quite high (about 140Vdc instead of a normal 116Vdc). What I believe I was reading was the 'peak' voltage (without filtering!) of the HV. When evaluating the voltage divider R30 and R31, I discovered an open C3 cap! Replaced the 10uF 50V SMT cap and the problem was solved.

Alain