18K offhand *does* seem rather low, implying high current through it, thus implying big watts. Assuming that the choke drops zero volts, node "B" sees 466 volts. E = IR.
466 / 18K = I = .0258 amp = 26 mils. Yeah, that's more current than I'd like to see going through there, and since Power (watts) = I * I * R, then that resistor needs to be good for .026 * .026 * 18K = 12.02 watts. Should be a big fat 25 watt resistor.
try this:
http://mustcalculate.com/electronics/capacitorchargeanddischarge.phpI would expect that resistor would drain the power supply in RC time, and I probably have this wrong, but 200 uf (both caps, essentially in parallel) * .018 megs (ohms * farads or megohms * microfarads) =
1 TC = 3.6 seconds drains by 63%, to 37% = 172.4 VDC, and
2 TC =7.2 secs to 37% of 177 = 63.8 volts and
3 TC =10.8 secs to 37% of 63.8 = 23.6 volts and
4 TC =14.4 secs to 37% of 25.2 = 8.7 volts and
5 TC = 18 secs to 37% of 8.7 = 3.2 volts
I could have this backwards, that each 3.6 second period drops 37% of the cap voltage, to 63% of what was there...thus
3.6 seconds drains by 37%, to 63% = 293.5 VDC, and
7.2 secs to 63% of 293.5 = 185 volts and
10.8 secs to 63% of 185 = 116.5 volts and
14.4 secs to 63% of 116.5 = 73.4 volts and
18 seconds to 63% of 73.4 volts = 46.25 volts and
21.6 secs to 63% of 46.25 = 29.1 volts and
25.2 secs to 63% of 29.1 volts = 18.35 volts
I think the first table is right, generally 5 time constants is considered adequate to "fully discharge" a cap. The discharge happens MUCH faster during the first 2-3 periods. If the power transformer has 12 watts of power to throw out, then it does, but you have to have that fattish 25 W "bleeder" resistor in there. Offhand, I would triple that 18K to about 50K, to get bleeder current down to the 8-10 mil range.
Where you see 220K resistors, often in the higher-power Fender supplies, that resistor serves a different function, it "balances" currents across TWO e-caps in series. This allows one to use lower voltage rating caps. All you need is a mil or so going through such a cap, so it can be a high value = low current = low watts. Yes, those resistors will in fact bleed off B+ after power is shut off, but verrrrry slowly.