Current limit resistors for GZ34?
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Current limit resistors for GZ34?
I have been wishing to ease the burden on my GZ-34 and have considered adding current limiting resistors from the power transformer secondary to the plates of the GZ-34. In the Dumble Manzamp circuit the resistors are only 5 ohms and would barely effect the amps performance.
I looked at the valve wizard page on rectifiers. At the bottom of the article he mentions current limiting the rectifier valve and an equation for current limiting.
http://www.valvewizard.co.uk/bridge.html
Rlim = Rsec + Rpri x (Vsec/Vpri)^2 + any extra resistance.
Rpri = DC resistance of the Power transformers primary winding.
Rsec = 1/2 of the DC resistance of the Transformer secondary winding, from one end of the secondary to the centre tap.
Vpri = The mains voltage.
Vsec = The voltage from the centre tap to one side of the secondary output.
I'm not sure what Merlin means by extra resistance, I assumed it was anything in series with the load.
I have a Mercury Magnetics Haddon clone transformer and the figures are as follows:
Rpri = 3.3 ohms
Rsec = 28.2 ohms on one side and 29.5 ohmson the other side.
Vpri = 240vac
Vsec = 303.5vac
Here is a typical spec sheet for a GZ-34. The spec sheet gives a different equation for the series resistance.
Rt = Rs + n^2*Rp
http://www.r-type.org/pdfs/gz34.pdf
EDIT:When I look at the GZ-34 datasheet it seems I have the 28.9 DC resistance and I require an additional 50 ohm resistors on each leg. This seems a high resistance to me, as all the circuits I've seen have small values as Rlim.
Any thoughts on this issue?
I looked at the valve wizard page on rectifiers. At the bottom of the article he mentions current limiting the rectifier valve and an equation for current limiting.
http://www.valvewizard.co.uk/bridge.html
Rlim = Rsec + Rpri x (Vsec/Vpri)^2 + any extra resistance.
Rpri = DC resistance of the Power transformers primary winding.
Rsec = 1/2 of the DC resistance of the Transformer secondary winding, from one end of the secondary to the centre tap.
Vpri = The mains voltage.
Vsec = The voltage from the centre tap to one side of the secondary output.
I'm not sure what Merlin means by extra resistance, I assumed it was anything in series with the load.
I have a Mercury Magnetics Haddon clone transformer and the figures are as follows:
Rpri = 3.3 ohms
Rsec = 28.2 ohms on one side and 29.5 ohmson the other side.
Vpri = 240vac
Vsec = 303.5vac
Here is a typical spec sheet for a GZ-34. The spec sheet gives a different equation for the series resistance.
Rt = Rs + n^2*Rp
http://www.r-type.org/pdfs/gz34.pdf
EDIT:When I look at the GZ-34 datasheet it seems I have the 28.9 DC resistance and I require an additional 50 ohm resistors on each leg. This seems a high resistance to me, as all the circuits I've seen have small values as Rlim.
Any thoughts on this issue?
Last edited by Mark on Mon Jun 17, 2019 10:34 pm, edited 1 time in total.
Yours Sincerely
Mark Abbott
Mark Abbott
- martin manning
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Re: Current limit resistors for GZ34?
It's the same equation, which is the series resistance of the coil feeding each diode, plus the reflected impedance of the primary, plus any added series resistance. This is Merlin's Rlim, the current limiting resistance, which should be at or above the minimum resistance from the data sheet. Note the secondary resistance is half the total, as measured from CT to either end.
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Stevem
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Re: Current limit resistors for GZ34?
Here's a mod that takes a good portion of the load off the tube recto , yet still allows for tube sag.
With this mod should the recto blow you can just run on the SS recto's once you yank the tube out and replace the fuse.
With this mod should the recto blow you can just run on the SS recto's once you yank the tube out and replace the fuse.
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When I die, I want to go like my Grandfather did, peacefully in his sleep.
Not screaming like the passengers in his car!
Cutting out a man's tongue does not mean he’s a liar, but it does show that you fear the truth he might speak about you!
Not screaming like the passengers in his car!
Cutting out a man's tongue does not mean he’s a liar, but it does show that you fear the truth he might speak about you!
Re: Current limit resistors for GZ34?
Thanks for you assistance.
Steve thanks for the circuit diagram. Did you come up with that mod? It's similar to a mod Gerald Weber published (and I had forgotten all about.)
Martin, could you do the equation with my figures?
I'd like to see where I went wrong with my equation.
Steve thanks for the circuit diagram. Did you come up with that mod? It's similar to a mod Gerald Weber published (and I had forgotten all about.)
Martin, could you do the equation with my figures?
I'd like to see where I went wrong with my equation.
Yours Sincerely
Mark Abbott
Mark Abbott
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Stevem
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Re: Current limit resistors for GZ34?
Yes, that's from Weber.
When I die, I want to go like my Grandfather did, peacefully in his sleep.
Not screaming like the passengers in his car!
Cutting out a man's tongue does not mean he’s a liar, but it does show that you fear the truth he might speak about you!
Not screaming like the passengers in his car!
Cutting out a man's tongue does not mean he’s a liar, but it does show that you fear the truth he might speak about you!
Re: Current limit resistors for GZ34?
Martin thanks for doing the calculation. I assume that your result gives me the value of Rt (33.8 ), the data sheet states for Vtr = 2 X 300, and then Rt = 2 X 50 ohm. Thus the series resistor values are 50 - 33.8 = 16.2 ohms per plate.
According to Merlin's equation for the power rating of the resistors.
P = (1.1 × Idc)^2 × R
P = (1.1 x 0.250mA)^2 X 16.2
= (0.275)^2 x 16.2
= 0.075625 x 16.2
= 1.225125W
That seems a low power value compared to other values I've seen which are typically over 10 watts.
Once again, if I have misinterpreted the information could I trouble you for some assistance?
Thanks for your assistance.
According to Merlin's equation for the power rating of the resistors.
P = (1.1 × Idc)^2 × R
P = (1.1 x 0.250mA)^2 X 16.2
= (0.275)^2 x 16.2
= 0.075625 x 16.2
= 1.225125W
That seems a low power value compared to other values I've seen which are typically over 10 watts.
Once again, if I have misinterpreted the information could I trouble you for some assistance?
Thanks for your assistance.
Yours Sincerely
Mark Abbott
Mark Abbott
Re: Current limit resistors for GZ34?
Mark, you can use PSUD2 software to also estimate the peak diode current, and compare that peak value to the datasheet allowed peak (750mA). PSUD2 allows you to determine the influence of the filter capacitance you may be using, and its got a built in calculator for that effective resistance calculation.
If you want to go that way, and are a bit unsure of PSUD2 using GZ34, then there is an example in link:
https://www.dalmura.com.au/static/Power ... 20amps.pdf
If you want to go that way, and are a bit unsure of PSUD2 using GZ34, then there is an example in link:
https://www.dalmura.com.au/static/Power ... 20amps.pdf
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SoulFetish
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Re: Current limit resistors for GZ34?
According to the formula Merlin references Rsec + Rpri × (Vsec/Vpri)^2,or Rsec + Rpri/(Vpri/Vsec)^2 I get a Rt=34.177Ω.
Which, admittedly, is a sea hair just off from your figure. But I'm wondering what the discrepancy is?
Also, Mark. the datasheet specifies that with a capacitor input, for Vtr = 2 X 300, the Rt min = 2 X 75.
Therefor, the series resistor value for each anode is 75 - 34 = 41Ω.
I think the power rating should reflect the RMS current through each leg of the transformer, which will also pass through these resistors. So, with an RMS current of around 303mA through each resistor during each half cycle, the power dissipated is 40Ω *.303^2 = 3.67W. Figure you want at least 5W resistor to get a minimum amount of clearance. But if you wanted the resistors to survive a Tube recto failure, then you would probably want to double it and use a resistor designed to handle a large surge current long enough to blow a fuse.
Which, admittedly, is a sea hair just off from your figure. But I'm wondering what the discrepancy is?
Also, Mark. the datasheet specifies that with a capacitor input, for Vtr = 2 X 300, the Rt min = 2 X 75.
Therefor, the series resistor value for each anode is 75 - 34 = 41Ω.
I think the power rating should reflect the RMS current through each leg of the transformer, which will also pass through these resistors. So, with an RMS current of around 303mA through each resistor during each half cycle, the power dissipated is 40Ω *.303^2 = 3.67W. Figure you want at least 5W resistor to get a minimum amount of clearance. But if you wanted the resistors to survive a Tube recto failure, then you would probably want to double it and use a resistor designed to handle a large surge current long enough to blow a fuse.
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SoulFetish
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Re: Current limit resistors for GZ34?
Oh yeah! Great point trobbin, With an average DC load of 250mA, you're already stressing the GZ34 to it's maximum limiting current stated in the datasheet. If you model the 250mA DC current as a resistive load across the reservoir capacitor, then even with a capacitor value of under 10µF, I think you still exceed 750mA peak
Re: Current limit resistors for GZ34?
Please excuse me as I've gotten a little confused. Merlin's formula is:
Rlim = Rsec + Rpri x (Vsec/Vpri)^2 + any extra resistance.
Rlim = 28.9 + 3.3 x (303/240)^2 (unaware of additional resistance.)
Rlim = 34.159 ohms
Looking at Merlin's article each anode requires a 34.159 ohm resistor. I'm thinking this resistor value will have an effect on the regulation of the power supply and thus the tone of the AC-30.
Again any thoughts?
Thank you for all your assistance, I appreciate you guys taking time to assist me.
EDIT: 33.3 typo corrected to 3.3 ohms.
Rlim = Rsec + Rpri x (Vsec/Vpri)^2 + any extra resistance.
Rlim = 28.9 + 3.3 x (303/240)^2 (unaware of additional resistance.)
Rlim = 34.159 ohms
Looking at Merlin's article each anode requires a 34.159 ohm resistor. I'm thinking this resistor value will have an effect on the regulation of the power supply and thus the tone of the AC-30.
Again any thoughts?
Thank you for all your assistance, I appreciate you guys taking time to assist me.
EDIT: 33.3 typo corrected to 3.3 ohms.
Last edited by Mark on Tue Jun 18, 2019 1:44 am, edited 1 time in total.
Yours Sincerely
Mark Abbott
Mark Abbott
- martin manning
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Re: Current limit resistors for GZ34?
The 34.159 ohms is not what’s required, it’s whats there.
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SoulFetish
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Re: Current limit resistors for GZ34?
I'm sorry, I used the primary resistance figure you posted at first stating that it was 3.3Ω. That was a typo? is the actual measurement 33.3?Mark wrote: ↑Mon Jun 17, 2019 10:45 pm Please excuse me as I've gotten a little confused. Merlin's formula is:
Rlim = Rsec + Rpri x (Vsec/Vpri)^2 + any extra resistance.
Rlim = 28.9 + 33.3 x (303/240)^2 (unaware of additional resistance.)
Rlim = 34.159 ohms
Looking at Merlin's article each anode requires a 34.159 ohm resistor. I'm thinking this resistor value will have an effect on the regulation of the power supply and thus the tone of the AC-30.
Again any thoughts?
Thank you for all your assistance, I appreciate you guys taking time to assist me.
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SoulFetish
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Re: Current limit resistors for GZ34?
Martin is correct. The manufacturer's datasheet gives you the minimum required resistance. I gave you the heads up in my post above that for a capacitor input filter, which is what you are using, the Rt value for Vtr 2 X 300 = 2 X 75 Ω. Minimum. Like martin said, the 34.159Ω resistance is already there as part of the transformer. So you need to come up with the rest of the needed resistance for each anode. Which is about 40 ohms or so on each anode.
You dig?
https://drtube.com/datasheets/5ar4-amperex1958.pdf
Re: Current limit resistors for GZ34?
The figure is actually 3.3 ohms. Sorry about the confusion over the typo.I'm sorry, I used the primary resistance figure you posted at first stating that it was 3.3Ω. That was a typo? is the actual measurement 33.3?
Thanks Martin and S.F. Yes, I got it 40 ohms per leg, I wonder if that will effect tone of the amp?
The desired rail voltage is 320vdc, so with a secondary of 303 - 0 -303 I should have a bit of wiggle room.
The power dissipated should be a follows.
P = (1.1 × Idc)^2 × R
= (1.1 x 0.250)^2 x 40
= 3.025 watts
Yours Sincerely
Mark Abbott
Mark Abbott