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#1 |
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diyAudio Member
Join Date: Nov 2002
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I can remember reading something here a few years back I think but I cannot find anything now. Can someone spoon feed me on this?
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#2 |
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diyAudio Member
Join Date: Dec 2009
Location: Md
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By your wallet thickness.
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#3 |
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diyAudio Member
Join Date: Nov 2002
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How about an answer that would be help
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#4 |
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diyAudio Member
Join Date: Dec 2009
Location: Md
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Engineering has many constraints.
OK, when I get a chance I will look it up in Jones book if someone else does not beat me to it. I think he had some guidelines. I was also told the best reference was the old ARRL handbook. It matters how many poles in the filter. C-L-C, or L-C-L-C etc, if droppers or not and so on. Of course you need sufficient current ratings. |
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#5 |
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diyAudio Member
Join Date: Sep 2008
Location: "Space Coast" Florida, USA
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Like math? This is not a simple answer or question.
There is a minimum current load that must be met to make the choke work and then there is the output capacitor size, as well as maximum load currents. The minimum current is aproximately equal to: Imin (mA) = [Vin(RMS)] / [L(H)] You can calculate the ripple of the choke-cap system as follows: [Vrip(RMS)] / [VDC] = 1 / [ 6 * sqrt(2) * 2 * PI * f * L * C] L = inductance f = AC line frequency C = capacitance VDC = DC voltage at cap PI = 3.14... There is more to the process. Maximum peak current through the choke is: Iac (pos peak) = [0.544 * Vin (RMS)] / [2 * PI * f * L] You need to consider other things with the design, such as snubber networks. When I built my amp I bailed on the idea I had of originally adding a choke. This is just my opinion, but chokes were very popular decades ago and for good reason. Banks of large capacitance for filters simply were not practical. Today you can buy huge capacitors which simply did not exist in the 1940s, '50s, and '60s. The solution was a filtering choke (and a slide rule). Again, my opinion... Today a brute force capacitance approach is easy and it offers another advantage; reserve power. AC Ripple, the ultimate target we are trying to slay, can be calculated by: Delta V = I / [2 * f * C] You can design a multi-stage filter network and work out the AC ripple at each stage. My power supply is well under 1% and the cost to build it is cheaper than using a choke (and uses less real estate). I am sure others will chime in and perhaps correct me if I have strayed down the wrong path somewhere. |
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#6 |
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diyAudio Member
Join Date: Jan 2008
Location: So.Cal.
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Further to Loren42 above:
Total current through the choke = Idc +Iac (positive peak) Since L is in the denominator of the Iac term above, smaller L value chokes have larger Iac and need to be sized for larger current than larger L value chokes. |
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#9 |
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Account Disabled
Join Date: Jan 2010
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"How do you calculate choke size in a power supply?"
It depends on where the choke is located. If you're designing a choke-input filter, the choke must be the first filter element and must have a certain minimum value called the "critical" value. This value is calculated by: L (henries) = E (volts) / I (ma) If the choke is located after the first filter cap, or if more output voltage will be required than is available from a choke-input filter, the choke can be substantially smaller. Incidentally, there are more criteria necessary to the design of a good supply than simply output voltage and ripple. PSUD can predict those things. A supply can also ring and exhibit high Z resonances at its output when excited by the amplifier's dynamic current demands. Examining these characteristics requires looking into the supply from the output side, an exercise for which I use LT Spice (free from National). Last edited by Triode Kingdom; 24th January 2010 at 03:14 PM. |
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#10 |
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diyAudio Member
Join Date: Jun 2008
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For a power supply with a fairly constant load, preamp or class A amp, this formula works great and is easy to remember. Figure out the load resistance, E/I, then divide that by 1200. the result is in Henries. Example; 400VDC with 20ma of current needs a 16.6666666H choke.
Craig |
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