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- Nov 15, 2021
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- Lifelong student / listening = bliss
Finally, finally I've almost completely wrapped up all things having to do with fully sussing the power subsystem for the Rat Shack (Rat's Hack? :0) phono preamp.
But having slept on all this & re-reading last night's postings, I was struck by the fact that I was describing the power delivery problem as if I was going to have to supply the same amount of *current* demand at 20 Khz as I was going to need to deliver for all the percussion below 120 Hz.
Before I go any further, I do believe & adhere to the concept that the circuit must provide as close to equal voltage gain across the 30Hz-20KHz frequency range. (And supposedly this circuit does this within a +/- 1dB tolerance.)
But in terms of what is going to be actually demanded from the power supply? How big & how often? Well, if I know *this*, then assuming I have to decide where my finite power supply upgrade budget goes I can now make a more informed decision about where to properly allocate the funds: 33% batteries/66% capacitors, 50/50 split, or 66% batteries/33% caps?
Given the above, upon reflection I decided that last night I solved the power supply upgrade problem *before* understanding what demand(s) were going to be presented to it. Good news, I went on a read-about & came up with a detailed AES study on this very issue:
(Taken from this AES article -- a deep read!)
There is a *lot* of info in this one graph. This is good info for us, amp builders, people choosing speaker components, etc.
(See link above)
Personally, from a lifetime of listening to music, I know that while I enjoy a good 100-watt bass thump in the chest, (over & over)
10 watts of voice / lead guitar (in a small room) is right around the point where I start fishing for ear plugs, and 5 watts of power at 8 KHz & above will drive me out of the room immediately. For a bunch of reasons best left for another post elsewhere, with conventional loudspeakers it takes a lot of electrical watts to deliver any amount of bass acoustic watts. (Owners of properly set up K-horns excluded.) Even with (12) 12" servo-controlled woofers, Arnie Nudell had something like 2Kw of power on hand in order to deliver his goal of the sonic power of a full 96-member orchestra with his IRS-V. (!)
Meanwhile, due to the size of the transducers vs. the wavelengths being generated, midrange & tweeters are much more efficient at turning electric watts into acoustic watts....
...but I digress. My current understanding is that the battery/battery pack is going to provide the juice for the relatively long/loud bass & percussion, whereas C11 will support the immediate needs of all the low wattage/delicate high frequency details. (Thinking of all the magical air in the 'tizz' of a brushed cymbal or drumhead that is always among the first thing to get mangled by a brick-wall filter or lossy .mp3 file...or substandard power supply. :0(
****
I know it sounds strange, but just because we need to uniformly amplify (in the voltage domain) all the signals across the audio frequency spectrum, this doesn't mean that the actual watts of power demanded by typical 'popular music' are spread uniformly across the audio spectrum.
Quite the contrary.
Food for thought...and I'm done thinking about the power subsystem. On to more interesting stuff, promise! :0)
Cheers --
But having slept on all this & re-reading last night's postings, I was struck by the fact that I was describing the power delivery problem as if I was going to have to supply the same amount of *current* demand at 20 Khz as I was going to need to deliver for all the percussion below 120 Hz.
Before I go any further, I do believe & adhere to the concept that the circuit must provide as close to equal voltage gain across the 30Hz-20KHz frequency range. (And supposedly this circuit does this within a +/- 1dB tolerance.)
But in terms of what is going to be actually demanded from the power supply? How big & how often? Well, if I know *this*, then assuming I have to decide where my finite power supply upgrade budget goes I can now make a more informed decision about where to properly allocate the funds: 33% batteries/66% capacitors, 50/50 split, or 66% batteries/33% caps?
Given the above, upon reflection I decided that last night I solved the power supply upgrade problem *before* understanding what demand(s) were going to be presented to it. Good news, I went on a read-about & came up with a detailed AES study on this very issue:
(Taken from this AES article -- a deep read!)
There is a *lot* of info in this one graph. This is good info for us, amp builders, people choosing speaker components, etc.
(See link above)
Personally, from a lifetime of listening to music, I know that while I enjoy a good 100-watt bass thump in the chest, (over & over)
10 watts of voice / lead guitar (in a small room) is right around the point where I start fishing for ear plugs, and 5 watts of power at 8 KHz & above will drive me out of the room immediately. For a bunch of reasons best left for another post elsewhere, with conventional loudspeakers it takes a lot of electrical watts to deliver any amount of bass acoustic watts. (Owners of properly set up K-horns excluded.) Even with (12) 12" servo-controlled woofers, Arnie Nudell had something like 2Kw of power on hand in order to deliver his goal of the sonic power of a full 96-member orchestra with his IRS-V. (!)
Meanwhile, due to the size of the transducers vs. the wavelengths being generated, midrange & tweeters are much more efficient at turning electric watts into acoustic watts....
...but I digress. My current understanding is that the battery/battery pack is going to provide the juice for the relatively long/loud bass & percussion, whereas C11 will support the immediate needs of all the low wattage/delicate high frequency details. (Thinking of all the magical air in the 'tizz' of a brushed cymbal or drumhead that is always among the first thing to get mangled by a brick-wall filter or lossy .mp3 file...or substandard power supply. :0(
****
I know it sounds strange, but just because we need to uniformly amplify (in the voltage domain) all the signals across the audio frequency spectrum, this doesn't mean that the actual watts of power demanded by typical 'popular music' are spread uniformly across the audio spectrum.
Quite the contrary.
Food for thought...and I'm done thinking about the power subsystem. On to more interesting stuff, promise! :0)
Cheers --
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