This doesn't mean that power output is "unknowable" as HotBlue has "accused" me of advocating; but that stated wattage is not an absolute in itself, and needs to be knowledgeably interpreted in terms of how the test was done.
"Uknowable" was just a running joke. Speaking plainly, I meant that you were taking a very simple, objective issue (measure volts across a resistance load to compute actual output power) and complicating it with extra factors until it became complex and subjective. The hope was we could agree on the simple, then build outward with an awareness of added real-world complications.
Yes, different test conditions will produce different results. E.g., the Stromberg Carlson 1100 APH manual (100W mono bloc PA power amp) states that the amp produces 100W @ 5% Harmonic Distortion; 80W @ 2% Harmonic Distortion ... But it doesn't state specific test conditions ...[/font]
Sure they do.
"100W @ 5% Harmonic Distortion; 80W @ 2% Harmonic Distortion" There is an implied, "with rated load attach to the output transformer secondary." In a testing environment, that's very likely to be a resistance load (we can debate whether this is a fact, but show me a test lab measuring power amplifiers which doesn't do it).
We've said this another way several times in this thread. If you had a distortion meter attached to monitor the output, and THD was measured as 0.000000001%, you will measure one level of power output. If you increase the driving signal to the amp until 2% THD is measured at the output, you will also measure higher Volts RMS across the load resistor, and have "more power output." Increase drive signal again until 5% THD is measured across the load resistor, and measured Volts RMS and output power are again increased.
This increasing-power effect of a distorted signal runs into a limit where RMS power is double the RMS power of a clean sine output; this is the same as the RMS power of a square-wave, where RMS and peak power are the same. A
square wave is an infinite series of odd-harmonic sine waves added to a fundamental sine wave. While testing amps with a square wave has many uses, a sine wave consisting of only a single frequency is typically used for power tests because the results could be gimmicked when multiple tones are present (meaning, presence of distortion & artificially-high power measurements are harder to detect).
So Stromberg was very straightforward in their power rating: "this amp is 80w if you need 2% THD, but 100w if 5% THD is acceptable." 5% THD was once set forth as an amount that was minimally-audible and a benchmark for "Hi-Fi" performance.
In the flyer 2deaf posted, Stromberg implies the AU-33 will output 25w, at 5% THD over a bandwidth of 50Hz - 10kHz.
There was a game some transformer and hi-fi makers played with
bandwidth numbers at one time. A transformer's power through-put tends to be pyramid-shaped: if you reduce the power applied below the transformer's rated power output, parasitic losses are reduced and the transformer appears to reach both lower and higher frequencies. So a transformer maker could spec a part as "50w output power" and "20Hz to 50kHz" but not tell you the frequency range quoted was measured for 1w of through-put. Then when you apply a full 50w, you get something more like 100Hz-10kHz.
Hammond is very proud of their full-power bandwidth specs, so when they say "30Hz to 30kHz" they mean at the full rated power of the part. You could really pass more power through one of their transformers if you're willing to forgo full power, as low.
But the point I tried to make repeatedly is that these are all side-issues if the question is "how do I measure the amp in front of me." The answer still remains, "attach a resistor as a load, inject a test signal, measure volts across the resistor, mathematically convert to power output."
If you have the ability to measure or delineate distortion, then add to the procedure, "... at ___ measured % THD."
If bandwidth/frequency response is desired information, then add to the procedure, "... tested at W, X, Y, Z frequency, or over X-Y frequency range."
In reality, the low end of response is going to be set largely by the value of the coupling caps used, followed after by the capabilities of the output transformer. The upper end of frequency response is going to be set by any shunt capacitances used (e.g., plate load bypass caps, "enhance caps," etc), followed after by the parasitic characteristics of the output transformer. All of the above
might be modified by the use of negative feedback around the output transformer & output stage, to widen frequency response to a limit.