There will be no difference in REW measurements.Well, in my case REW was showing a pretty flat freq. response, but maybe I'll try sometimes to measure with 1.5mm2 cables instead of 4mm2.
So is the series resistance of the speaker cable here an argument in favor of locating the amps at or inside the speaker itself?
According to Benchmark's app. note the damping factor will suffer a lot when swapping 4mm2 speaker cables with 1.5mm2 ones, so why do you think REW will not capture any difference, please?There will be no difference in REW measurements.
Here's an example that may clarify the situation. 1.5 mm2 cables are about 15 AWG, while 4.0 mm2 cables are about 11 AWG. Assume further that we have a loudspeaker with nominal, minimum and maximum impedances of 8, 5, and 45 ohms. Next, assume a cable length of 3 metres (9.84 ft). If you have an amplifier with a damping factor of 50, then the Benchmark spreadsheet shows that the total frequency response error will be 0.28 dB for the 4.0 mm2 cable, increasing to 0.34 dB for the 1.5 mm2 cable. The difference between these two cables is only 0.06 dB. This small difference is highly unlikely to be audible (it's much less that 0.1 dB).According to Benchmark's app. note the damping factor will suffer a lot when swapping 4mm2 speaker cables with 1.5mm2 ones, so why do you think REW will not capture any difference, please?
Here's an example that may clarify the situation. 1.5 mm2 cables are about 15 AWG, while 4.0 mm2 cables are about 11 AWG. Assume further that we have a loudspeaker with nominal, minimum and maximum impedances of 8, 5, and 45 ohms. Next, assume a cable length of 3 metres (9.84 ft). If you have an amplifier with a damping factor of 50, then the Benchmark spreadsheet shows that the total frequency response error will be 0.28 dB for the 4.0 mm2 cable, increasing to 0.34 dB for the 1.5 mm2 cable. The difference between these two cables is only 0.06 dB. This small difference is highly unlikely to be audible (it's much less that 0.1 dB).
I get the point, makes lot of sense, thanks for the answer.
- If the dominant contribution to the output impedance seen by the speakers is the amplifier, then changing the cable won't help much.
Just to be clear: In the Benchmark's Excel spreadsheet the damping factor (i.e. amp output impedance) is a constant, variables (parameters) are cable resistance, minimum and maximum speaker impedance. So, you have to pick only the "240 damp. factor" row (your amplifier) and look for a voltage difference expressed in dB (last column). With your amp output impedance of 0.033333 ohm (240 damp. factor) and with 6 meters of 11 AWG cable and with 3-20 ohm speaker impedance variation, you have total difference of 0.2 dB. With the same amplifier (0.033333 ohm = 240 damp. factor) and with 6 meters of 16 AWG cable and with the same 3-20 ohm speaker, you have a total difference of 0.45 dB.Referring to Benchmark's examples provided: with 4mm2 cables, "the effective damping factor" is 171, while with 1.5mm2 (assuming 1.5mm2 cables resistance of 0.013 Ohms/meter) cables the damping factor will get as low as 80, so a variation of 0.5 dB.
I remember those.Except for a few special cases (like the old Kenwood Sigma-Drive and a couple of other amps) the cable's impedance is not in the amplifier's feedback loop and thus is not compensated.
I would imagine for several reasons:-I remember those.
Why is that not used anymore ?
Probably because it's easier and cheaper to just have the cable and amp impedance low enough ?
Was most likely another brilliant marketing idea.I would imagine for several reasons:-
1) It needs a third 'sensing' cable to the loudspeaker and all 'speaker cables are just two wires
2) If the sensing cable isn't connected or strapped at the amplifier, then it's much more difficult to make the amplifier unconditionally stable.
3) Lack of understanding of why it's being done.
4) Difficulty in inventing a convincing marketing story to justify the additional bother.
5) As mentioned above, the lack of any real benefit.
S.
First of all, just wanted to say I hugely appreciate what you are doing here @amirm!He is not the only one. I did that too. Indeed I built the same load he did and ran it on a few amps. Net result was that the frequency response variations were very small as to not be worth continuing to test with it. JA uses much magnified scale to show variations.