Measurements of 6m zip-cord speaker cable in frequency and time domain
A controversial theme and I would like to contribute with facts only. I have made measurements on my 6m 2x4mm2 speaker cable and wanted to show the effect of the cable in isolation, however with the cable connected in the real audio chain as used in my listening room. The test schematics is as follows:
V1 is either a notebook with soundcard to generate sine sweep or an analog square generator GAG-810, depending on measurement of frequency response or square wave response. A and B are measuring points, A is behind the cable at speaker terminals and B is at amplifier output before the cable. R1 is a 47 ohm / 10W terminating resistor that I routinely use connected at speaker terminals. This resistor prevents from HF cable reflections and considerably reduces RFI induced voltage into the cable. SP1 is the CNO-T25 speaker built according to Troels Gravesen project
http://www.troelsgravesen.dk/CNO-T25.htm
The impedance plot looks like this:
X2 is my class AB 2x250W amplifier
https://www.audiosciencereview.com/...on-blameless-topology-and-measurements.21542/
1. Measuring cable effect on frequency response
This is IMO the most important measurement. The system is driven with a sine sweep and frequency responses at points A and B are measured. The ratio A/B is then plotted and it shows frequency response of the cable itself when loaded with the real speaker used. This is the result with my cable and speaker:
We may see the effect of finite resistance at low frequencies and the effect of cable inductance as a HF roll-off above 5kHz. Overall, the deviation is below 0.15 dB. V(A)/V(B) = Zsp/(Zsp + Zcab), Zsp is speaker complex impedance and Zcab is cable complex impedance.
2. Measuring cable effect on square wave transfer
The setup was driven by square waves with 1kHz and 10kHz repetition frequencies. Again, responses at points A and B were measured, with an oscilloscope with 10Mohm probe and the oscilloscope was supplied from 1:1 isolation transformer to eliminate measuring ground loops that would devalue the measurements.
This is the 1kHz square wave response at amplifier output, point B, before the speaker cable
This is the 1kHz square response at point A behind the speaker cable
This is the 10kHz square wave response at amplifier output, point B, before the speaker cable
This is the 10kHz square response at point A behind the speaker cable
Conclusion
We can see some modulation of frequency response due to the cable itself that is a result of ratio of cable complex impedance to speaker complex impedance, V(A)/V(B) = Zsp/(Zsp + Zcab), Zsp is speaker complex impedance and Zcab is cable complex impedance. This would be reduced if shorter cable was used.
In time domain, comparing square wave responses before and behind the cable we can see very small, almost negligible differences. I have to remind to the terminating 47 ohm resistor used. The result in time domain seems to be in contrast with observations described in
https://www.eetimes.com/loudspeakers-effects-of-amplifiers-and-cables-part-5/?page_number=2#
A controversial theme and I would like to contribute with facts only. I have made measurements on my 6m 2x4mm2 speaker cable and wanted to show the effect of the cable in isolation, however with the cable connected in the real audio chain as used in my listening room. The test schematics is as follows:
V1 is either a notebook with soundcard to generate sine sweep or an analog square generator GAG-810, depending on measurement of frequency response or square wave response. A and B are measuring points, A is behind the cable at speaker terminals and B is at amplifier output before the cable. R1 is a 47 ohm / 10W terminating resistor that I routinely use connected at speaker terminals. This resistor prevents from HF cable reflections and considerably reduces RFI induced voltage into the cable. SP1 is the CNO-T25 speaker built according to Troels Gravesen project
http://www.troelsgravesen.dk/CNO-T25.htm
The impedance plot looks like this:
X2 is my class AB 2x250W amplifier
https://www.audiosciencereview.com/...on-blameless-topology-and-measurements.21542/
1. Measuring cable effect on frequency response
This is IMO the most important measurement. The system is driven with a sine sweep and frequency responses at points A and B are measured. The ratio A/B is then plotted and it shows frequency response of the cable itself when loaded with the real speaker used. This is the result with my cable and speaker:
We may see the effect of finite resistance at low frequencies and the effect of cable inductance as a HF roll-off above 5kHz. Overall, the deviation is below 0.15 dB. V(A)/V(B) = Zsp/(Zsp + Zcab), Zsp is speaker complex impedance and Zcab is cable complex impedance.
2. Measuring cable effect on square wave transfer
The setup was driven by square waves with 1kHz and 10kHz repetition frequencies. Again, responses at points A and B were measured, with an oscilloscope with 10Mohm probe and the oscilloscope was supplied from 1:1 isolation transformer to eliminate measuring ground loops that would devalue the measurements.
This is the 1kHz square wave response at amplifier output, point B, before the speaker cable
This is the 1kHz square response at point A behind the speaker cable
This is the 10kHz square wave response at amplifier output, point B, before the speaker cable
This is the 10kHz square response at point A behind the speaker cable
Conclusion
We can see some modulation of frequency response due to the cable itself that is a result of ratio of cable complex impedance to speaker complex impedance, V(A)/V(B) = Zsp/(Zsp + Zcab), Zsp is speaker complex impedance and Zcab is cable complex impedance. This would be reduced if shorter cable was used.
In time domain, comparing square wave responses before and behind the cable we can see very small, almost negligible differences. I have to remind to the terminating 47 ohm resistor used. The result in time domain seems to be in contrast with observations described in
https://www.eetimes.com/loudspeakers-effects-of-amplifiers-and-cables-part-5/?page_number=2#
Last edited: