For a load impedance that is essentially resistive (as is the case with the LRS, per John Atkinson’s measurements in Stereophile) the amount of power that is delivered equals voltage x current.
So for a given load impedance power (watts) and current (amperes) are directly proportional. (Or to be more precise, power is proportional to current squared, since voltage is also proportional to current). And given that relation together with the fact that per Ohm’s Law current equals voltage divided by resistance, it follows that providing a given amount of power into low impedances requires more current and less voltage than providing the same amount of power into high impedances.
JA characterized the speaker’s impedance as averaging about 3.33 ohms. I assume your amp provides a 4 ohm tap, which should be a reasonable match, that would allow the amp to come reasonably close to being able to provide 36 watts into this speaker. But the potential issue would be the maximum volume 36 watts could generate with this speaker, given its very low sensitivity. JA’s measurements indicate the speaker’s sensitivity as being 80.1 db/2.83 volts/1 meter, which given its 3.33 ohm average impedance corresponds to about 76.3 db/1 watt/1 meter.
Providing 36 watts into a pair of planar speakers each capable of producing 76.3 db at 1 meter in response to an input of 1 watt will result in a sound pressure level (SPL) at a distance of say 10 feet of approximately 90 db. That is enough for some listeners with many or most or all of their recordings, but is certainly not enough for many and I suspect most others.
So as is usual in audio, it depends :-)
Happy holidays! Regards,
-- Al
So for a given load impedance power (watts) and current (amperes) are directly proportional. (Or to be more precise, power is proportional to current squared, since voltage is also proportional to current). And given that relation together with the fact that per Ohm’s Law current equals voltage divided by resistance, it follows that providing a given amount of power into low impedances requires more current and less voltage than providing the same amount of power into high impedances.
JA characterized the speaker’s impedance as averaging about 3.33 ohms. I assume your amp provides a 4 ohm tap, which should be a reasonable match, that would allow the amp to come reasonably close to being able to provide 36 watts into this speaker. But the potential issue would be the maximum volume 36 watts could generate with this speaker, given its very low sensitivity. JA’s measurements indicate the speaker’s sensitivity as being 80.1 db/2.83 volts/1 meter, which given its 3.33 ohm average impedance corresponds to about 76.3 db/1 watt/1 meter.
Providing 36 watts into a pair of planar speakers each capable of producing 76.3 db at 1 meter in response to an input of 1 watt will result in a sound pressure level (SPL) at a distance of say 10 feet of approximately 90 db. That is enough for some listeners with many or most or all of their recordings, but is certainly not enough for many and I suspect most others.
So as is usual in audio, it depends :-)
Happy holidays! Regards,
-- Al