Class A bias, speaker sensitivity, watts...?


Hello

Please help me understand the relationship between Class A bias and wattage output. I recently bought a used Vincent Audio SV236MK used for a great price. The specs state 150 watts into 8 ohms, 250 into 4 ohms, and the first 10 watts being Class A @ 8 ohms.

My speakers are Sonus Faber Lumina II which are rated as 4 Ohm with 86db sensitivity. Everything is set up in my small cube shaped office. I used a DB meter on my iPhone and found that when I turn the volume up to what I consider to be "loud" the peak measurement I get is 80db and under.

 

Given the specs above, am I hearing mostly/all Class A watts while listening?

craigvmn

Yeah, you are still in class A. Unless you have really inefficiant speakers, or a very big room, most of us are only using a couple watts for normal listening. 

Around 80db at my listening spot is also around a watt. 10w is vibrating the house, 100+w is vibrating pictures off walls. 

It’s really easy for me to figure. My amps put out about 10 watts class A into 4 ohms. My speakers are rated at 91db at one meter and my listening position is 2.5 meters from my speakers and seeing as I rarely go past 75-80 dbs, I’m I’m class A most of the time.

@tomcy6

I’ll tell you what I think I know and someone can correct me. Class A watts approximately halve from 8 ohms into 4 ohms, so you have between 5 and 10 watts of class A power.

You invited a correction, so here goes.  (If you were talking about the point where a class AB amplifier starts to move from class A to class B and starts to exhibit cross-over distortion, forgive me!)

Most amplifiers provide voltage gain - the output voltage should be a multiple of the input voltage. When the amplifier is connected to a speaker, current flows which makes the amplifier work harder to keep the voltage the right multiple.

The amount of current flow depends on the impedance of the speaker. It turns out that the amount of power required doubles every time the impedance is halved. For example, my venerable Class A Krell KSA-80 is rated at 80-Watts into 8-Ohms, 160-Watts into 4-Ohms and 320-Watts into 2-Ohms.

Marketers sometimes use this to misinform, by publishing an amplifier’s power into 6-Ohms, or even 4-Ohms. The latter doubles the boast!

Almost all speakers have different impendences at different frequencies, and many have big dips at crossover frequencies where two drivers have to work in parallel. That’s where an amplifier with big current reserves scores. A quick way to check an amplifier’s current reserves is to compare its power into 8- and 4-Ohms. Ideally it will double, but rarely does

@richardbrand

Yes, I agree with what you’re saying.  I was trying to address a different matter.

I was told by an amp manufacturer whom I called (don’t remember which one) that the class A watts are specified at 8 ohms and would approximately halve into 4 ohms. In my case it was 25 watts in class A into 8 ohms, but that dropped to 15 watts in class A into 4 ohms. I assumed other amps operated the same in that matter. Is that your understanding?

@tomcy6

Not my understanding at all! The relationship that requires double the power when impedance is halved applies to all amplifiers of all classes.

Solid state amplifiers exhibit an anomaly at the crossover point from +ve to -ve output voltage. Class A amplifiers avoid this anomaly by keeping entirely on one side of it, let’s say the +ve side. To do this, the input voltage is DC offset (biased) to ensure the output never goes -ve.

There are a couple of consequences - a lot of output power is wasted as heat, and the input power consumed is constant whatever the audio output power. My Krell consumes about 700-Watts all the time and has huge fins to get rid of the excess heat.

A class AB amplifier on the other hand does allow the output to go -ve, at a point determined by the bias voltage applied. The idea is that the cross-over anomaly occurs when there is some musical content, and won’t be as obvious as when playing near silence.

Your amplifier manufacturer may be saying that his class AB amplifiers go into the crossover zone at much lower power when feeding 4-Ohms, compared with 8-Ohms. In this case, class A power would be defined as the most power the amplifier can deliver before reaching the crossover zone.

Seems to me that his AB amplifiers do not really have enough current delivery capacity in reserve, at least on paper! It would be interesting to ask what AB power they can deliver into 8-Ohms, and into 4-Ohms. Ideally it would be double, even if the pure class A numbers take a nosedive