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RLS
 
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Default Using a surround receiver for tri-amping?

Is it possible to use a modern 6.1 or 7.1 home-cinema receiver for
tri-amping a classical stereo setup?

(I have never owned such a receiver, so I am just speculating)

I realize I may need to hook in an outside 3 way crossover.

If the answer is receiver-dependent, I am thinking of using a Yamaha
RX-V750 (not yet purchased). Any suggestions?

  #2   Report Post  
Arny Krueger
 
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"RLS" wrote in message



Is it possible to use a modern 6.1 or 7.1 home-cinema receiver for
tri-amping a classical stereo setup?


Some yes, some no. The lower-priced ones generally lack 5, 6, or 7 channel
analog inputs.

I realize I may need to hook in an outside 3 way crossover.


The obvious choice for that would be the Behringer DCX-2496 ULTRA-DRIVE PRO

If the answer is receiver-dependent, I am thinking of using a Yamaha
RX-V750 (not yet purchased). Any suggestions?


Look for those analog inputs! A picture of the back panel may clarify the
situation.


  #3   Report Post  
William Sommerwerck
 
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In addition to what AK said...

Most multichannel amps have identically powered channels. But you should check
the spec sheet closely to see if there's any difference.

For example, if you think you need, oh, 100 watts to drive the woofer, and the
amp has only one 100W output, then you'll need to look elsewhere.

Oh, yes, another thing (mimicking Peter Falk)... If you intend to use the
subwoofer channel, make sure that it doesn't have a crossover of its own, or if
it does, that it can be switched off, or set to a much higher frequency than you
intend to use.

  #4   Report Post  
Scott Dorsey
 
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RLS wrote:
Is it possible to use a modern 6.1 or 7.1 home-cinema receiver for
tri-amping a classical stereo setup?

(I have never owned such a receiver, so I am just speculating)

I realize I may need to hook in an outside 3 way crossover.

If the answer is receiver-dependent, I am thinking of using a Yamaha
RX-V750 (not yet purchased). Any suggestions?


Probably not without surgery. But there are some multichannel _amplifiers_
that are made for the home theatre market that you might look into. Parasound
makes a decent one. You add a preamp and a crossover and you are good to go.
--scott

--
"C'est un Nagra. C'est suisse, et tres, tres precis."
  #5   Report Post  
RLS
 
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I agree that the idea is messy. Amy Krueger (above) says it is
possible with some receivers.

If money was no object, I wouldn't try this gymnastics.

The probleme is that the [preamp + tuner + Parasound amp] solution is
at least 2 or 3 times the price of a "decent" mass-market home theatre
receiver.

In France, where I live, the price differential is even more dramatic.
(You wouldn't want to transport a power amp back and forth across the
Atlantic, for service - say)

--ramez
===============================================
On 28 Jun 2004 09:19:13 -0400, (Scott Dorsey) wrote:

If the answer is receiver-dependent, I am thinking of using a Yamaha
RX-V750 (not yet purchased). Any suggestions?


Probably not without surgery. But there are some multichannel _amplifiers_
that are made for the home theatre market that you might look into. Parasound
makes a decent one. You add a preamp and a crossover and you are good to go.
--scott




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Scott Dorsey
 
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RLS wrote:
I agree that the idea is messy. Amy Krueger (above) says it is
possible with some receivers.

If money was no object, I wouldn't try this gymnastics.

The probleme is that the [preamp + tuner + Parasound amp] solution is
at least 2 or 3 times the price of a "decent" mass-market home theatre
receiver.


Yes, but it doesn't sound like crap. You just cannot believe how awful
most of the mass-market home theatre gear is.

In France, where I live, the price differential is even more dramatic.
(You wouldn't want to transport a power amp back and forth across the
Atlantic, for service - say)


So look at used amplifiers out there. Start out with two channels, then
add on. The cost of a good crossover is going to cost you as much as the
amps in some cases, anyway.
--scott
--
"C'est un Nagra. C'est suisse, et tres, tres precis."
  #13   Report Post  
Rui Pedro Mendes Salgueiro
 
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Arny Krueger wrote:
"RLS" wrote in message

Is it possible to use a modern 6.1 or 7.1 home-cinema receiver for
tri-amping a classical stereo setup?


Some yes, some no. The lower-priced ones generally lack 5, 6, or
7 channel analog inputs.


In the case of Yamaha, even the RX-V450 (current low end model,
I think) has 5.1 inputs (why not 6.1, since it is a 6.1 amplifier
with 6.1 outputs ?). But for tri-amping only the RX-V650 and
RX-V750 have enough channels (actually they have 7.1). The older
models (RX-V640 and RX-V740) also only have 5.1 input.

I realize I may need to hook in an outside 3 way crossover.

The obvious choice for that would be the Behringer DCX-2496 ULTRA-DRIVE PRO


One interesting thing (but I don't know if it would work) would
be to use a crossover with digital input and output. I think the
amplifier accepts multichannel PCM (since the DVD-video standard
includes that). Anyone knows if such a crossover exists ? The
Behringer DCX-2496 Ultra-Drive Pro seems to have one digital
input but only analogue outputs:

http://media.samedaymusic.com/media/...ed78c46ea6.pdf

If the answer is receiver-dependent, I am thinking of using a Yamaha
RX-V750 (not yet purchased). Any suggestions?


Look for those analog inputs! A picture of the back panel may
clarify the situation.


http://www.yamaha.com/yec/products/RECEIVER/RX-V750.htm
http://www.yamaha.com/yec/customer/manuals/RX_V750_.PDF

analogue inputs (7.1)
http://www.yamaha.com/yec/images/rxv750_1.gif
pre-out (7.1)
http://www.yamaha.com/yec/images/rxv750_4.gif

About the power: all these Yamaha models have equal power for the
6 or 7 channels (7 * 100 W in the case of the RX-V750). But if you
look at the specifications in the manual, it says:

Power Consumption [U.S.A. and Canada models] .......400 W/500 VA

So it can't send 100 W to all 7 channels simultaneously. But for
tri-amping, that sould not be a problem. Assuming 100 W for each
woofer, 10 W for each tweeter, that would leave 180 W for the 2
mid drivers and the amplifier itself. Of course amplifiers are
far from 100% efficient, so these values will be lower in practice.

--
http://www.mat.uc.pt/~rps/

..pt is Portugal| `Whom the gods love die young'-Menander (342-292 BC)
Europe | Villeneuve 50-82, Toivonen 56-86, Senna 60-94
  #14   Report Post  
Arny Krueger
 
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"Rui Pedro Mendes Salgueiro" wrote in message


About the power: all these Yamaha models have equal power for the
6 or 7 channels (7 * 100 W in the case of the RX-V750). But if you
look at the specifications in the manual, it says:


Power Consumption [U.S.A. and Canada models] .......400 W/500 VA


So it can't send 100 W to all 7 channels simultaneously.


Not necessarily. The name-plate power consumption of audio gear is not based
on all channels running full output at the same time. This has been
discussed in various audio groups in the past, but I can't remember the
precise spec. I think UL bases their power spec on something like all
channels at something like 10 to 15% output.

Also, when amplifiers are playing music, it is virtually impossible for them
to be required to produce signals with more than about 10-13 % of their
equivalent maximum sine wave power at clipping. This is because music is as
a rule not composed of a single pure tone. Even a single sustained bass
note has substantial harmonic content, which vastly reduces its RMS power.

Loudspeakers also have average impedances that generally are far greater
than their rated impedance. A speaker might bottom out at rated impedance or
slightly below over a few narrow bands, but when operated with music, there
considerable energy at other frequencies.


  #15   Report Post  
William Sommerwerck
 
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Not necessarily. The name-plate power consumption of audio gear is
not based on all channels running full output at the same time. This
has been discussed in various audio groups in the past, but I can't
remember the precise spec. I think UL bases their power spec on
something like all channels at something like 10 to 15% output.


Also, when amplifiers are playing music, it is virtually impossible for
them to be required to produce signals with more than about 10-13%
of their equivalent maximum sine wave power at clipping. This is
because music is as a rule not composed of a single pure tone. Even
a single sustained bass note has substantial harmonic content, which
vastly reduces its RMS power.


Loudspeakers also have average impedances that generally are far
greater than their rated impedance. A speaker might bottom out at rated
impedance or slightly below over a few narrow bands, but when operated
with music, there considerable energy at other frequencies.


Arny, your overall explanation is correct, but I'm surprised at some of the
errors in the details.

First (and least-important), there is no such thing as RMS power. It can be
mathematically defined, but it has no practical meaning. RMS applies only to
current or voltage. When talking about the sine-wave output of an amplifier, the
correct term is continuous average power.

Adding harmonics to a sine wave does not decrease the waveform's average power
level -- it increases it. (Obviously.) What you're talking about is crest
factor. With respect to power, a sine wave has a crest factor of 3dB -- its peak
power is twice its average power. Added harmonics generally increase the
peak-to-average ratio. * I haven't made a systematic study of crest factor, but
I've measured values of 16dB for a trumpet and piano. Most instruments have
lower crest factors.

A heavily compressed recording can have a very low crest factor, regardless of
its harmonic content. In such cases it is theoretically possible for all the
channels of an amplifier to be simultaneously driven to near-clipping _and_ full
power.

By definition, the "average" impedance of a driver cannot be "far higher" than
its rated impedance, unless the speaker has a severe impedance dip over a narrow
frequency range and the manufacturer is conservatively stating that value. In
which case, we aren't talking about "average" impedance. (There have been such
speakers, some of the Dayton-Wright electrostatics having impedances that range
from 2 ohms to over 150 ohms being good examples. **)

Intelligent speaker designers (no offense to Mr. Wright, whom I used to know)
try to keep the impedance constant. The tendency is to state the lowest value,
rather than the average, so that the customer won't use an amplifier that can't
pump enough current.

I should also point out that, although many speakers show an impedance rise near
bass resonance, and this rise means that less power is delivered to the driver,
the resonance offsets the loss and acoustic output remains constant.

* That's generally. A square wave -- which comprises a fundamental and all its
odd-order harmonics -- has a crest factor of 0dB.

** When I worked at retail, we had an FM Acoustics amp and Dayton-Wright XG
electrostatics on display. The amp could not drive the upper-midrange impedance
dip of the D-W's -- you could hear it "current clip" at even moderately loud
levels.



  #16   Report Post  
Arny Krueger
 
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"William Sommerwerck" wrote in message


Not necessarily. The name-plate power consumption of audio gear is
not based on all channels running full output at the same time. This
has been discussed in various audio groups in the past, but I can't
remember the precise spec. I think UL bases their power spec on
something like all channels at something like 10 to 15% output.


Also, when amplifiers are playing music, it is virtually impossible
for them to be required to produce signals with more than about
10-13% of their equivalent maximum sine wave power at clipping. This
is because music is as a rule not composed of a single pure tone.
Even a single sustained bass note has substantial harmonic content,
which vastly reduces its RMS power.


Loudspeakers also have average impedances that generally are far
greater than their rated impedance. A speaker might bottom out at
rated impedance or slightly below over a few narrow bands, but when
operated with music, there considerable energy at other frequencies.


Arny, your overall explanation is correct, but I'm surprised at some
of the errors in the details.


First (and least-important), there is no such thing as RMS power. It
can be mathematically defined, but it has no practical meaning.


Sure it does. The idea of RMS power is that it is an amount of power that
provides heating equivalent to some amount of DC power.

RMS applies only to current or voltage. When talking about the sine-wave
output of an amplifier, the correct term is continuous average power.


Apply a current or voltage to a more-or-less ideal resistor. The heating of
that resistor will be the same as an equvalent amount of DC current or
voltage. That's the basic idea of RMS. Tesla and Westinghouse needed some
way to explain the practical utility of AC power to a world that was weaned
on Edison's DC power. It's my understanding that we owe Tesla for RMS.

Adding harmonics to a sine wave does not decrease the waveform's
average power level -- it increases it. (Obviously.)


Right, but the harmonics also affect the peak voltage. Peak voltages and/or
currents generally set the undistorted operational limits of a power amp.
Here's a practical exercise whose results you will shortly comment on,
whether you meant to or not:

(1) Find a segment of any real wolrd musical passage.
(2) Measure its peak amplitude
(3) Measure its ability to heat an ideal resistor.

Compare music's ability to heat resistors (or power transformers, or heat
sinks) with that of a sine wave with the same peak amplitude. The music will
always be 8 dB or more weaker than the sine wave.

There's at least one DAW program that facilitates this - I'm thinking of
Audition/CE. Its statistics analysis facility works this all out for you
each and every time you use it.

What you're talking about is crest factor.


Yes, that's one way to look at the problem.

With respect to power, a sine wave has
a crest factor of 3dB -- its peak power is twice its average power.
Added harmonics generally increase the peak-to-average ratio. * I
haven't made a systematic study of crest factor, but I've measured
values of 16dB for a trumpet and piano. Most instruments have lower
crest factors.


Agreed and agreed. But there is a floor to crest factors for real-world
instruments and real-world music. Its someplace around 8 dB.

A heavily compressed recording can have a very low crest factor,
regardless of its harmonic content.


Agreed and agreed. But there is a floor to crest factors for real-world
music even when heavily compressed. Its someplace around 8 dB.

This same basic problem is of great interest to people who build power amps
for cell tower transmitters. They end up having to overbuild the
transmitters in terms of peak power handling ability, because they amplify
very complex signals. There's a bunch of papers about the power content of
multitones. Their final conclusions won't surprise anybody with real world
experience with the details of power and signal levels inside an audio amp.

In such cases it is theoretically
possible for all the channels of an amplifier to be simultaneously
driven to near-clipping _and_ full power.


Well, theoretically, but back in the real world. There are some pathological
theoretical cases that the real world seems to shield us from. One of them
is *musc* that is really a single fundamental square wave, which you allude
to later on. This has even a worse crest factor than a sine wave. However,
there is very little if any real-world music that is this way.

By definition, the "average" impedance of a driver cannot be "far
higher" than its rated impedance, unless the speaker has a severe
impedance dip over a narrow frequency range and the manufacturer is
conservatively stating that value.


In fact most drivers do have what might be called severe impedance dips.
It's not the least bit unusual to find a speaker that is rated at 4 ohms,
and dips down to 3 ohms at one or two frequencies. I even own a few
examples, one of which is a KEF Q-15. It's peak impedance is at least 30
ohms, so its proper to say that it "...has a severe impedance dip over a
narrow frequency range and the manufacturer is
conservatively stating that value".


In which case, we aren't talking
about "average" impedance. (There have been such speakers, some of
the Dayton-Wright electrostatics having impedances that range from 2
ohms to over 150 ohms being good examples. **)


I did a fairly thorough job of working over a fairly large database of
impedance curves before I formulated the impedance curve for my amplifier
speaker simulator, as described in detail at http://www.pcavtech.com/pwramp/
.. That one peaks out at close to 60 ohms with minimums just over 3 ohms.

Intelligent speaker designers (no offense to Mr. Wright, whom I used
to know) try to keep the impedance constant. The tendency is to state
the lowest value, rather than the average, so that the customer won't
use an amplifier that can't pump enough current.


In fact it's pretty easy to keep speaker impedance fairly constant. For
example, just take a Q15 and shunt it with a 16 ohm resistor. Voila, the
nasty-looking high peaks are gone, and minimum impedance has only dropped a
little.



  #17   Report Post  
William Sommerwerck
 
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First (and least-important), there is no such thing as RMS power.
It can be mathematically defined, but it has no practical meaning.


Sure it does. The idea of RMS power is that it is an amount of power
that provides heating equivalent to some amount of DC power.


Oh, I _got_ you Arny! Wrong, wrong, wrong, wrong, wrong.

RMS AC voltage is the voltage that would produce the heating effect in a
resistor as the same DC voltage. So, for example, a sine wave with 1.414 peak
volts has an RMS voltage of 1.0 volts. It would heat a resistor to the same
average power dissipation as 1.0 volts DC.


Compare music's ability to heat resistors (or power transformers, or heat
sinks) with that of a sine wave with the same peak amplitude. The music
will always be 8 dB or more weaker than the sine wave.


That's correct -- but it's not what you said.


Well, theoretically, but back in the real world. There are some pathological
theoretical cases that the real world seems to shield us from. One of them
is *musc* that is really a single fundamental square wave, which you allude
to later on. This has even a worse crest factor than a sine wave. However,
there is very little if any real-world music that is this way.


No, square waves have a lower crest factor than sine waves. But running a power
amp near clipping with a square wave demands at least twice as much of the amp
as does running a sine wave.

Given the extreme compression of some recordings (which has been discussed
here), it looks like recording engineers are increasingly producing recordings
that approximate square waves. grin

  #18   Report Post  
Chris Hornbeck
 
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On Thu, 1 Jul 2004 12:35:35 -0400, "Arny Krueger"
wrote:

"William Sommerwerck" wrote in message


By definition, the "average" impedance of a driver cannot be "far
higher" than its rated impedance, unless the speaker has a severe
impedance dip over a narrow frequency range and the manufacturer is
conservatively stating that value.


In fact most drivers do have what might be called severe impedance dips.


From the standpoint of amplifier dissipation, two more issues intrude,
One is that the imaginary/reactive portion of the load is *all*
reflected, and must be dissipated in the amplifier.

The other is that maximum internal dissipation with conventional
audio amplifiers, which operate in class B for thermal purposes,
occurs at lower than full output with sine waves. Somewhere around
1/3 or so, IIRC.

Chris Hornbeck
  #19   Report Post  
Arny Krueger
 
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"Chris Hornbeck" wrote in message

On Thu, 1 Jul 2004 12:35:35 -0400, "Arny Krueger"
wrote:

"William Sommerwerck" wrote in message


By definition, the "average" impedance of a driver cannot be "far
higher" than its rated impedance, unless the speaker has a severe
impedance dip over a narrow frequency range and the manufacturer is
conservatively stating that value.


In fact most drivers do have what might be called severe impedance
dips.


From the standpoint of amplifier dissipation, two more issues intrude,
One is that the imaginary/reactive portion of the load is *all*
reflected, and must be dissipated in the amplifier.


Kinda depends on how and where you look at it.

It's not unusual for a speaker to have high reactance and high impedance in
a given range of frequencies. In this case very little power is exchanged
between the amplifier and the load. While the reactance is great, it
generally isn't a troublesome load. There's not a lot of current associated
with the "action".

It is more unusual for a speaker to have low impedance and high reactance in
a given range of frequencies, but it definately does happen. There will be
quite a bit of current involved with the "action". The active devices may
run hotter, but the power supply probably won't be under a lot of stress,
because the net energy output is not that great. This kind of operation
tends to maximize the possibility of secondary breakdown in the output
transistors. For that reason, it will also tend to activate any protective
devices, if the output stage lacks the needed ability to handle this kind of
load.

When I was designing my speaker simulator, I studied this mode of operation
more than any other, and tried to come up with an electrical network that
was a reasonable worst case simulation of a speaker that was agressively
designed on this count.

The other is that maximum internal dissipation with conventional
audio amplifiers, which operate in class B for thermal purposes,
occurs at lower than full output with sine waves. Somewhere around
1/3 or so, IIRC.


Agreed.



  #20   Report Post  
William Sommerwerck
 
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The other is that maximum internal dissipation with conventional
audio amplifiers, which operate in class B for thermal purposes,
occurs at lower than full output with sine waves. Somewhere around
1/3 or so, IIRC.


The FTC standards require pre-conditioning at 1/3 rated power. This is about the
worst-possible operating condition, and as it's about 5dB below full output, it
bears little relationship to real-world operating conditions.



  #21   Report Post  
Peter Larsen
 
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RLS wrote:

Is it possible to use a modern 6.1 or 7.1 home-cinema receiver for
tri-amping a classical stereo setup?


Depends, if it has direct power amp inputs: in theory yes.

(I have never owned such a receiver, so I am just speculating)

I realize I may need to hook in an outside 3 way crossover.

If the answer is receiver-dependent, I am thinking of using a Yamaha
RX-V750 (not yet purchased). Any suggestions?


Look for a multichannel poweramp, normally I use a NAD 906 for my small
monitors, but it is currently off sick: the treble channel pair suddenly
ran very hot. And yes, you will need a cross-over. DIY or Behringer
comes to mind, there are others, dunno if NAD still makes 6 channel
amps, Rotel used to have something similar, go Google.


Kind regards

Peter Larsen


--
*******************************************
* My site is at: http://www.muyiovatki.dk *
*******************************************
  #22   Report Post  
Peter Larsen
 
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Arny Krueger wrote:

Look for those analog inputs! A picture of the back panel
may clarify the situation.


And DO compare the power specs with the electrical specs, I have seen
somebody incorrectly choose a surround receiver for use as a
multichannel poweramp. They thought it had 6 X 130 watts, it has 6 amps
that can deliver 130 watts with two channels driven and a max power
consumption of 550 watts, i.e. no more than some 65 watts pr channel all
channels driven. Such a limitation may matter less for running a
multiway speaker system and less even if a separate subwoofer amp is
deployed.


Kind regards

Peter Larsen

--
*******************************************
* My site is at: http://www.muyiovatki.dk *
*******************************************
  #23   Report Post  
William Sommerwerck
 
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And DO compare the power specs with the electrical specs, I have seen
somebody incorrectly choose a surround receiver for use as a
multichannel poweramp. They thought it had 6 X 130 watts, it has 6 amps
that can deliver 130 watts with two channels driven and a max power
consumption of 550 watts, i.e. no more than some 65 watts pr channel
all channels driven.


Good point. However, surround sound simply tends to sound louder than stereo.
You can "get away" with 3dB to 6dB less power per cannel. Of course, if you
still play stereo recordings with no multi-channel enhancement, that won't do
you any good.

  #24   Report Post  
Peter Larsen
 
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William Sommerwerck wrote:

And DO compare the power specs with the electrical specs,
I have seen somebody incorrectly choose a surround receiver
for use as a multichannel poweramp. They thought it had
6 X 130 watts, it has 6 amps that can deliver 130 watts with
two channels driven and a max power consumption of 550 watts,
i.e. no more than some 65 watts pr channel all channels driven.


Good point. However, surround sound simply tends to sound louder than stereo.
You can "get away" with 3dB to 6dB less power per cannel. Of course, if you
still play stereo recordings with no multi-channel enhancement, that won't do
you any good.


It is in fact a wise design for surround all things considered, which is
why I omit the make and model in this context. What is not wise is to
want to use that receiver to amplify announcers vox on a grassy meadow
using 6 ground located rock look-alike "blending in" loudspeakers, in
the context a visually good idea, with an 89 dB sensitivity .... a Crown
XLS 402 and 6 times something with 99 dB sensitivy makes more sense for
that purpose I reckon ...


Kind regards

Peter Larsen

--
*******************************************
* My site is at: http://www.muyiovatki.dk *
*******************************************
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