RogersCompactMonitorFan
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- Mar 8, 2023
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Hello,
I've been reading the thread "JCMALLY JM20MAX Headphone Dongle Review" - https://www.audiosciencereview.com/...cally-jm20-max-headphone-dongle-review.62260/
The specs on the box state output power of 192mW into 32 ohms. I was curious - would it be feasible to use this as an audio amplifier to drive a speaker? Not a super loud party amplifier, but perhaps one for listening to music relatively quietly but at a very high quality?
My calculations suggest it could drive my speakers to produce an output level of 77.6dB at 1 meter. This sounds loud enough.
I saw reports on the thread of the unit running hot. Maybe it would need physical modifications/extra heatsinks.
Question: Have I gone horribly wrong in my calculations, am missing some real world amplifier design constraint (e.g. heat dissipation) - and is this a silly idea? Would it be worth purchasing one and soldering up a 3.5mm to banana plug speaker cable lead to try? It would be cool to have a high quality HiFi from nothing but a phone and a dongle. If not this dongle - perhaps there are others?
My calculations:
1) The rated power into 32ohms is 192mW. Find the supply voltage:
P=(V^2)/R
=> 192=(V^2)/32
=> V=sqrt(P/R)
=> V=sqrt(0.192/32)
So the supply voltage equals 2.45v. This is about half USB supply voltage, so sounds feasible.
2) Given a supply voltage what is the maximum output power?
Max power at 2.45v into 8 ohms:
P=(V^2)/R
= (2.45**2)/8
= 750mW
3) But is the power limited by the current supply?
The box says "Op-amp: SGM8262"
The data sheet: https://www.sg-micro.com/rect/assets/e637497c-405d-45a6-88dd-21c16c22188f/SGM8262-2.pdf says:
peak current into 1ohm at 2.25v is 200mA
Power=I^2*R
=0.2*0.2*8
=320mW
So I believe this amplifier will give 320mW into 8 ohms.
4) How loud is this power?
My Focal 906 speaker sensitivity is 89dB at 1W at 1m
Calculate the ratio in dB of 1W to 320mW
sensitivity_measured_at=1000
output_power=320
ratio=10*math.log(sensitivity_measured_at/output_power)
=10*math.log(1000/320)
=11.4 dB
sensitivity=89
output_level=sensitivity-ratio
=89-11.4
Sound output level will be 77.6 dB at 1 meter
I've been reading the thread "JCMALLY JM20MAX Headphone Dongle Review" - https://www.audiosciencereview.com/...cally-jm20-max-headphone-dongle-review.62260/
The specs on the box state output power of 192mW into 32 ohms. I was curious - would it be feasible to use this as an audio amplifier to drive a speaker? Not a super loud party amplifier, but perhaps one for listening to music relatively quietly but at a very high quality?
My calculations suggest it could drive my speakers to produce an output level of 77.6dB at 1 meter. This sounds loud enough.
I saw reports on the thread of the unit running hot. Maybe it would need physical modifications/extra heatsinks.
Question: Have I gone horribly wrong in my calculations, am missing some real world amplifier design constraint (e.g. heat dissipation) - and is this a silly idea? Would it be worth purchasing one and soldering up a 3.5mm to banana plug speaker cable lead to try? It would be cool to have a high quality HiFi from nothing but a phone and a dongle. If not this dongle - perhaps there are others?
My calculations:
1) The rated power into 32ohms is 192mW. Find the supply voltage:
P=(V^2)/R
=> 192=(V^2)/32
=> V=sqrt(P/R)
=> V=sqrt(0.192/32)
So the supply voltage equals 2.45v. This is about half USB supply voltage, so sounds feasible.
2) Given a supply voltage what is the maximum output power?
Max power at 2.45v into 8 ohms:
P=(V^2)/R
= (2.45**2)/8
= 750mW
3) But is the power limited by the current supply?
The box says "Op-amp: SGM8262"
The data sheet: https://www.sg-micro.com/rect/assets/e637497c-405d-45a6-88dd-21c16c22188f/SGM8262-2.pdf says:
peak current into 1ohm at 2.25v is 200mA
Power=I^2*R
=0.2*0.2*8
=320mW
So I believe this amplifier will give 320mW into 8 ohms.
4) How loud is this power?
My Focal 906 speaker sensitivity is 89dB at 1W at 1m
Calculate the ratio in dB of 1W to 320mW
sensitivity_measured_at=1000
output_power=320
ratio=10*math.log(sensitivity_measured_at/output_power)
=10*math.log(1000/320)
=11.4 dB
sensitivity=89
output_level=sensitivity-ratio
=89-11.4
Sound output level will be 77.6 dB at 1 meter