JML:
>Is it high-frequency hiss (which most people have assumed)
>or is it a low-frequency hum?
It's a hiss, not a hum, as implied by my use of the word
"hiss."
It's good, old fashioned white noise.
>You might have some noise passed along from the
>transformers used for your game setup.
No, because if the source were outside the TV, then the
noise would increase when I turn up the volume on the TV,
which it doesn't.
>You can try Radio Shack and bring it back if it doesn't
>work.
I know that an attenuator will work, there was never any
doubt about that.
>But do you get the noise just from the TV with nothing
>else connected but the headphones?
Yes.
>And I almost hate to ask, but is the TV's minijack mono or
>stereo?
Stereo, but I fail to the relevancy to the hiss problem.
slindeman:
>Well you can probably figure out my advice.
Perhaps some time in the future, but it's not worth it
right now. I have yet to encounter a hiss problem in any
of my own equipment that cannot be solved with a simple
attenuator.
pedxing:
>Many electronic products have a low line hiss that does
>not increase at all or very little when the overall volume
>is cranked up. I have encountered this problem with every
>single computer speaker I I have tried.
>Adding another amplifier right to the TV headphone jack
>will not solve the hiss problem. It will amplify the hiss
>itself too. A headphone amp may make the overall signal
>sound better with his headphone. To solve the base line
>hiss, an attenuator of some form is required.
My sincere thanks, pedxing, for being one of the few to
actually grasp the situation in 10,000 words or less.
slindeman:
>The whole point is to bypass the crappy headphone jack
>completely, be it the TV's, the portable CD player's, or
>the computer speaker's.
...which is impossible, because, as I already said, I am
using the internal tuner of the TV, and the line-out ports
are screwed up.
>Not sure why you would think I suggested amplifying the
>crappy hissy jack.
Because it's the only remaining way to get sound out of the
TV and into the headphones? Just a guess.
ponzio:
>Being an EE, I am familiar with the field of signal
>processing. I also believe that this "rule" is false.
In the general case, yes, you can find counterexamples.
For example, if the noise were a precise copy of a Barry
Manilow CD being mixed with the desired signal, then yes,
you could, with a pure copy of said CD, subtract that
component from the mix. But that's not my situation.
Also, if the noise were in frequency ranges outside those
of the signal, it could be removed by means of a band pass
filter. This, too, is not my situation.
Furthermore, if the noise were a repeating pattern, one
could average many copies of it, and extract a close match
to the noise, which could then be subtracted from the
signal. This is also not my situation.
My situation, as I have tried so many times to make clear,
is hiss. Hiss is white noise. White noise is
fundamentally unpredictable. It never repeats. No two
white noises are the name, unless one is a recording of the
other, and I'm fairly certain that my TV does not have a
recording of white noise in it, as that would have cost me
extra.
Now, in the specific case of the noise being WHITE noise,
and the signal being defined in a general sense, such that
you can not make any advance conclusions about the nature
of the signal today, then yes, my "rule" holds true. You
can apply all the digital signal processing you want, but
it's not going to help.
>Noise is removed (and thus S/N increased) from audio
>signals by communications equipment hundreds of trillions
>of times per second, every single day.
...but only by making assumptions about the content of the
noise, the signal, or both.
>I am unaware of any rule that says that unwanted portions
>of signals may not be identified and subtracted from
>signals.
Only in the specific case of a noise and/or signal with
predictable and distinct characteristics, which does not
apply here.
>When you know what your noise signal looks like, then you
>can subtract it.
Which would be great if it weren't for that darn
unpredictability.
>You have a constant hiss. This hiss could be analyzed,
>reproduced and subtracted from the original signal very
>effectively.
In truth, there is nothing constant about a constant hiss,
short of the annoyance factor. In order to reproduce it,
you would first have to isolate it from the signal. It's a
circular solution. We can solve the problem if we start
with the problem already solved, and then work from there.
>Granted, this is beyond the scope of your $4 solution, but
>I have allowed myself to be annoyed by your continued
>parading of your new "rule", and thus, I reply.
Your annoyance is the result of your not understanding.
I'll take one more stab at clarifying this: Have you
considered that the SIGNAL might at times include a
recording of a similar hiss? Tell me how you would isolate
one hiss from the other, given no copy of the clean signal
from which to work.