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drummerboy_04AP
New member
Ive heard about it before, but I dont know what it does. How would it be helpfull?
Harvey Gerst said:A 180° "phase" shift is not exactly the same thing, since that slides the signal in time..
bennychico11 said:well, it is...and it isn't. I've had several discussions on here with some people, and without getting too deep into the physics of it all ('cause I hardly understand it myself),
Light said:Well, seeing as how Harvey (and I, for that matter) DO understand the physics of it very well, take our word for it that they are NOT the same thing. They can have similar EFFECTS, but even there, not really. Using a polarity switch to correct a phase problem will ALWAYS cause other phase problems (admittedly, they are not always audible, but they are there), because it does nothing to the TIME issue which is the problem.
Ah hell, just look at THIS - CHECK OUT MY POST AT THE END. And bear in mind that even there I am simplifying things significantly.
Light
"Cowards can never be moral."
M.K. Gandhi
Polatiry is a static vector term
Phase is a dynamic vector term.
If you have a look at at a wave on the complex plane, you will see it's vector spinning around in a circle. It is this behaviour that excites nerdy types, as expressing a wave as a circle makes things so much easier than trying to draw sin waves ad infinitium.
If you express a swith in polatiy on the complex plane, you have a straight line passing through the origin, with equal lengths both sides of the origin.
a "Physical" phase shift is one that you can "do" with your hands- like switching pins 2 and 3, pressing a phase button... whatever.
What this does to the electronics is a poliarty reverse, as it switches two bits of metal, which are static.
However, what it does to the wave (as seen by the next downstream instrument) is switch it's phase.
Once again I reffer to the the cis(omega*t + phi) part of the above equation- whilst a change in time or phase can manifest itself with the same effect as a change in the other, that isn't what's happeneing.
bennychico11 said:Basically I got that cpl_crud was saying that you can't forget that we are dealing with complex wave forms where phase is depenant on angle and not time.
Light said:And the truth of the matter is that complex waves are simply made up of a whole bunch of sine waves. A polarity change which makes one sine wave IN phase will, by definition, make another one OUT of phase (`cause different frequencies have different wave lengths, so the phase issues with two mics will be different at different frequencies).
The wave equation, in it's most correct form, is:
d^2u/dt^2 = c^2(delta u) - or, in other words, the acceleration of a particle is relevant to it's displacement. This, of course, will usually result in the sinusoidal movement of the particle, however when we integrate the double derivative, you end up with a few constants that cannot be forgotten about.
One of these is the phase shift.
Performing the double integration with the Fourier Transform, and over simplify, you end up with:
u = cis(omega*t + phi), where u is the displacement as a function of time, cis is the complex sinusoidal term ( cos(X) + i Sin(X)), omega is the angular velocity (complex word for frequency, represented by the "velocity" of the phase angle on the complex plane- ie f/2pi), t is the time and phi is the constant of integration.
This is where the major "Phase = time!" fallacy comes into play, because a change in phase will have the same effect on u as a change in time would have (as they are both in the same set of brackets)
Robert D said:If you have two signals that are out of phase with each other and therefore causing summing problems, and you invert the polarity of one of them, you have effectively changed the phase relationship of the two signals. Yes?
I think how phase and polarity got intertwined is because in the lab with perfect waves (which are often used in science to demonstrate and test) polarity reversals can duplicate one of many states of phase shifting. But only one of many states. Well, actually two if you count the orignal polarity state AND the flip.Robert D said:I can't believe I'm sticking my head in here, I generally like to keep the super technical stuff far away from music, but........
The concept of real importance here is phase relationship. If you have two signals that are out of phase with each other and therefore causing summing problems, and you invert the polarity of one of them, you have effectively changed the phase relationship of the two signals. Yes?
Here's one possible use: http://www.hometracked.com/2007/02/12/tip-phase-inversion-to-hear-small-changes/drummerboy_04AP said:How would it be helpfull?
bennychico11 said:well, it is...and it isn't. I've had several discussions on here with some people, and without getting too deep into the physics of it all ('cause I hardly understand it myself), the switch does do a phase shift as well. It's just not in the same "time" domain that we're so used to when talking about two distant mics. But in the rest of the physics world it does. I can probably hunt down the link of the convo we had awhile back if you want.
but drummerboy for your questions, Harvey's right. It takes the parts of the wave form that goes up and makes them go down instead. And vice versa for the part of the wave that goes downwards. It can help in situations where gear may have been improperly wired (although very few people may actually realize this just by hearing it), but more importantly it may help correct where you have phase problems with your signal. This can happen anytime you use two microphones on a source. For example, using a top and bottom microphone on a snare. Using the phase/polarity button helps you listen to a quick fix of how the two sounds appear when they are played back together. Sometimes it helps, sometimes it doesn't.
Ford Van said:bennyboi trying to school Harvey! CLASSIC!!!![]()