H
hk_runner
New member
Harvey, I've read through your monumental thread before asking this question on pressure gradient mic.
For simplicity, let's say we have a 1 kHz sine wave that reaches first the front and then the back of the diaphragm with a say, 90 degrees phase delay. I plotted the graphs and found that if the "front" wave and the "back" wave are of the same amplitude, the resulting difference (or sum, it doesn't matter) will also be a sine wave (albeit of a larger amplitude).
But if the front wave and the back wave are of different amplitude (I expect the back wave to be weakened a bit?), then the difference will NOT be a sine wave. The observation is valid even if the phase difference is some other value.
It follows that a pressure gradient mic (which measures the difference, or sum, of the front and back waves) gives an INHERENTLY distorted output signal. Its output signal is a different waveform. Is it the reason that pressure gradient mics are less accurate than pressure mics? Am I thinking along the wrong track? Thanks.
For simplicity, let's say we have a 1 kHz sine wave that reaches first the front and then the back of the diaphragm with a say, 90 degrees phase delay. I plotted the graphs and found that if the "front" wave and the "back" wave are of the same amplitude, the resulting difference (or sum, it doesn't matter) will also be a sine wave (albeit of a larger amplitude).
But if the front wave and the back wave are of different amplitude (I expect the back wave to be weakened a bit?), then the difference will NOT be a sine wave. The observation is valid even if the phase difference is some other value.
It follows that a pressure gradient mic (which measures the difference, or sum, of the front and back waves) gives an INHERENTLY distorted output signal. Its output signal is a different waveform. Is it the reason that pressure gradient mics are less accurate than pressure mics? Am I thinking along the wrong track? Thanks.