Excuse my ignorance on this - I'm sure I should know! -- When a sound wave stimulates a capacitive condenser capsule, the positive pressure exerted on the membrane will force it towards the backplate, and increase the capacitance of the capsule.
As that pressure is removed on the following negative half cycle of that applied wave, the positive pressure on the membrane is relaxed, and it tends to return to it's quiescent setting.
But does the membrane ever extend
beyond its resting state, and venture into negative atmospheric pressure territory, with a consequent reduction in capacitance below the quiescent value?
Or are the 'negative' half cycle movements always relative to the previous application of positive pressure, so that the capsule value is either its quiescent value or greater?
Technical papers tend to make comments like this: "
Now, when the plates of the capacitor move closer due to an incident pressure and applied voltage is constant, according above equation, the electric field has to increase to compensate for the decrease in distance between the plates. Charges have to flow from the battery towards the plates to make that happen, so now the two plates can hold more charge. That is to say that the capacitance increases.
When the pressure is withdrawn, the membrane moves back to its undeflected position, the gap increases, and the capacitance decreases. To match this capacitance change, charges flow away from the plates towards the battery. In this way, as the membrane vibrates due to an incident acoustical wave or pressure, charges keep flowing to and away from the plates. The voltage source has to pump in more charges or take away charges depending on how the membrane deflects. This change in charges manifests as change in current."
That
seems to suggest to me that the capcitance changes are always positive to the quiescent value? -- but I'm not sure.
I know I
should know the answer, but I don't !