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Andrew Heather authored
Calculates the acoustic pressure based on Curle's analogy. Curle's analogy is implemented as: \f[ p' = 4 \frac{\pi}{c_0}\frac{\vec d}{|\vec d|^2}\frac{d(F)}{d(t)} \f] where p' | Curle's acoustic pressure [Pa] or [Pa (m3/rho)] c_0 | Reference speed of sound [m/s] \vec d | Distance vector to observer locations [m] F | Force [N] or [N (m3/rho)]
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