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Like #59 velocity = 20 m/sec wave speed = 331 + 0.6(25) = 331 + 15 = 346 m/sec source moving change in wavelength Dl / l = v / vwDl = l * v / vw Dl = 0.575 * (20/346) Dl = 0.033 meters towards: l = l - Dl = 0.575 - 0.033 = 0.542 metersaway: l = l + Dl = 0.575 + 0.033 = 0.608 meters towards: f = vw / l = 346 / 0.542 = 738.4 hzaway: f = vw / l = 346 / 0.608 = 569.1 hz
Like #60 velocity = 20 m/sec wave speed = 331 + 0.6(25) = 331 + 15 = 346 m/sec D f / f = v / vwDf = f * (v / vw) Df = 600 * (20 / 346) Df = 34.7 hz towards: f = f + Df = 600 + 34.7 = 634.7 hzaway: f = f - Df = 600 - 34.7 = 565.3 hz
Like #61 f = 520 hz (coming towards) wave speed = 331 + 0.6(25) = 331 + 15 = 346 m/sec towards: l = vw / f = 346 / 520= 0.665 metersaway: l = vw / f = 346 / 490 = 0.706 meters towards: l = l - Dl therefore 0.665 = l - Dlaway: l = l + Dl therefore 0.706 = l + Dl adding these two simultaneous equations results in a this allows us to find Dl0.665 = 0.6855 - Dl Dl = 0.0205 meters this in turn allows us to find the velocity of the source
Like #29 SLdB = 10 log 10 (I / Io)
SLdB = 10 log 10 (I / Io) SLdB = 10 log 10 (I / Io)
Like #30 SLdB = 10 log 10 (I / Io)
SLdB = 10 log 10 (I / Io) |