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The expression for refractivity in terms of the Pressure and temperature coefficient is given by ____________(a) \(\frac{77.6}{T}P+4810 \frac{e}{T} \)(b) \(\frac{77.6}{P}T+4810 \frac{e}{T} \)(c) \(\frac{77.6}{P}T+4810 \frac{T}{e} \)(d) \(\frac{77.6}{T}P+4810 \frac{T}{e} \)This question was addressed to me during an interview.The doubt is from Space Wave Propagation topic in chapter Space Wave Propagation of Antennas

Answer»

Right choice is (a) \(\frac{77.6}{T}P+4810 \frac{E}{T} \)

Explanation: The expression used to calculate refractivity is given by

\(N=\frac{77.6}{T} P+4810 \frac{e}{T} \)

Where p is the total PRESSURE in millibars, e is the PARTIAL pressure of WATER vapor and T is the absolute TEMPERATURE.



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