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The pressure-height relationship in troposphere is given by _______(a) \(\frac{p}{p_0}\)=[1 + \(\frac{L_0}{T_0}\)H]^\(\frac{-g_0}{RL_0}\)(b) \(\frac{p}{p_0}\)=[1 + \(\frac{L_0}{T_0}\)H]^\(\frac{-T_0}{RL_0}\)(c) \(\frac{p}{p_0}\)=[1 + \(\frac{g_0}{T_0}\)H]^\(\frac{-g_0}{RL_0}\)(d) \(\frac{p}{p_0}\)=[1 + \(\frac{L_0}{g_0}\)H]^\(\frac{-g_0}{RL_0}\)This question was posed to me in quiz.The doubt is from Standard Atmospheric Model topic in division Atmosphere and Air Data Measurement of Aircraft Performance |
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Answer» Right CHOICE is (a) \(\FRAC{p}{p_0}\)=[1 + \(\frac{L_0}{T_0}\)H]^\(\frac{-g_0}{RL_0}\) |
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