Moreno Welch
02/26/2024 · Senior High School
Q. 2 A gas has a temperature gradient such that the relationship between pressure and density is given by the relationship: \( \rho=\mathrm{c} \mathrm{P}^{2} \) in such a gas with a uniform H is \( \mathrm{P}_{\mathrm{o}} \) and the density at the top temperature, the pressure at the top of a column of height of the column is \( \rho_{0} \). What are the: (i) Pressure, and (ii) Density at the bottom of this column?
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(i) The pressure at the bottom of the column is \( P_b = P_0 + c P_0^2 g h \).
(ii) The density at the bottom of the column is \( \rho_b = c \left( P_0 + c P_0^2 g h \right)^2 \).
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