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A material has normal density `rho` and bulk modulus `K`. The increase in the density of the material when it is subjected to an external pressure `P` from all sides is |
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Answer» `K = (P)/((dV)/(V)) rArr (dV)/(V) = (P)/(K)` and `rho = (M)/(V)` `rho + Delta rho = (M)/(-Delta V) rArr rho = (M)/(V-Delta V) - (M)/(V)` `Delta rho = (M)/(V) [(1)/(1-(DeltaV)/(V))-1] rArr Delta rho = (M)/(V) [(1)/(1-(P)/(K))-1]` `Delta rho = (M)/(V) [(K)/(K-P)-1] rArr Delta rho = (M)/(V) [(K-K+P)/(K-P)]` `Delta rho = rho ((P)/(K-P))`. |
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