What is true for smooth supersonic compression through weak shocks?

A)
Change in flow velocity is achieved in a shorter distance when closer to the wall than further away
B)
Mach lines formed due to small deflection are divergent
C)
Velocity downstream of the smooth supersonic compression is subsonic
D)
Increase in entropy by a number of weak shocks is greater than the increase by one single shock for a given deflection

Correct Answer :   Change in flow velocity is achieved in a shorter distance when closer to the wall than further away


Explanation : Increase in entropy by a number of weak shocks is smaller than a single shock for a given deflection angle. Reduction in entropy is of factor 1/n2, for ‘n’ weak shock waves. Also, the Mach lines are convergent in nature and hence, the change in flow velocity is achieved in a shorter distance when further away from the wall than closer to it. The deflection angle is taken to be small for smooth supersonic compression to obtain supersonic flow downstream.