The hydraulic efficiency of an impulse turbine is maximum when the velocity is …………. of the jet velocity.
Step 1: The hydraulic efficiency \( \eta_h \) of an impulse turbine is given by: \[ \eta_h = \frac{2u(V - u)}{V^2} \] where: - \( u \) is the blade velocity, - \( V \) is the jet velocity.
Step 2: The efficiency is maximum when \( u = \frac{V}{2} \). Thus, the correct answer is (C) One-half.
The bulking of the sand is increased in volume from 20% to 40% of various sand and moisture content ranges from ……… to ……….. percent.
