velocity of gas pressure intensity of liquid discharge pressure intensity of gas
Answer Discuss in Comment
static pressure velocity at stagnation point dynamic pressure stagnation pressure
can be zero is always zero is never zero is independent of coordinates
is independent of Reynolds number decreases with higher Reynolds number is equal to the coefficient of discharge of venturimeter none of the above
directly proportional to pipe wall roughness and independent of Reynolds number inversely proportional to Reynolds number and directly proportional to pipe wall roughness directly proportional to Reynolds number and independent of pipe wall roughness inversely proportional to Reynolds number and independent of pipe wall roughness
the pressure intensity reaches a minimum the cross-section of a channel is reduced the boundary layer comes to rest all of the above
is constant over the cross-section varies linearly from zero at walls to maximum at centre varies parabolically with maximum at the centre none of the above
turbulent flow transition flow critical flow laminar flow
above normal depth to below normal depth below critical depth to above normal depth below critical depth to above critical depth above critical depth to below critical depth
zero greater than one one less than one
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