Related MCQs

• A plate 0.3 m long is placed at zero angle of incidence in a stream of 15 degree Celsius water moving at 1 m/s. Find out the maximum value of the normal component of velocity at thr trailing edge of the plate. For water at 15 degree Celsiusp = 998.9 kg /m3µ = 415.85 * 10 -2 kg/hr m
• Air at 25 degree Celsius flows over a flat surface with a sharp leading edge at 1.5 m/s. Find the value of Reynolds number. For air at 25 degree Celsius, kinematic viscosity = 15.53* 10n -6 m2/s
• A plate 0.3 m long is placed at zero angle of incidence in a stream of 15 degree Celsius water moving at 1 m/s. Find out the maximum boundary layer thickness. For water at 15 degree Celsius. For water at 15 degree Celsiusp = 998.9 kg /m3µ = 415.85 * 10 -2 kg/hr m
• Air at 25 degree Celsius flows over a flat surface with a sharp leading edge at 1.5 m/s. Find the boundary layer thickness at 0.5 from the leading edge. For air at 25 degree Celsius, kinematic viscosity = 15.53* 10n -6 m2/s
• A plate 0.3 m long is placed at zero angle of incidence in a stream of 15 degree Celsius water moving at 1 m/s. Find out the stream wise velocity component at the mid-point of the boundary layer. For water at 15 degree Celsiusp = 998.9 kg /m3µ = 415.85 * 10 -2 kg/hr m
• Glycerin at 10 degree Celsius flows past a flat plate at 20 m/s. Workout the velocity components at a point P(x, y) in the fluid flow wherex = 2 m from the leading edge of the platey = 5 cm from the plate surfaceFor glycerin at 10 degree Celsius, kinematic viscosity = 2.79 * 10 -3 m2/s
• A_PLATE_0.3_M_LONG_IS_PLACED_AT_ZERO_ANGLE_OF_INCIDENCE_IN_A_STREAM_OF_15_DEGREE_CELSIUS_WATER_MOVING_AT_1_M/S._FIND_OUT_THE_MAXIMUM_VALUE_OF_THE_NORMAL_COMPONENT_OF_VELOCITY_AT_THR_TRAILING_EDGE_OF_THE_PLATE._FOR_WATER_AT_15_DEGREE_CELSIUS?$
• Air at 25 degree Celsius flows over a flat surface with a sharp leading edge at 1.5 m/s. Find the value of Reynolds number. For air at 25 degree Celsius, kinematic viscosity = 15.53* 10n ^-6 m²/?
• Boundary layer thickness is given by
• Shear stress at the middle of the plate is given by