Siphon

(See attached file for full problem description) --- A=30m, B=32m, C=27m, D = 26m The fluid is Water. Given the siphon system above; the head loss between the inlet and point B (highest point) is ¾ of the velocity head. The head loss in the pipe itself between B and the end of the pipe is ¼ of the velocity head. The pipe diameter is 25cm and ά = 1. Find: 1. the discharge 2. The pressure at point B --- Please show all work and assumption

Fluid Dynamics Prob

(See attached file for full problem description with diagram) Please show work and give answer in vector form --- A vane on the moving cart deflects a 10 cm jet of water as shown. The initial speed of the water jet is 20 m/s and the cart moves at 3 m/s. The vane splits the jet evenly (1/2 at 45º and 1/2 at 90º) What forces are exerted on the vane by the jet?

Fluid dynamics Problem

(See attached file for full problem description with diagram) --- A closed tank full of a fluid of sp gr. 1.3 is accelerated downward at 2/3g and to the right at 1g. The dimensions of the tank are L=2.5m and H = 3m The tank is labeled as follows: Upper Left corner =D, Upper Right Corner =A , Lower Right Corner = B, Lower Left Corner = C. Find a) The pressure at point B - the pressure at point A B) The pressure at point C - the pressure at Point A --- Please put answer in vector format...use Euler eqn

Surface Stress Problem

The upper plate (plate 1) is moving to the right with a velocity V, the middle plate (plate 2) is free to move laterally under the action of the viscous forces applied to it. Assume steady state conditions; derive an equation for the velocity of the middle plate (plate 2). Assume the area of oil contact(Area = .9) is the same for all surfaces (i.e. upper plate (plate 1), middle (plate 2) and the bottom plate (fixed plate). u1 = viscosity between plates 1 and 2; t1 = distance between plates 1 and 2 u2 = viscosity between plate 2 and the fixed plate; t2 = distance between plate 2 and the fixed plate Please give a complete solution and explain each step.

The results of a constant-pressure filtration test are a table of volume of filtrate per unit area of filter versus time.

The results of a constant-pressure filtration test are a table of volume of filtrate per unit area of filter versus time. See attached file for full problem description.