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Question 3 A fluid with a density of 1.1kg/m flows ata velocity of 18m/s along a...
3. A Newtonian fluid with a dynamic or absolute viscosity of 0.38 Ns/m” and a Density of 910 kg/m flows through a 25 mm diameter pipe with a velocity of 2.6 m/s. Find out Reynolds number of the fluid. Is the fluid flow lamina, transient, or turbulent?
A fluid flows along a pipe of radius 129cm with an average velocity of 5 metres per second. Take was 3.142. Calculate the volumetric rate of flow (qu)of the fluid in m's to 3 significant figures. m.-
7. A fluid flows past a sphere with an upstream velocity of Vo = 40 m/s as shown in the figure below. From a more advanced theory, it is found that the speed of the fluid along the front part of the sphere is V = (3/2)Vo sin 0. 40° VO, - r oka (a) Determine the streamwise and normal components of the acceleration at point A if the radius of the sphere is a = 0.20 m. (b) Find...
Determine the velocity of fluid in m/s at the throat (at the smaller diameter of the pipe), and the mass flow rate of the fluid at the inlet, if the flow is coming from left to right in a system as shown below. Specific gravity of the flowing fluid is 1.2, and density of water is 1,000 kg/m^3. Find: A) velocity of fluid (m/s) at the throat, & B) mass flow rate of the fluid at the inlet. P1 =...
800 kg/m') flows with a 5. 10-2 N-s/rn"; ρ A fluid (μ mean velocity of 500 mm/s in a 100 mm diameter smooth pipe Answer the following questions relating to the given flow conditions. a. What is the magnitude of the maximum velocity in the pipe? b. What is the magnitude of the resistance coefficient f?
If a fluid with density 1000 flows with a velocity field v=3yi−3xj−5zkv=3yi−3xj−5zk, find the fluid flow rate outward through the sphere x2+y2+z2=1x2+y2+z2=1. flow rate = 5z k find the fluid flow rate outward through the sphere z2 + y2 + z2-1 Sy-3zj lf a fluid with density 1000 flows with a velocity field v flow rate =
A fluid flows with a constant velocity v = 3k (m /s). Calculate the flow rate in (m3 /s) through the part of the elliptic paraboloid 3) with :S4 and upward pointing normal vector. v 3k (m/s) 2 -2 Figure 2. Elliptic paraboloid for which flux of fluid will be calculated. A fluid flows with a constant velocity v = 3k (m /s). Calculate the flow rate in (m3 /s) through the part of the elliptic paraboloid 3) with :S4...
Question 16 Determine the velocity of fluid in m/s at the throat (.e at smaller diameter of the pipe), if the flow is coming from left to right in a system as shown below. Specific gravity of the flowing fluid is 1.2. Density of water is 1000 kg/m3 Pi 735 kPa P2 = 550 kPa Flow Direction 31 mm 19 mm 21.5 0.225 0.598 0.006
Question 16 Determine the velocity of fluid in m/s at the throat (i.e at smaller diameter of the pipe), if the flow is coming from left to right in a system as shown below. Specific gravity of the flowing fluid is 1.2. Density of water is 1000 kg/m3 P1 = 735 kPa P2 = 550 kPa Flow Direction 31 mm 19 mm 21.5 0.225 0.598 0.006
Question 4 Oil flows with a velocity of 4 m/s through a 30 mm diameter tube. A model of this system is to be developed using standard air as the model fluid. The air velocity is to be 2 m/s. What tube diameter is required for the model if dynamic similarity is to be maintained between model and prototype? Kinematic viscosity of air = 16 x 105 m2/s, Kinematic viscosity of oil 1,2 x 103 m2/s 0.45 mm 0.8 mm...