Fluid mechanics
Please show all work.
The answer is dp/dx = -2 p0 x y^2
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Fluid mechanics
Please show all work.
The answer is dp/dx = -2 p0 x y^2
5)...
Meng334(fluids mechanics) plz solve it fast in 10 mins please Q2: A steady two-dimensional, incompressible flow of a...
Meng334(fluids mechanics) plz solve it fast in 10 mins please
Q2: A steady two-dimensional, incompressible flow of a Newtonian fluid with the velocity field: v = y2-x2 u-2 x y and w 0 (a) Does the flow satisfy conservation of mass. (b) Find the total pressure gradient VP) (c) Show that the pressure field is a smooth function of x and y. Don't compute the pressure. (9x 9y 0) =
Q2: A steady two-dimensional, incompressible flow of a Newtonian fluid...
Considera steady, incompressible laminar flow of a Newtonian fluid in a pipe ignoring the effects of...
Considera steady, incompressible laminar flow of a Newtonian fluid in a pipe ignoring the effects of gravity. When a constant pressure gradient is applied in the x-direction, demonstrate that the maximum velocity of the fluid is given by 2 times of its average velocity.
fluid mechanics A steady, incompressible, and laminar flow of a fluid of viscosity u flows through...
fluid mechanics
A steady, incompressible, and laminar flow of a fluid of viscosity u flows through an inclined narrow gap of a crack in the wall of length L and a constant width W shown in Figure Q1(b). Assume that the gap has a constant thickness of 7. The fluid flows down the inclined gap at an angle and in the positive x-direction. No pressure gradient is applied throughout the flow but there is gravitational effect. Derive an expression for...
Fluid Mechanics. Please answer as many as you can. Short answer questions 1) Explain the physical...
Fluid Mechanics. Please answer as many as you can.
Short answer questions 1) Explain the physical meaning of the acceleration term uVu, where u is the velocity vector in a fluid. 2) Name the two equations that are required to describe the flow of an inertial jet in an incompressible, unstratified fluid. 3) What is the “Continuum Hypothesis”? 4) Describe how a viscous boundary layer adjacent to a solid surface results in transfer of momentum to/from that surface. 5) What...
Problem 2. An incompressible, Newtonian fluid flows downwards between two vertical parallel plates that are a...
Problem 2. An incompressible, Newtonian fluid flows downwards between two vertical parallel plates that are a distance 2h away from each other. The flow is fully developed (i.e. steady) and the entirety of the velocity is the in vertical direction and due to gravity. Assuming there is no pressure gradient, solve for this velocity, w, as a function of 2. (3 points) Figure 1: Flow between two vertical parallel plates due to gravity.
please let other answer if you cant answer thanks please list assumptions, show work, and explain...
please let other answer if you cant answer thanks
please list assumptions, show work, and explain your reasoning carefully! please don't forget all this thanks 3. Consider incompressible, steady, inviscid flow at vertical velocity v though a porous surface into a row up of height, as shown. Assume that the flow is 2D planar, so neglect any variations or velocity components in the direction IV (a) Find the x-component of velocity, assuming uniform flow at every x location. points) Pind...
: figure below. The plates are fixed and separated by some distance L. Assume incompressible, New...
: figure below. The plates are fixed and separated by some distance L. Assume incompressible, Newtonian, steady, iD unidirectional fully developed laminar flow. Friction causes pressure loss in the direction of flow. Gravity acts in the negative y-direction 1. (21 points) Fluid fows in the positive -direction between two infinite vertical plates as shown in dhe v(x) a) Reduce the Navier-Stokes equation for this case. Justify all assumptions. auu uau du ou of dx dy dz Oz
: figure below....
Water is in steady fully developed laminar flow between two horizontal, very wide (W) and long...
Water is in steady fully developed laminar flow between two horizontal, very wide (W) and long (L) parallel surfaces separated by a distance b. The bottom surface at y 0 moves in the negative x-direction at a speed vo while the top surface at y b is stationary. In addition, a constant pressure gradient dP/dx is acting on the liquid in the x-direction. (a) Write the simplified form of the Navier-Stokes equation and the appropriate boundary conditions. (b) Derive an...
fluid mechanics include all equations and steps please A 1-in diameter (I.D.) plastic tube is used...
fluid mechanics
include all equations and steps please
A 1-in diameter (I.D.) plastic tube is used to siphon water from the large tank as shown. The total tube length is 20 ft. Assume steady, inviscid, and incompressible flow. (a) Determine the flow rate (ft/s) and the minimum pressure (psi) in the tube. (b) If a 1/2-in. diameter (1.D.) nozzle is attached at the end of tube. Determine the flow rate (ft /s), the minimum pressure (psi), and the maximum pressure...
An incompressible fluid flows between two porous, parallel flat plates as shown in the Figure below....
An incompressible fluid flows between two porous, parallel flat plates as shown in the Figure below. An identical fluid is injected at a constant speed V through the bottom plate and simultaneously extracted from the upper plate at the same velocity. There is no gravity force in x and y directions (g-g,-0). Assume the flow to be steady, fully-developed, 2D, and the pressure gradient in the x direction to be a constant P = constant). (a) Write the continuity equation...
Meng334(fluids mechanics) plz solve it fast in 10 mins please
Q2: A steady two-dimensional, incompressible flow of a Newtonian fluid with the velocity field: v = y2-x2 u-2 x y and w 0 (a) Does the flow satisfy conservation of mass. (b) Find the total pressure gradient VP) (c) Show that the pressure field is a smooth function of x and y. Don't compute the pressure. (9x 9y 0) =
Q2: A steady two-dimensional, incompressible flow of a Newtonian fluid...
Considera steady, incompressible laminar flow of a Newtonian fluid in a pipe ignoring the effects of gravity. When a constant pressure gradient is applied in the x-direction, demonstrate that the maximum velocity of the fluid is given by 2 times of its average velocity.
fluid mechanics
A steady, incompressible, and laminar flow of a fluid of viscosity u flows through an inclined narrow gap of a crack in the wall of length L and a constant width W shown in Figure Q1(b). Assume that the gap has a constant thickness of 7. The fluid flows down the inclined gap at an angle and in the positive x-direction. No pressure gradient is applied throughout the flow but there is gravitational effect. Derive an expression for...
Fluid Mechanics. Please answer as many as you can.
Short answer questions 1) Explain the physical meaning of the acceleration term uVu, where u is the velocity vector in a fluid. 2) Name the two equations that are required to describe the flow of an inertial jet in an incompressible, unstratified fluid. 3) What is the “Continuum Hypothesis”? 4) Describe how a viscous boundary layer adjacent to a solid surface results in transfer of momentum to/from that surface. 5) What...
Problem 2. An incompressible, Newtonian fluid flows downwards between two vertical parallel plates that are a distance 2h away from each other. The flow is fully developed (i.e. steady) and the entirety of the velocity is the in vertical direction and due to gravity. Assuming there is no pressure gradient, solve for this velocity, w, as a function of 2. (3 points) Figure 1: Flow between two vertical parallel plates due to gravity.
please let other answer if you cant answer thanks
please list assumptions, show work, and explain your reasoning carefully! please don't forget all this thanks 3. Consider incompressible, steady, inviscid flow at vertical velocity v though a porous surface into a row up of height, as shown. Assume that the flow is 2D planar, so neglect any variations or velocity components in the direction IV (a) Find the x-component of velocity, assuming uniform flow at every x location. points) Pind...
: figure below. The plates are fixed and separated by some distance L. Assume incompressible, Newtonian, steady, iD unidirectional fully developed laminar flow. Friction causes pressure loss in the direction of flow. Gravity acts in the negative y-direction 1. (21 points) Fluid fows in the positive -direction between two infinite vertical plates as shown in dhe v(x) a) Reduce the Navier-Stokes equation for this case. Justify all assumptions. auu uau du ou of dx dy dz Oz
: figure below....
Water is in steady fully developed laminar flow between two horizontal, very wide (W) and long (L) parallel surfaces separated by a distance b. The bottom surface at y 0 moves in the negative x-direction at a speed vo while the top surface at y b is stationary. In addition, a constant pressure gradient dP/dx is acting on the liquid in the x-direction. (a) Write the simplified form of the Navier-Stokes equation and the appropriate boundary conditions. (b) Derive an...
fluid mechanics
include all equations and steps please
A 1-in diameter (I.D.) plastic tube is used to siphon water from the large tank as shown. The total tube length is 20 ft. Assume steady, inviscid, and incompressible flow. (a) Determine the flow rate (ft/s) and the minimum pressure (psi) in the tube. (b) If a 1/2-in. diameter (1.D.) nozzle is attached at the end of tube. Determine the flow rate (ft /s), the minimum pressure (psi), and the maximum pressure...
An incompressible fluid flows between two porous, parallel flat plates as shown in the Figure below. An identical fluid is injected at a constant speed V through the bottom plate and simultaneously extracted from the upper plate at the same velocity. There is no gravity force in x and y directions (g-g,-0). Assume the flow to be steady, fully-developed, 2D, and the pressure gradient in the x direction to be a constant P = constant). (a) Write the continuity equation...
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