Pipes 1 and 2 conduct Fluids A and B, respectively, at equal rates of flow. The...
Pipes 1 and 2 conduct Fluids A and B, respectively, at equal rates of flow. The cross sectional area of pipe 1 is greater than that of pipe 2. How would you explain/describe the equality of flow?
Homework Answers
We can describe the equality of flow like - the velocity at which the liquid flow at pipe 2 will the greater than the velocity at which the liquid flow at pipe 2 in such a way that the rates of flow of liquid remain same for both the pipes.
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Pipes 1 and 2 conduct Fluids A and B, respectively, at equal
rates of flow. The...
LEARN MORE REMARKS Calculating actual flow rates of real fluids through plpes is in fact much...
LEARN MORE REMARKS Calculating actual flow rates of real fluids through plpes is in fact much more complex than presented here, due to viscosity, the possibility of turbulence, and other factors. QUESTION Find a symbolic expression for the limit of speed v, as the lower cross sectional area A, opening becomes negligibly small compared to cross section Az. (Use the following as necessary: 8, 9, Aj, and Az.) What is this result called? Reynolds Number Torricelli's Law O Stokes's Law...
2.4-15 The aluminum and steel pipes shown in the figure are fastened to rigid supports at...
2.4-15 The aluminum and steel pipes shown in the figure are fastened to rigid supports at ends A and B and to a rigid plate Cat their junction. The aluminum pipe is twice as long as the steel pipe. Two equal and symmetrically placed loads P act on the plate at C (a) Obtain formulas for the axial stresses a, and o in the aluminum and steel pipes, respectively (b) Calculate the stresses for the following data: P 12 kips,...
(b) In a paint mixing plant, two tanks supply fluids to a mixing cistern. The height,...
(b) In a paint mixing plant, two tanks supply fluids to a mixing cistern. The height, h, of the fluid in the cistern is dependent upon the difference between the input mass flow rate, q, and the output flow rate, qe A nonlinear differential equation describing this dependency is given by Ae dh (2) V2gh + A dt pA where A cross-sectional area of the cistern, Ae due to gravity, and p = cross-sectional area of the exit pipe, g...
The aluminum and steel pipes shown in the figure are fastened to rigid supports at ends...
The aluminum and steel pipes shown in the figure are fastened to rigid supports at ends A and B and to a rigid plate C at their junction. The aluminum pipe is twice as long as the steel pipe. Two equal and symmetrically placed loads P act on the plate at C. Calculate the stress σα (psi) in the aluminum for the following data: P-15 k, cross-sectional area of aluminum pipe A,- 10 in2, cross-sectional area of steel pipe A,...
Problem1 It is known that for a laminar flow through a round pipe φ(D)-32 VD, where "I" and "D" are length and diameter of the pipe, respectively. Consider a fully developed, lami...
Problem1 It is known that for a laminar flow through a round pipe φ(D)-32 VD, where "I" and "D" are length and diameter of the pipe, respectively. Consider a fully developed, laminar flow Q- through two horizontal smooth pipes of equal length. The pressure drop for the first pipe is 1.44 times greater than is for the second pipe. If the diameter of the first pipe is D, determine the diameter of the second pipe. Neglect the minor losses.
Problem1...
Can anyone explain to me what the Velocity Area method for measuring river or water flow...
Can anyone explain to me what the Velocity Area method for measuring river or water flow is? My guess is that the product of the cross sectional area and the velocity of water flowing in a pipe is always constant. If the Cross sectional area of the pipe increases at a particular point, then the velocity decreases so that the product AV is a constant. Am I right? If so, how can we extend this to pipes where the water...
if a pipe flowing water has a cross sectional area nine times greater at point 2...
if a pipe flowing water has a cross sectional area nine times greater at point 2 than point 1, what would be the relation of flow of speed at the two points
6 Question 5: Flow through a Sudden Expansion and Sudden Contraction Pipe 1, a smaller diameter...
6 Question 5: Flow through a Sudden Expansion and Sudden Contraction Pipe 1, a smaller diameter pipe, is connected to a larger diameter pipe, Pipe 2; the connection between the two pipes is abrupt or sudden. Section 1 is located on the smaller diameter Pipe 1 and Section 2 is located on the larger diameter Pipe 2. Both Sections 1 and 2 are located sufficiently far away from the sudden pipe join that any locally generated flow disturbance has negligible...
2 Consider the acoustical system where the cross sectional area of pipes are equal to A....
2 Consider the acoustical system where the cross sectional area of pipes are equal to A. The variable R is the acoustical impedance of the screen. P1 P2 P3 P4,R PO a. Using impedance analogy where the volume-velocity is the 'through' variable and pres sure is the across-variable, determine the an equivalent circuit analog of the system b. Determine the equations of motion in the Laplace domain c. Determine the equations of motion in the time-domain
LEARN MORE REMARKS Calculating actual flow rates of real fluids through plpes is in fact much more complex than presented here, due to viscosity, the possibility of turbulence, and other factors. QUESTION Find a symbolic expression for the limit of speed v, as the lower cross sectional area A, opening becomes negligibly small compared to cross section Az. (Use the following as necessary: 8, 9, Aj, and Az.) What is this result called? Reynolds Number Torricelli's Law O Stokes's Law...
2.4-15 The aluminum and steel pipes shown in the figure are fastened to rigid supports at ends A and B and to a rigid plate Cat their junction. The aluminum pipe is twice as long as the steel pipe. Two equal and symmetrically placed loads P act on the plate at C (a) Obtain formulas for the axial stresses a, and o in the aluminum and steel pipes, respectively (b) Calculate the stresses for the following data: P 12 kips,...
(b) In a paint mixing plant, two tanks supply fluids to a mixing cistern. The height, h, of the fluid in the cistern is dependent upon the difference between the input mass flow rate, q, and the output flow rate, qe A nonlinear differential equation describing this dependency is given by Ae dh (2) V2gh + A dt pA where A cross-sectional area of the cistern, Ae due to gravity, and p = cross-sectional area of the exit pipe, g...
The aluminum and steel pipes shown in the figure are fastened to rigid supports at ends A and B and to a rigid plate C at their junction. The aluminum pipe is twice as long as the steel pipe. Two equal and symmetrically placed loads P act on the plate at C. Calculate the stress σα (psi) in the aluminum for the following data: P-15 k, cross-sectional area of aluminum pipe A,- 10 in2, cross-sectional area of steel pipe A,...
Problem1 It is known that for a laminar flow through a round pipe φ(D)-32 VD, where "I" and "D" are length and diameter of the pipe, respectively. Consider a fully developed, laminar flow Q- through two horizontal smooth pipes of equal length. The pressure drop for the first pipe is 1.44 times greater than is for the second pipe. If the diameter of the first pipe is D, determine the diameter of the second pipe. Neglect the minor losses.
Problem1...
6 Question 5: Flow through a Sudden Expansion and Sudden Contraction Pipe 1, a smaller diameter pipe, is connected to a larger diameter pipe, Pipe 2; the connection between the two pipes is abrupt or sudden. Section 1 is located on the smaller diameter Pipe 1 and Section 2 is located on the larger diameter Pipe 2. Both Sections 1 and 2 are located sufficiently far away from the sudden pipe join that any locally generated flow disturbance has negligible...
2 Consider the acoustical system where the cross sectional area of pipes are equal to A. The variable R is the acoustical impedance of the screen. P1 P2 P3 P4,R PO a. Using impedance analogy where the volume-velocity is the 'through' variable and pres sure is the across-variable, determine the an equivalent circuit analog of the system b. Determine the equations of motion in the Laplace domain c. Determine the equations of motion in the time-domain
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