Fluid Mechanics Hw #5 Determine the force P needed to hold the 11-m-wide gate in the position shown in the figure.2 mSolution:WaterSet the origin O at the location• Yc =• Unit weight of water is• Height of the gate is• Area of the gate is• sina =Hingem;→KN.m;m²;;+; x is horizontal pointing into the screen and y is• The magnitute of the resultant force is. Moment of inertia of the gate with respect to its own centroid is 1 =• Location of the single resultant force is y' =• To figure out the force P required, the gate is in equilibrium, take the moment ofThe force P isKN;m from O;m4;◆T

Name: Fluid Mechanics Hw #5 Determine the force P needed to hold the 11-m-wi
Uploaded: 2024-03-20T06:56:55.000Z
Channel: Bartleby
Description: Fluid Mechanics Hw #5 Determine the force P needed to hold the 11-m-wide gate in the position shown in the figure.2 mSolution:WaterSet the origin O at the location• Yc =• Unit weight of water is• Height of the gate is• Area of the gate is• sina =Hing

The width of the gate is b=11 m.

Engineering

Mechanical Engineering

Determine the force P needed to hold the 11-m-wide gate in the position shown in the figure. Solution: 2m ● • Set the origin O at the location Unit weight of water is Height of the gate is .Area of the gate is • Yc = ● ● Water sina = Hinge m; → ; m; KN. m²; → The magnitute of the resultant force is → ; x is horizontal pointing into the screen and KN; • Moment of inertia of the gate with respect to its own centroid is I = • Location of the single resultant force is y' = • To figure out the force P required, the gate is in equilibrium, take the moment of The force P is m from O; m4; ◆

Determine the force P needed to hold the 11-m-wide gate in the position shown in the figure. Solution: 2m ● • Set the origin O at the location Unit weight of water is Height of the gate is .Area of the gate is • Yc = ● ● Water sina = Hinge m; → ; m; KN. m²; → The magnitute of the resultant force is → ; x is horizontal pointing into the screen and KN; • Moment of inertia of the gate with respect to its own centroid is I = • Location of the single resultant force is y' = • To figure out the force P required, the gate is in equilibrium, take the moment of The force P is m from O; m4; ◆

Elements Of Electromagnetics

7th Edition

ISBN:9780190698614

Author:Sadiku, Matthew N. O.

Publisher:Sadiku, Matthew N. O.

ChapterMA: Math Assessment

Section: Chapter Questions

Problem 1.1MA

See similar textbooks

Similar questions

Provide a clear and step by step derivation of BERNOULLI'S EQUATION OF MOTION
fluid mechanics subject! please help ne solve this in details!
Need help finding solutions for my textbook Homework I was wondering if anyone has any resources that can help me find the solutions for the problems for 'Munson's Fluid Mechanics Global Edition by Phillip M. Gerhart, Andrew L. Gerhart, and John Hochstein'. I tried to find them online but managed to only get the solutions for the previous versions
3. A cylinder of radius r; rotates at a speed w coaxially inside a fixed cylinder of radius r,. A viscous Newtonian fluid fills the space between the cylinders. a) Determine the velocity profile in the space between the cylinders b) Determine the shear stress on the surface of each cylinder. Are the shear stresses equal? Explain. c) Assume that the fluid is glycerin at room temperature. The cylinders are 25 cm tall, r; = 9 cm, cylinder at one full rotation every 10s. and 10 cm. Calculate the torque required to steadily turn the inner %D
Please answer both 1 and 2 as they relate to eachother. thank you in advance
i need ans within 8 minutes with draw happy emoji in the end my best wishes ton
1.What is the difference between laminar and turbulent flow, and how does this affect fluid mechanics in mechanical engineering?
fluid mechanics
I need more detail about my answer, so watch the professor's comment and write your solution more detail. I attach the question and the professor's comment. My answer: According to fluid dynamics. Where the velocity is large, the pressure will smaller. The velocity of water flow is maximum at center of ditch i.e, towards east relative to platform. Therefore answer is D
Oil flows between two parallel plates (Fig. 8.3), one of which is at rest and the other moves with a velocity U. If the pressure is decreasing in the direction of the flow at a rate of 0.10 lbf/ft² per/foot, the dynamic viscosity is 10-31bf-sec/ft2, the spacing of the plates is 2 in. and the volumetric flow per unit width is 0.15 ft2/sec, what is the velocity U?
Pls do step by step solution
Give 5 applications of Mechanics to our daily life. Similarly, give the principle being applied.