Thermofluids, Viscous Flow Problem

AI Thread Summary
The discussion revolves around a homework problem involving viscous flow in a bearing supporting a large structure. The problem requires calculating the discharge of oil needed per meter of bearing length under specific conditions, including load, clearance, and oil viscosity. Participants express confusion about how to approach the problem, particularly regarding the relationship between pressure gradient and average velocity in pressure-driven flow. One user seeks clarification and guidance on solving the problem despite the lecturer's expectations. The conversation highlights the challenges faced by students in understanding viscous fluid dynamics concepts.
Bob Harrison
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Homework Statement



Q.2 One type of bearing that can be used to support very large structures is shown below. Here fluid under pressure is forced from the bearing midpoint (A) to the exterior zone B. thus a pressure distribution occurs as shown. For this bearing which is 30cm wide, what discharge of oil from slot A per meter of length of bearing is required? Assume a 50kN load per meter of bearing length with a clearance space t between the floor and the bearing surface of 0.6mm. Assume an oil viscosity of 0.2 NS/m2. Hour much oil per hour would have to be pumped per meter of bearing length for the given conditions?

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Can anyone help me here? I am completely stumped at where to begin, only just begun our lectures on viscous fluid flow.
 
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Have they covered pressure driven flow between parallel plates in your course yet? If so, what is the relationship between the pressure gradient and the average velocity?

Chet
 
Chestermiller said:
Have they covered pressure driven flow between parallel plates in your course yet? If so, what is the relationship between the pressure gradient and the average velocity?

Chet
Not really, our lecturer said that he didn't expect us to be able to solve some of these questions completely. But I'd like to get a head start so if you're able to help explain me how to obtain a solution that'd be much appreciated :).
 
Bob Harrison said:
Not really, our lecturer said that he didn't expect us to be able to solve some of these questions completely. But I'd like to get a head start so if you're able to help explain me how to obtain a solution that'd be much appreciated :).
See if you can follow this development: http://farside.ph.utexas.edu/teaching/336L/Fluidhtml/node108.html

Chet
 
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