Fundamentals of Fluid Mechanics Questions and Answers | |
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I'll bring some tables.
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No TI 84 allowed in exams. This is a programmable calculator.
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The problem is 2D not 3D. Find the mass flow rate per unit depth (implied).
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It's a steady state problem. You can deduce it on your own starting from the mass conservation equation in CV form.
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You need to show that the velocities satisfy the potential equation.
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Let's have an office hour right after class on Tuesday.
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In this case, assume that the plate mass is much less than the mass located on the plate.
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Air can be treated as an ideal gas. If you fix its temperature to the surroundings, justify this with one or two sentences.
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The duct has a height $H$ and infinite depth along $z$.
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$\pi$ |