Chapter 12: INCOMPRESSIBLE FLOW - SlideServe
Chapter 12: INCOMPRESSIBLE FLOW - SlideServe
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《粘性不可压缩流动的数学理论》 The Mathematical Theory of Viscous Incompressible Flow
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An incompressible Newtonian fluid flows in the z-direction in space between two parallel plates that are separated by a distance 2 B as shown in Figure 1.3(a). The length and the width of each plate are L and W, respectively. The velocity distribution under steady conditions is given by vz=(|ΔP| B^2)/(2 μL)[1-((x)/(B))^2] a) For the coordinate system shown in Figure 1.3(b), show that the velocity distribution takes the form vz=(|ΔP| B^2)/(2 μL)[2((x)/(B))-((x)/(B))^2] ( FIGURE CAN'T COPY ) b) Ca
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OpenStax College Physics Solution, Chapter 12, Problem 14 (Problems and Exercises)
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