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Consider steady conduction with constant properties in a 45-degree triangular wedge, with convective boundary conditions on the sloping face, as shown below. It is discretized using a uniform rectangular mesh, a portion of which is shown below. Assume Ex=¤y=0.2 m. For the boundary point 4, develop a discrete equation for the temperature T4 and the boundary heat transfer rate q4 into the domain. For T1= 350K, T2 = 400K, T3 = 450K, T5 = 500K and T6 = 550K and k=10 W/mK, h=10 W/m2 K, TM = 300 K, find T4 and q4.

Consider steady conduction with constant properties in a 45-degree triangular wedge, with convective boundary conditions on the sloping face, as shown below. It is discretized using a uniform rectangular mesh, a portion of which is shown below. Assume Ex=¤y=0.2 m. For the boundary point 4, develop a discrete equation for the temperature T4 and the boundary heat transfer rate q4 into the domain. For T1= 350K, T2 = 400K, T3 = 450K, T5 = 500K and T6 = 550K and k=10 W/mK, h=10 W/m2 K, TM = 300 K, find T4 and q4.

A First Course in Probability (10th Edition)
A First Course in Probability (10th Edition)
10th Edition
ISBN:9780134753119
Author:Sheldon Ross
Publisher:Sheldon Ross
Chapter1: Combinatorial Analysis
Section: Chapter Questions
Problem 1.1P: a. How many different 7-place license plates are possible if the first 2 places are for letters and...
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Consider steady conduction with constant properties in a 45-degree triangular wedge, with convective boundary conditions on the sloping face, as shown below. It is discretized using a uniform rectangular mesh, a portion of which is shown below. Assume Ex=¤y=0.2 m. For the boundary point 4, develop a discrete equation for the temperature T4 and the boundary heat transfer rate q4 into the domain. For T1= 350K, T2 = 400K, T3 = 450K, T5 = 500K and T6 = 550K and k=10 W/mK, h=10 W/m2 K, TM = 300 K, find T4 and q4.
Transcribed Image Text:Consider steady conduction with constant properties in a 45-degree triangular wedge, with convective boundary conditions on the sloping face, as shown below. It is discretized using a uniform rectangular mesh, a portion of which is shown below. Assume Ex=¤y=0.2 m. For the boundary point 4, develop a discrete equation for the temperature T4 and the boundary heat transfer rate q4 into the domain. For T1= 350K, T2 = 400K, T3 = 450K, T5 = 500K and T6 = 550K and k=10 W/mK, h=10 W/m2 K, TM = 300 K, find T4 and q4.
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