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Consider steady two-dimensional heat transfer in a long solid body whose cross section is given in the figure below. The temperatures at the selected nodes and the thermal conditions at the boundaries. The thermal conductivity of the body is k = 45 W/m °C, and heat is generated in the body uniformly at a rate of g. = 6 × 106 W/m³. Using the finite difference method with a mesh size of Ax-Ay • determine (a) the temperatures at nodes 1, 2, and 3 = 5.0 cm, n 360 305 350°C 200°C 5 cm 310 Convection 2 T-30°C. & 50 W/m². C 325

Consider steady two-dimensional heat transfer in a long solid body whose cross section is given in the figure below. The temperatures at the selected nodes and the thermal conditions at the boundaries. The thermal conductivity of the body is k = 45 W/m °C, and heat is generated in the body uniformly at a rate of g. = 6 × 106 W/m³. Using the finite difference method with a mesh size of Ax-Ay • determine (a) the temperatures at nodes 1, 2, and 3 = 5.0 cm, n 360 305 350°C 200°C 5 cm 310 Convection 2 T-30°C. & 50 W/m². C 325

Elements Of Electromagnetics
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
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Consider steady two-dimensional heat transfer in a long solid body whose cross section is given in the figure below. The temperatures at the selected nodes and the thermal conditions at the boundaries. The thermal conductivity of the body is k = 45 W/m °C, and heat is generated in the body uniformly at a rate of g. = 6 × 106 W/m³. Using the finite difference method with a mesh size of Ax-Ay • determine (a) the temperatures at nodes 1, 2, and 3 = 5.0 cm, n 360 305 350°C 200°C 5 cm 310 Convection 2 T-30°C. & 50 W/m². C 325
Transcribed Image Text:Consider steady two-dimensional heat transfer in a long solid body whose cross section is given in the figure below. The temperatures at the selected nodes and the thermal conditions at the boundaries. The thermal conductivity of the body is k = 45 W/m °C, and heat is generated in the body uniformly at a rate of g. = 6 × 106 W/m³. Using the finite difference method with a mesh size of Ax-Ay • determine (a) the temperatures at nodes 1, 2, and 3 = 5.0 cm, n 360 305 350°C 200°C 5 cm 310 Convection 2 T-30°C. & 50 W/m². C 325
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