Given the one-dimensional shaft shown below, with 4 components, and 5 nodes: Uniform Heat Load q=15W 1 W K = 85 .T1 = 29

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answerhappygod
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Given the one-dimensional shaft shown below, with 4 components, and 5 nodes: Uniform Heat Load q=15W 1 W K = 85 .T1 = 29

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Given The One Dimensional Shaft Shown Below With 4 Components And 5 Nodes Uniform Heat Load Q 15w 1 W K 85 T1 29 1
Given The One Dimensional Shaft Shown Below With 4 Components And 5 Nodes Uniform Heat Load Q 15w 1 W K 85 T1 29 1 (38.27 KiB) Viewed 38 times
Given the one-dimensional shaft shown below, with 4 components, and 5 nodes: Uniform Heat Load q=15W 1 W K = 85 .T1 = 293K, 75 = 313K mK Az = 420mm%. Az = 110mm?.Az = 75mm? A4 = 110mm? L1 = 300mm, L2 = 130mm. L3 = 90mm. L4 = 130mm A-Using the Direct Stiffness approach find the following matrices: (1) element thermal conductance matrix, (2) KG (global thermal conductance matrix), (3) Qg (global thermal heat load vector) B - Find the temperature at the other three nodes using the K matrix, and Q vector (not the same as Kg, and Qa) C- Find q (heat load) on nodes three and four, using the following formula: (the answer is obvious but show the work) Qq -| N1 qınds NA
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