y BI T1 A horizontal shaft having a diameter of 100 mm and a mass of 82 kg rotates in two bearings which are 4 m from each other. A pulley on the shaft has a mass of 22 kg and is fixed a1 = 1.2 m from...


y<br>BI<br>T1<br>A horizontal shaft having a diameter of 100 mm and a mass of 82 kg rotates in two bearings which are 4 m from each<br>other. A pulley on the shaft has a mass of 22 kg and is fixed a1 = 1.2 m from the bearing A. The total effective<br>vertical downwards force in the belt drive of the pulley is due to tensions T of magnitude 421 N defined with angle<br>aj = 35° illustrated in the figure and T, of magnitude 316 N defined by a2 = 50°<br>Analyse tensions Ti and T, in the vertical plane (y, z) and write the rectangular representations<br>it<br>j+<br>%3D<br>T2 =<br>%3D<br>

Extracted text: y BI T1 A horizontal shaft having a diameter of 100 mm and a mass of 82 kg rotates in two bearings which are 4 m from each other. A pulley on the shaft has a mass of 22 kg and is fixed a1 = 1.2 m from the bearing A. The total effective vertical downwards force in the belt drive of the pulley is due to tensions T of magnitude 421 N defined with angle aj = 35° illustrated in the figure and T, of magnitude 316 N defined by a2 = 50° Analyse tensions Ti and T, in the vertical plane (y, z) and write the rectangular representations it j+ %3D T2 = %3D

Jun 11, 2022
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