10-61. The motor produces a torque of T = 20 N-m angear A. If gear Cis suddenly kocked so it does not turn, yet Bcan freely turn, determine the angle of twist of Fwith respectto E and Fwith respect to D af the L2-steel shaft, which hasan inner diameter of 30 mm and an outer diameter of 50 mm.Alsa, calculate the absolute maximum shear stress in theshaft. The shaft is supported on journal bearings at Gat H.100 mm 30Omm400.8 mProb. 10-61

The torque acting on gear A, T = 20 N.m The inner diameter of the shaft, d = 30 mm = 0.03 m The…

Answered: 10-61. The motor produces a torque of T…

Elements Of Electromagnetics

7th Edition

ISBN:9780190698614

Author:Sadiku, Matthew N. O.

Publisher:Sadiku, Matthew N. O.

ChapterMA: Math Assessment

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127 2 a В А 540 rev/min - - D 40T q3..Shaft a transmits 7 hp. Determine the reaction at bearings A and C knowing that these bearings will support thrust loading. The helical gears have 17.5° normal pressure angle and 25° helix angle and 14 normal diametral pitch. Dimensions in inches.
20. Determine the angle of twist of the end A of theA-36 steel shaft shown in Fig. 10-16a. Also, what is the angle of twist of A relative to C? The shaft has a diameter of 200 mm. 1.5 m 3 m A 80 kN.m 2 m |В 150 kN.m D 10 kN.m C 60 kN.m
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With the torques shown and the value of G= 9543 ksi. What would the diameter need to be of the shaft in order to make sure that the the top end of the two cylinders is not allowed to twist by a degree of greater than 1.5 deg. Torque 2-)5 1614 Torq ue 1 217516/6t 3,354 4. 35FA
The customised shaft has a diameter of 50 mm. A square parallel key is suggested to be used for mounting a gear into this shaft. The shaft is to be made of SAE 1095 Carbon Steel with a yield stress of 572 MPa. The gear is made from SAE 1045 Carbon Steel with a yield stress of 531 MPa. A key can be made of SAE 1018 Carbon Steel with a yield stress of 372 MPa or SAE 316 Stainless Steel of 241 MPa. The gear transmits torque of 2,000 +P N-m and has a hub length of 100 mm. The design factor is chosen as 3.0 and the width of the key is 12.7 mm. Specify the keys using two materials and explain which material should be recommended in such a design scenario. Key Figure 1: Key, Gear and Shaft You may use the following equations: == T D/2(WL) 4T σ DLH 2T L = TDW 4T L= σDH
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The shaft is made of A-36 steel. It has a diameter of 1 inches and is supported by hearing at A and D, which allow free rotation. Determine the angle of twist of gear C with respect B.

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