A 2.25-kN·m torque T is applied to the solid cylinder made up of a hollow cylinder and an inner core as shown.Determine the percent of the torque carried by the inner 25-mm-diameter core.
A 2.25-kN·m torque T is applied to the solid cylinder made up of a hollow cylinder and an inner core as shown.Determine the percent of the torque carried by the inner 25-mm-diameter core.
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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A 2.25-kN·m torque T is applied to the solid cylinder made up of a hollow cylinder and an inner core as shown.Determine the percent of the torque carried by the inner 25-mm-diameter core.
Transcribed Image Text:### Description of the Diagram:
The image depicts a cylindrical rod that is fixed at one end and free to rotate at the other end under the influence of a torque, labeled as \( T \).
### Dimensions:
- The outer diameter of the cylinder is labeled as 50 mm.
- The inner diameter (indicating a hollow section of the cylinder) is labeled as 25 mm.
### Explanation:
- The rod is shown attached to a fixed wall on the left side, indicating that this end is stationary.
- The torque \( T \) is applied at the right end, illustrated by a red curved arrow indicating the direction of rotation.
- This setup is typical in mechanical engineering to study torsional stress and deformation in hollow cylindrical structures. The difference between the outer and inner diameters suggests the rod is hollow, which affects how it responds to the applied torque.
### Application:
Such diagrams are fundamental in calculating shear stress, angle of twist, and other mechanical properties critical in designing mechanical components like shafts and beams subjected to torsion.
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