A rotating disk of Radius b has a small central hole of Radius a(< < b)
10.1. A rotating disk of radius \(b\) has a small central hole of radius \(a(\ll b)\). If all the surfaces of the disk are traction-free, show that the hole causes a stress concentration of 2 - i.e. that the maximum tensile stress is twice large as that in a similar disk without a hole, rotating at the same speed.
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Harry Smi Wed, Jun 9, 2021 6:38 PM
Homework Answers
![08 orzo forzo T2= 25.72 X106 pa 97=25.72 MP lot = 25.72 mpa] state of stress:- Ton=oy=0 [y=%7= 25.72 MPa (at x=b) Tay=0 g) Ac](http://img.homeworklib.com/questions/4fbaa210-ca0c-11eb-aecf-df3e141365a6.png?x-oss-process=image/resize,w_560)
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Harry Smi Thu, Jun 10, 2021 6:49 PM
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A rotating disk of Radius b has a small central hole of Radius a(< < b)
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Harry Smi Wed, Jun 9, 2021 6:38 PM