A thick-walled cylinder with closed ends is subjected to internal pressure p; and external pressure po. If a = 0.6m, b = allowable value of p; in terms of oo. You can start from cquation (8.8) from the textbook. Im, oall 1000, and Tall = 500 and Po = 300, determinc the (Pi – Po)a²b? (b² – a²)r² a²p; – b*Po, (Pi – Po)a²b? (62 – a?)r2 a²p; – b*po 62 a2 Or = 62 – a? Show the maximum allowable Pi dục to (a) hoop stress oe = 0al, (b) longitudinal stress oz = all, and (c) maximum shear stresS Tmax = Tall - What is the overall maximum allowable p;?
A thick-walled cylinder with closed ends is subjected to internal pressure p; and external pressure po. If a = 0.6m, b = allowable value of p; in terms of oo. You can start from cquation (8.8) from the textbook. Im, oall 1000, and Tall = 500 and Po = 300, determinc the (Pi – Po)a²b? (b² – a²)r² a²p; – b*Po, (Pi – Po)a²b? (62 – a?)r2 a²p; – b*po 62 a2 Or = 62 – a? Show the maximum allowable Pi dục to (a) hoop stress oe = 0al, (b) longitudinal stress oz = all, and (c) maximum shear stresS Tmax = Tall - What is the overall maximum allowable p;?
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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Transcribed Image Text:A thick-walled cylinder with closed ends is subjected to internal pressure pi and external
pressure po. If a = 0.6m, b =
allowable value of p; in terms of o. You can start from cquation (8.8) from the textbook.
Im, oall
1000, and Tall = 500 and Po =
300, determine the
a²p; – b*po
62
a2
(Pi – Po)a²b?
(b² – a²)r²
(Pi – Po)a?b?
(6? – a²)r2
Or =
a?pi – b*po
62 – a?
Show the maximum allowable pi due to
(a) hoop stress og = 0al;
(b) longitudinal stress oz = o all, and
(c) maximum shear stresS Tmax = Tall -
What is the overall maximum allowable p;?
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Only internal pressure pi is applied to the cylinder.
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