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Assume the distributions of the Strength H and Stress S are all Normal distribution or Exponential distribution, such as 1) H~N(100,10²), S~N(50,10²) 2) f (h)=0.005e -0.005h -0.05.s 0≤h<∞ fs(s) = 0.05eº 0≤s<∞0 Derive reliability calculation formula by stress-strength model (the derivation process is required), and give the calculated value of reliability.

Assume the distributions of the Strength H and Stress S are all Normal distribution or Exponential distribution, such as 1) H~N(100,10²), S~N(50,10²) 2) f (h)=0.005e -0.005h -0.05.s 0≤h<∞ fs(s) = 0.05eº 0≤s<∞0 Derive reliability calculation formula by stress-strength model (the derivation process is required), and give the calculated value of reliability.

Elements Of Electromagnetics
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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pls solve the related probability exercise

Assume the distributions of the Strength H and Stress S are all Normal distribution or Exponential distribution, such as 1) H~N(100,10²), S~N(50,10²) 2) f (h)=0.005e -0.005h -0.05.s 0≤h<∞ fs(s) = 0.05eº 0≤s<∞0 Derive reliability calculation formula by stress-strength model (the derivation process is required), and give the calculated value of reliability.
Transcribed Image Text:Assume the distributions of the Strength H and Stress S are all Normal distribution or Exponential distribution, such as 1) H~N(100,10²), S~N(50,10²) 2) f (h)=0.005e -0.005h -0.05.s 0≤h<∞ fs(s) = 0.05eº 0≤s<∞0 Derive reliability calculation formula by stress-strength model (the derivation process is required), and give the calculated value of reliability.
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