Creep Response of Rotating Composite Discs having Exponential Hyperbolic Linear and Constant Thickness Profiles
Author(s) -
Rajinder Singh,
Ravindra K. Saxena,
Kishore Khanna,
V. K. Gupta
Publication year - 2020
Publication title -
defence science journal
Language(s) - English
Resource type - Journals
SCImago Journal Rank - 0.198
H-Index - 32
eISSN - 0976-464X
pISSN - 0011-748X
DOI - 10.14429/dsj.70.14913
Subject(s) - creep , constant (computer programming) , materials science , exponential function , composite number , exponential decay , mechanics , stress (linguistics) , composite material , mathematical analysis , mathematics , physics , linguistics , philosophy , computer science , nuclear physics , programming language
The study compares the steady state creep response of rotating Al-SiC discs having constant, linear, hyperbolic and exponential thickness with different thickness profiles. All the discs are assumed to have equal volume with the same average thickness. The creep behaviour of the disc material is described by threshold stress based law while the yielding is assumed to follow Tresca criterion. The variable thickness disc is observed to have superior creep response, expressed in terms of stresses and strain rates, to a constant thickness disc. Amongst variable thickness discs, the creep response is observed to be superior for linear thickness disc, when the inner thickness of all the discs is kept the same. However, for the same outer thickness, the disc having hyperbolic thickness profile exhibits the best creep response.
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