Published April 2018 | Version v1
Book

Study on method of establishing material creep performance index based on finite element analysis

  • 1. Research Institute of Physical and Chemical Engineering of Nuclear Industry, Tianjin (China)

Description

Creep of a structure which runs for a long time is must be considered, and creep performance of material is also an important mechanical property. Usually, creep limit or creep-rupture strength is used as an index to judge the creep performance of material, but both of them do not apply to the rotor whose stress changes over time. A new and available creep performance index must be established to judge the rotor's reliability. The creep model is transformed into another form, and all models are mapped to a Cartesian coordinate system, so each point in the coordinate plane will present a creep model. Then all models will be calculated whose creep strain equal to design allowed value by finite element analysis. All these models will map into a straight line, and it will be used to determine the material creep performance. (authors)

Part of:
Progress report on nuclear science and technology in China (Vol.5). Proceedings of academic annual meeting of China Nuclear Society in 2017, No.4--Separation Isotope sub-volume

Additional details

Publishing Information

Publisher
China Atomic Energy Press
Imprint Place
Beijing (China)
ISBN
978-7-5022-8776-4
Imprint Title
Progress report on nuclear science and technology in China (Vol.5). Proceedings of academic annual meeting of China Nuclear Society in 2017, No.4--Isotope Separation sub-volume
Imprint Pagination
382 p.
Journal Page Range
p. 199-204

Conference

Title
2017 academic annual meeting of China Nuclear Society
Dates
16-18 Oct 2017
Place
Weihai (China)

INIS

Country of Publication
China
Country of Input or Organization
China
INIS RN
53102170
Subject category
S36: MATERIALS SCIENCE;
Resource subtype / Literary indicator
Conference
Descriptors DEI
CARTESIAN COORDINATES; COEFFICIENT OF PERFORMANCE; CREEP; FINITE ELEMENT METHOD; RELIABILITY; ROTORS; RUPTURES; STRAINS; STRESSES
Descriptors DEC
CALCULATION METHODS; COORDINATES; FAILURES; MATHEMATICAL SOLUTIONS; MECHANICAL PROPERTIES; NUMERICAL SOLUTION

Optional Information

Notes
7 figs., 1 tab., 6 refs.