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  HomeContents of Chinese Journal of Mechanical Engineering (English Edition),2006 No.2FATIGUE DAMAGE CALCULATED BY RATIO-METHOD TO METALLIC MATERIALS WITH SMALL CRACK UNDER UNSYMMETRIC CYCLIC LOADING

YU Yangui

Zhejiang Guangxin New Technology

Application Academy of Electromechanical

and Chemical Engineering,

Hangzhou 310012, China

 

LIU Xiang

School of Information and Electronic

Engineering,

Zhejiang Science and Technology

 University,

Hangzhou 310023, China

 

ZHANG Changsheng

 

TAN Yanhua

Computer Science and Engineering

College,

Wenzhou University,

Wenzhou 325027, China

 

 

FATIGUE DAMAGE CALCULATED BY RATIO-METHOD TO METALLIC MATERIALS WITH SMALL CRACK UNDER UNSYMMETRIC CYCLIC LOADING

 

Abstract: Based on the standpoint to take for the crack size also to be a damage variable like the damage variable, by means of the two-directions coordinate system, several new calculation equations on the small crack growth rate are suggested for describing the elastic-plastic behavior of some metallic materials. And the estimation formulas of life are also suggested relative to varied small crack size at each loading history, which is unsymmetric cyclic loading. In the calculation method, as a loaded stress-strain parameter to adopt the ratio with plastic strain range to elastic strain range, and as the material constants using the typical material parameters in damage calculation expression, a new concept of the compositive material constant, which has functional relation with the typical material constants, average stress, average strain, critical loading time is given out. In addition, the fatigue damage of a part of car is put up to calculate as an example, its calculation results are accordant with the Landgraf’s equation, and calculation precision is more rigorous, so could avoid unnecessary fatigue tests and will be of practical significance on saving times, manpower and capitals, as well as the convenience for engineering applications.

Key words: Ratio-method  Unsymmetric cycle  Typical material constant  Small crack  Growth rate

 


Received January 24, 2005; received in revised form October 18, 2005; accepted December 28, 2005

 

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