TY - GEN
T1 - The classification of disposable mechanical elements
AU - Li, Yuefeng
AU - Pan, Xudong
AU - Wang, Guanglin
PY - 2012
Y1 - 2012
N2 - Disposable mechanical elements with extremely short lives are widely used in the aerospace and defense fields. To reliably evaluate the life of disposable mechanical elements, many attentions were concentrated in the fatigue properties of disposable mechanical elements. According to the different meanings of static strength for metals, disposable mechanical elements are divided into two groups with different fatigue properties: extremely low cycle fatigue module for Type I with ultimate strength as design stress and low cycle fatigue module for Type II with yield strength as design stress. The Kuroda model and a cumulative damage model consisting of the Miner's rule and the sequential law are used in the fatigue design process of the Type I. To the Type II, the Manson-Coffin model is suitable for conventional applications but more attempts are still conducted to further improve stress levels. The Type II with increasing load sequences are specially treated, since the cyclic yield strength of certain materials under pulsating stress closing to the yield strength increase with the deepening of fatigue damage. Consequently, under the increasing pulsating cyclic loading, the later load whose amplitude is higher than the initial yield strength will be permitted.
AB - Disposable mechanical elements with extremely short lives are widely used in the aerospace and defense fields. To reliably evaluate the life of disposable mechanical elements, many attentions were concentrated in the fatigue properties of disposable mechanical elements. According to the different meanings of static strength for metals, disposable mechanical elements are divided into two groups with different fatigue properties: extremely low cycle fatigue module for Type I with ultimate strength as design stress and low cycle fatigue module for Type II with yield strength as design stress. The Kuroda model and a cumulative damage model consisting of the Miner's rule and the sequential law are used in the fatigue design process of the Type I. To the Type II, the Manson-Coffin model is suitable for conventional applications but more attempts are still conducted to further improve stress levels. The Type II with increasing load sequences are specially treated, since the cyclic yield strength of certain materials under pulsating stress closing to the yield strength increase with the deepening of fatigue damage. Consequently, under the increasing pulsating cyclic loading, the later load whose amplitude is higher than the initial yield strength will be permitted.
KW - Cyclic yield strength
KW - Disposable mechanical elements
KW - Mechanical design criteria
UR - https://www.scopus.com/pages/publications/84860207724
U2 - 10.4028/www.scientific.net/AMM.163.86
DO - 10.4028/www.scientific.net/AMM.163.86
M3 - 会议稿件
AN - SCOPUS:84860207724
SN - 9783037854013
T3 - Applied Mechanics and Materials
SP - 86
EP - 90
BT - History of Mechanical Technology and Mechanical Design 2012
T2 - 9th International Conference on History of Mechanical Technology and Mechanical Design, ICHMTMD 2012
Y2 - 23 March 2012 through 25 March 2012
ER -