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Separable functions in load separation for the eta_(pl) and eta_(pl)~(CMOD) plastic factors estimation

机译:用于eta_(pl)和eta_(pl)〜(CMOD)塑性因子估计的载荷分离中的可分离函数

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摘要

The objective of this paper is to develop the load separation method for evaluating the eta_(pl) and eta_(pl)~(CMOD) plastic factors used in the J estimation approach based on load versus displacement records. Appropriate forms for the geometry and deformation functions have been suggested from the EPRI Handbook solutions to produce the separable form for the load. The obtained functions are applied to evaluate the eta_(pl) and eta_(pl)~(CMOD) plastic factors for center cracked tension specimen. The present load separation method gave results which are somewhat different from the estimated values of eta_(pl)given in the literature. For shallow cracks, the eta_(pl) and eta_(pl)~(CMOD) plastic factors show considerable variation with crack size and the strain hardening exponent. For a deeply cracked CCT specimen, the eta_(pl)~(CMOD) factor tends to the eta_(pl) factor and equals approximately unity.
机译:本文的目的是开发一种载荷分离方法,用于基于载荷与位移记录来评估J估算方法中使用的eta_(pl)和eta_(pl)〜(CMOD)塑性因子。从EPRI手册解决方案中已经建议了合适的几何形状和变形函数形式,以产生载荷的可分离形式。将获得的函数用于评估中心裂纹拉伸试样的eta_(pl)和eta_(pl)〜(CMOD)塑性因子。当前的负载分离方法给出的结果与文献中给出的eta_(pl)的估计值有些不同。对于浅裂纹,eta_(pl)和eta_(pl)〜(CMOD)塑性因子显示出随裂纹尺寸和应变硬化指数的显着变化。对于裂纹严重的CCT标本,eta_(pl)〜(CMOD)因子趋于eta_(pl)因子,并且近似等于1。

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