摘要
本文首先论述了拉伸应力松弛模量E(t)与拉伸蠕变柔量D(t)之间的近似与精确转换关系式,提出一种诊断D(t)的数值积分算法。通过应力松弛模量实验给出一种固体推进剂的E(t)和D(t)的实测与转换计算结果,计算结果有较小的误差具有重要的实用价值。
In this paper exact and approximate conversion formula for tensile stress relation modulus E(t)and tensile creep compliance D(t)are discussed.A method of calculating the numerical integral for sovling D(t)is presented.The results obstained from experiment and conversion calculation for E(t)and D(t)are given for a solid propellant on the basis of the experiments of determing tensile relaxation modulus.calculated results show that the errors of this method are small enough for practical application.
出处
《实验力学》
CSCD
北大核心
1995年第2期140-144,共5页
Journal of Experimental Mechanics
基金
部级预研基金
关键词
粘弹性模量
固体推进剂
蠕变
应力松弛
mechanical properties of material,viscoelastic modulus,solid propellant,mechanics of viscoelastic medium.