1) Non convex stored energy
非凸能量密度函数
2) non-convex stored energy
非凸储能密度函数
3) energy density function
能量密度函数
1.
The energy density function of extension explosive charge is derived by mathematical method and based on it,the end effect,middle effect and length diameter ratio effect of extension explosive charge and the blasting property are studied in this paper.
本文以数学方法导出了延长药包的能量密度函数，并据此剖析了延长药包的端部效应、中部效应、长径比效应及其它爆破特
4) energy density support function
能量密度支函数
1.
The energy density support function is introduced to reflect the yield surface of mortar matrix.
把混凝土看作是由骨料、砂浆基体和他们之间的界面组成的复合材料,并假定骨料形状为球形且不屈服以及砂浆基体服从D-P屈服准则,通过引入能量密度支函数来反映砂浆基体的屈服面,并构造一函数逼近序列来解决屈服边界不可导的问题,最后由非线性均匀化技术推得混凝土材料的一个宏细观屈服准则的关系式,并由它探讨了界面连接状态和骨料含量对宏观摩擦系数的影响规律。
5) density function of convex distribution
凸分布密度函数
6) time-distributive function of energy density
能量密度时间分布函数
1.
The dynamic stress concentration factor is determined by using time-distributive function of energy density,and the corresponding procedure is provided.
3 m方孔的弹性板,在正压和负压三角爆炸载荷作用下的应力响应进行了分析,利用能量密度时间分布函数(TDFED)确定了动应力集中因子,并给出其计算步骤。
2.
The dynamic stress concentration factor is determined by using time-distributive function of energy density,and the emphasis is placed on discussing the effect of two parameters on the result :one is the time step used in the calculation and the other is the time intervel during whic.
3 m方孔的弹性板,在下三角爆炸载荷作用下的应力响应进行了分析;利用能量密度时间分布函数(TDFED)确定了动应力集中因子,重点讨论了时间步长和采样时间间隔对计算结果的影响。
3.
A simple and effective approach based on time-distributive function of energy density was developed to calculate the dynamic stress concentration factor.
3m方孔的开孔板和无孔板对应点在两种下三角爆炸载荷作用下的应力响应进行了分析;由开孔板和无孔板边对应点的主应力时程曲线,对提出的能量密度时间分布函数的绝对值平方进行变上限积分,按其比值确定动应力集中因子,该方法简单易行。
补充资料：非密度制约因素(见密度制约因素)
非密度制约因素(见密度制约因素)
l焦非密度制约因素见生态因素、密度制约后
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条