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1)  nonlinear degradation
非线性恶化
2)  linear deterioration
线性恶化
1.
This paper concerns a scheduling problem in m flow shop with job grouping,which have identical linear deterioration rate.
文章讨论了m台机器的Flow Shop成组加工问题,工件在不同机器上的加工时间以相同的系数(斜率)线性恶化,目标函数分别为极小化时间表长和总完工时间。
2.
The Flow shop scheduling problem under simple linear deterioration was considered.
讨论工件具有简单线性恶化加工时间的FlowShop调度问题·对于两台机器目标函数为极小化最大完工时间的FlowShop调度问题 ,证明了利用Johnson规则可以求得最优调度·对于多台机器的一般FlowShop调度问题 ,如果工件在各机器上的加工时间均相等 ,目标函数为极小化最大完工时间或最大延误的问题可以转化为单机调度问题·如果目标函数为极小化完工时间和 ,则利用SPT规则可以求得最优调度
3.
This paper considers the scheduling problem under linear deterioration.
讨论了工件具有线性恶化加工时间的调度问题 。
3)  nonlinearization
非线性化
1.
By using the relation between Lie group SU(2) and SO(3), a real constraint for the potential is introduced to deal with the nonlinearization problem of NLS hierarchy.
利用Lie群SU(2)和SO(3)之间的关系,引入一个位势和特征函数的实约束来处理NLS族的非线性化问题。
2.
A new completely integrable finite-dimensional Hamiltonian system is obtained by nonlinearization of the eigenvalue problem.
通过将特征值问题非线性化 ,得到一个完全可积的有限维Hamilton系统 ,并给出两族对合的守恒积
3.
The purpose of the present paper is using the nonlinearization approach to study the explicit finite-parameter solution to the difficult (2+1) dimensional soliton equation.
本文主要是用非线性化方法来研究困难的(2+1)维孤子方程的显式的有限参数解的。
4)  non-malignant diseases
非恶性病
1.
Palliative nursing care of patients with non-malignant diseases;
非恶性病病人的姑息护理
5)  malignant tumor having no adaptation crux of chemotherapy
恶性肿瘤非化疗适应症
1.
Objective :Observe the effect of late malignant tumor having no adaptation crux of chemotherapy treated by Yi-Qi-Yang-Xue decoction.
目的:观察益气养血汤对晚期恶性肿瘤非化疗适应症治疗的效果。
6)  nonlinear optimization
非线性优化
1.
Study of nonlinear optimization based on grading competition compact genetic algorithm;
基于分级竞争紧致遗传算法的非线性优化
2.
Based on identification of The internal and external constraints on wastewater reuse in urban setting were identified to develop a nonlinear optimization model to maximize the benefits of water resources in wastewater recycling system.
通过识别影响污水回用的城市内部约束和外部约束,构建了全面反映污水回用资源和环境效益的非线性优化模型。
3.
We define three kinds of collision energies,and calculate and discuss them through a nonlinear optimization method.
定义了3种碰撞能量,并用非线性优化方法对其进行了计算及分析。
补充资料:恶化


恶化
deterioration

  病情变化向不利于机体方面发展转化的过程。
  
说明:补充资料仅用于学习参考,请勿用于其它任何用途。
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