Economic production quantity model with repair failure and limited capacity

We develop an economic production quantity (EPQ) model with random defective items and failure in repair. The existence of only one machine results with limited production capacity and shortages. The aim of this research is to derive the optimal cycle length, the optimal production quantity and the optimal back ordered quantity for each product so as to minimize the total expected cost (holding, shortage, production, setup, defective items and repair costs). The convexity of the model is derived and the objective function is proved convex. Two numerical examples illustrate the practical usage of the proposed method.     

Optimum policy for a production system with major repair and preventive maintenance

This study applies periodic preventive maintenance (PM) to a repairable production system with major repairs conducted after a failure. This study considers failed PM due to maintenance workers incorrectly performing PM and damages occurring after PM. Therefore, three PM types are considered: imperfect PM, perfect PM and failed PM. Imperfect PM has the same failure rate as that before PM, whereas perfect PM makes restores the system perfectly. Failed PM results in system deterioration and major repairs are required. The probability that PM is perfect or failed depends on the number of imperfect maintenance operations conducted since the previous renewal cycle. Mathematical formulas for expected total production cost per unit time are generated. Optimum PM time that minimizes cost is derived. Various special cases are considered, including the maintenance learning effect. A numerical example is given.     

Optimization problems of replacement first or last in reliability theory

This paper takes up age and periodic replacement last models with working cycles, where the unit is replaced before failure at a total operating time T or at a random working cycle Y, whichever occurs last, which is called replacement last. Expected cost rates are formulated, and optimal replacement policies which minimize them are discussed analytically. Comparisons between such a replacement last and the conventional replacement first are made in detail. It is determined theoretically and numerically which policy is better than the other according to the ratios of replacement costs and how the mean time of working cycles affects the comparison results. It is also shown that the unit can be operating for a longer time and avoid unnecessary replacements when replacement last is done. For further studies, expected cost rates of modified models and their applications in a standard cumulative damage model with working cycles are obtained and computed numerically. Finally, case studies on replacement last and first in maintaining electronic systems of naval ships under battle and non-battle statuses are given.     

Discrete Maximum Principle Based on Repair Technique for Finite Element Scheme of Anisotropic Diffusion Problems

In this paper, we construct a global repair technique for the finite element scheme of anisotropic diffusion equations to enforce the repaired solutions satisfying the discrete maximum principle. It is an extension of the existing local repair technique. Both of the repair techniques preserve the total energy and are easy to be implemented. The numerical experiments show that these repair techniques do not destroy the accuracy of the finite element scheme, and the computational cost of the global repair technique is lower than the local repair technique when the diffusion tensors are highly anisotropic.     

内置胶囊混凝土的裂缝自愈合行为分析和试验

研究了一种具有裂缝自愈合行为的内置胶囊混凝土．首先,建立了描述修复胶囊在混凝土中的分布和取向函数;然后,根据混凝土的破坏机理,确定了修复胶囊的破坏应力;第三,通过实验分析了修复胶囊的几何参数和体积率对混凝土性能的影响,得到了几何参数和体积率的最佳取值范围;第四,利用ANSYS对修复胶囊进行了有限元分析,确定了其合理的壁厚,为修复胶囊材料的选择提供了一种研究方法;最后,进行了内置胶囊混凝土试验,取得了一定的自愈合效果。     

Photolysis of the Sulfonamide Bond of Metal Complexes of N‐Dansyl‐1,4,7,10‐Tetraazacyclododecane in Aqueous Solution: A Mechanistic Study and Application to the Photorepair of cis,syn‐Cyclobutane Thymine Photodimer

Conditional cleavage : Photochemical S? N bond cleavage of the Zn²⁺ complex of N‐dansylcyclen (ZnL²) in aqueous solution was investigated. Moreover, photolysis of ZnL² (see scheme) facilitated photoreversion of cis,syn‐thymine photodimer (T[c,s]T).

     

泡沫夹芯结构双侧挖补法修理分析与试验探讨

以泡沫夹芯结构为研究对象,通过四点弯曲试验研究了完好结构、损伤后结构和采用双侧挖补法复合材料补片修理后结构的承载能力.试验结果显示,试件未在修理区域破坏,而是远离修理区的加载处泡沫芯材破坏;试件中心点处应变相同时,修补后结构的承载能力小于完好件承载能力的80%.文中对产生这些问题的原因和解决措施进行了探讨.另外,采用ABAQUS有限元软件对以上几种结构进行了模拟分析,分析结果与试验结果吻合较好.     

聚(L-谷氨酸)水凝胶介导羟基磷灰石的生物矿化

以1-乙基-3-(3-二甲基氨基丙基)碳二亚胺盐酸盐(EDC·HCl)为羧基活化剂, 己二酸二酰肼(ADH)为交联剂, 制备了生物活性聚(L-谷氨酸)(PLGA)水凝胶. 通过X射线衍射和扫描电子显微镜等表征了在不同浓度模拟体液(SBF)中羟基磷灰石(HA)的形成和生长. PLGA水凝胶的表面和内部均可观察到HA的形成和生长. 同时探讨了PLGA水凝胶矿化前后的力学性能. 将矿化前后PLGA水凝胶用于脂肪干细胞(ASCs)的培养, 研究其细胞相容性.     

胶原矿化与仿生修复

脊椎动物硬组织（牙和骨）是通过生命系统的矿化过程形成的,其中矿化胶原是这些生物材料的基本结构单元。矿化胶原是由胶原分子与纳米磷酸钙矿物形成的有机-无机复合材料,其所特有的纳米有序多级结构赋予了生物硬组织材料优异的机械性能（如硬度和韧性）。该结构特性和矿化过程可为新型硬组织修复材料制备提供有益的启示。其中,胶原纤维内有序矿化是仿生重构的难点,也是开展硬组织修复的关键。本文综述了骨的分层结构特征、胶原分子的组装和矿化胶原的多级结构特点,胶原分子和非胶原蛋白与磷酸钙材料的相互作用,功能调控分子对胶原和矿物的界面修饰,以及胶原矿化技术在硬组织修复中的应用;指出了目前胶原矿化亟须解决的一些关键问题,如调控无定形矿物进入胶原纤维、胶原矿化速度和程度,大规模有序胶原纤维制备等。