大型汽轮发电机定子混合型导体的参数计算

采用导体分层处理方法 ,推导出大型汽轮发电机定子混合型导体采用槽部完全换位时电阻与电抗的数值计算公式 .根据“能量法”求出线棒各股线分布的电流与交流损耗及电阻增加系数 .采用类似的方式推导出各股线无功损耗与电抗的计算公式 .     

现代正则量子广义相对论

本书为剑桥大学出版社出版的《剑桥数学物理专著》系列丛书中的一卷。本书细致并且严谨的阐述了现代正则量子引力（或圈量子引力）的数学结构和物理应用。     

量子随机过程和非交换几何

随机过程的经典理论在经典力学中有重要的应用，如量子随机过程可以用来充当不可逆量子系统动力学模型，非交换即量子几何为量子随机结构的研究提供了框架。本书首先揭示了这两种数学过程之间的联系，把半群和完伞正性结合起来产生量子动力半群（QDS），将量子动力半群（QDS）与量子随机微分方程联系起来形成Evans-Hudson伸缩理论，进而将其推广到有界和无界系数情形。     

Site-specific DICER and DROSHA RNA products control the DNA-damage response

Non-coding RNAs (ncRNAs) are involved in an increasingly recognized number of cellular events. Some ncRNAs are processed by DICER and DROSHA RNases to give rise to small double-stranded RNAs involved in RNA interference (RNAi). The DNA-damage response (DDR) is a signalling pathway that originates from a DNA lesion and arrests cell proliferation3. So far, DICER and DROSHA RNA products have not been reported to control DDR activation. Here we show, in human, mouse and zebrafish, that DICER and DROSHA, but not downstream elements of the RNAi pathway, are necessary to activate the DDR upon exogenous DNA damage and oncogene-induced genotoxic stress, as studied by DDR foci formation and by checkpoint assays. DDR foci are sensitive to RNase A treatment, and DICER- and DROSHA-dependent RNA products are required to restore DDR foci in RNase-A-treated cells. Through RNA deep sequencing and the study of DDR activation at a single inducible DNA double-strand break, we demonstrate that DDR foci formation requires site-specific DICER- and DROSHA-dependent small RNAs, named DDRNAs, which act in a MRE11–RAD50–NBS1-complex-dependent manner (MRE11 also known as MRE11A; NBS1 also known as NBN). DDRNAs, either chemically synthesized or in vitro generated by DICER cleavage, are sufficient to restore the DDR in RNase-A-treated cells, also in the absence of other cellular RNAs. Our results describe an unanticipated direct role of a novel class of ncRNAs in the control of DDR activation at sites of DNA damage.     

Displacement Discontinuity Method in 3D Problems of Fracture Mechanics

The present paper suggests a modification of boundary elements numerical method, which uses displacement discontinuity method in 3D space. The current method can effectively decrease the computational elements number in 3D space because final elements are placed only on the surface of a fracture simulating the discontinuity of elastic medium. Thus the dimension of the problem is decreased. The new fundamental solutions were developed based on double layer potentials. The method proved to be effective for hydraulic fractures modeling and their interaction with natural faults in host rock formations.