职业体育俱乐部运动员人力资源价值计量研究

采用文献资料调研和专家咨询法,根据微观经济学理论,运用人力资源会计中关于人力资源价值计量的货币性和非货币性方法,从成本与新增价值角度出发,对职业体育俱乐部的运动员人力资源价值计量模式进行研究。研究结果构建了运动员人力资源当期群体、当期个体、绩效、分配、未来群体、未来个体等6种价值计量模式,为职业体育俱乐部的人力资源管理提供依据。     

体育数学模型的理论与方法

本文从体育问题与数学模型、体育数学模型的建立过程和方法、体育现象和数学模型的类别以及体育数学模型与计算机应用四个方面,概要介绍了体育数学模型的理论与方法。     

Numerical investigation of cavitating flow behind the cone of a poppet valve in water hydraulic system

Computational Fluid Dynamics (CFD) simulations of cavitating flow through water hydraulic poppet valves were performed using advanced RNGk-epsilon turbulence model. The flow was turbulent, incompressible and unsteady, for Reynolds numbers greater than 43000. The working fluid was water, and the structure of the valve was simplified as a two dimensional axisymmetric geometrical model. Flow field visualization was numerically achieved. The effects of inlet velocity, outlet pressure, opening size as well as poppet angle on cavitation intensity in the poppet valve were numerically investigated. Experimental flow visualization was conducted to capture cavitation images near the orifice in the poppet valve with 30° poppet angle using high speed video camera. The binary cavitating flow field distribution obtained from digital processing of the original cavitation image showed a good agreement with the numerical result. Project supported by the National Natural Science Foundation of China (No. 59835160) and Scientific Research Foundation for Returned Overseas Chinese Scholars, State Education Ministry of China (No. 50175097)     

非线性常差分方程守恒量的计算

给出了计算非线性常差分方程守恒量的一种方法,利用此方法可计算出非线性振动方程差分格式的守恒量．     

量子计算中的一些组合数学问题

文章解决了量子计算中的一些组合数学问题。     

科学计算中辅助技术探讨

科学计算中辅助技术是计算机科学发展到一定阶段而提出的一个很有实际意义的课题．本文针对科学计算过程探讨了工程数据库技术和可视计算技术     

高速铁路超大断面隧道施工方法数值模拟研究

针对高速铁路软弱、浅埋超大断面隧道,采用双侧壁导坑法、三台阶七步法两种施工方法分别进行三维数值模拟和开挖方法的科学性进行对比分析,结果表明:在施作大管棚超前支护的前提下,三台阶七步法比较合理.研究结论为同类工程的设计和施工提供理论参考.     

Inter-Parietal White Matter Development Predicts Numerical Performance in Young Children

In an effort to understand the role of interhemispheric transfer in numerical development, we investigated the relationship between children's developing knowledge of numbers and the integrity of their white matter connections between the cerebral hemispheres (the corpus callosum). We used diffusion tensor imaging (DTI) tractography analyses to test the link between the development of the corpus callosum and performance on symbolic and non-symbolic numerical judgment tasks. We were especially interested in the interhemispheric connections of parietal cortex in 6-year-old children, because regions of parietal cortex have been implicated in the development of numerical skills by several prior studies. Our results revealed significant structural differences between children and adults in the fibers of the corpus callosum connecting the left and right parietal lobes. Importantly, these structural differences were predictive of individual differences among children in performance on numerical judgment tasks: children with poor numerical performance relative to their peers exhibited reduced white matter coherence in the fibers passing through the isthmus of the corpus callosum, which connects the parietal hemispheres.     

怎样求函数EXP~((q))的可接受有理逼近

本文首先得到了函数R_(?)~s(q)是函数exp(q)的各类可接受有理逼近的必要条件,其次证明了exp(q)的含有s+t-p~*个自由参数的不低于p~*阶的有理逼近存在,且对于参数的每一组给定值,逼近式唯一.接着就逼近阶P≧2s-2,s≧2情形给出了exp(q)的双参数有理逼近R_s~s(q_ib_(s-1),b_s)和三参数有理逼近R_(s+1)~s(q_ib_(s-1),b_s,b_(s+1))的系数计算公式,并由此得到了求exp的含有多个自由参数的有理逼近的一般方法.     

微通道内单相水流动与换热的特性研究

微通道传热技术是近几年发展起来的一门新兴的传热技术,具有传热效率高、结构紧凑等优点,是当前流动与传热研究的重要课题。运用计算流体力学程序(CFX)对环形微通道内单相水的流动与换热进行数值模拟,可以形象地描述出管内的流场和温度场,从中分析各种因素对流动与换热所产生的影响。