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战时装备维修保障系统的状态空间建模 被引量:4
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作者 徐航 王维平 陈春良 《系统仿真学报》 EI CAS CSCD 北大核心 2008年第5期1139-1142,共4页
采用状态空间建模方法,按照陆军通用装备战时维修保障系统结构,研究了战时装备维修保障系统的输入、输出和系统结构三者之间的量化关系,建立了系统的状态空间模型,给出了战时不同情况下产生的修理流强度和维修机构维修能力的计算方法,... 采用状态空间建模方法,按照陆军通用装备战时维修保障系统结构,研究了战时装备维修保障系统的输入、输出和系统结构三者之间的量化关系,建立了系统的状态空间模型,给出了战时不同情况下产生的修理流强度和维修机构维修能力的计算方法,分析了系统可控性的影响因素,为深入研究维修保障系统设计与优化方法奠定了基础。 展开更多
关键词 维修保障 系统建模 状态空间模型 修理流
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The establishment of a new deliverability equation considering threshold pressure gradient 被引量:1
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作者 Li Lezhong Li Xiangfang +1 位作者 He Dongbo Xu Hanbing 《Engineering Sciences》 EI 2009年第3期84-87,共4页
The flowing mechanism of a low permeability gas reservoir is different from a conventional gas reservoir,especially for that with higher irreducible water saturation the threshold pressure gradient exists. At present,... The flowing mechanism of a low permeability gas reservoir is different from a conventional gas reservoir,especially for that with higher irreducible water saturation the threshold pressure gradient exists. At present,in all the deliverability equation,the additional pressure drop caused by the threshold pressure gradient is viewed as constant,but this method has big error in the practical application. Based on the non-Darcy steady flow equation,the limited integral of the additional pressure drop is solved in this paper and it is realized that the additional pressure drop is not a constant but has something to do with production data,and a new deliverability equation is derived,with the relevant processing method for modified isochronal test data. The new deliverability equation turns out to be practical through onsite application. 展开更多
关键词 low permeability gas reservoir threshold pressure gradient deliverability equation
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Effect of Nonlinear Convection on Stratified Flow of Third Grade Fluid with Revised Fourier-Fick Relations 被引量:1
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作者 M.Waqas M.Ijaz Khan +1 位作者 T.Hayat A.Alsaedi 《Communications in Theoretical Physics》 SCIE CAS CSCD 2018年第7期25-30,共6页
Here thermal dependence conductivity and nonlinear convection features in third-grade liquid flow bounded by moving surface having varying thickness are formulated. Stagnation point flow is considered. Revised Fourier... Here thermal dependence conductivity and nonlinear convection features in third-grade liquid flow bounded by moving surface having varying thickness are formulated. Stagnation point flow is considered. Revised FourierFick relations and double stratification phenomena are utilized for modeling energy and concentration expressions.Mathematical model of considered physical problem is achieved by implementing the idea of boundary layer theory. The acquired partial differential system is transformed into ordinary ones by employing relevant variables. The homotopic scheme yield convergent solutions of governing nonlinear expressions. Graphs are constructed for distinct values of physical constraints to elaborate the heat/mass transportation mechanisms. 展开更多
关键词 nonlinear convection double stratification revised Fourier-Fick relations third grade liquid ther-mal dependence conductivity
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