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有限流出不断可逆q过程的唯一性 被引量:1
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作者 张绍义 《北京师范大学学报(自然科学版)》 CAS CSCD 1994年第1期16-20,共5页
把有限流出可逆q过程的构造理论与基本狄利克莱型结合起来,得出了有限流出不断可逆q过程唯一的充要条件。
关键词 可逆q过程 狄利克莱型 有限流出
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Heat and mass transfer of a circular porous moist object located in a triangular shaped vented cavity
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作者 SELIMEFENDIGIL Fatih OZCAN COBAN Seda OZTOP Hakan F 《Journal of Central South University》 SCIE EI CAS CSCD 2024年第6期1956-1972,共17页
Heat and mass transfer of a circular-shaped porous moist object inside a two-dimensional triangle cavity is investigated by using finite element method.The porous object is considered to be a moist food sample,located... Heat and mass transfer of a circular-shaped porous moist object inside a two-dimensional triangle cavity is investigated by using finite element method.The porous object is considered to be a moist food sample,located in the middle of the cavity with inlet and outlet ports with different configurations of inlet/outlet ports.Convective drying performance is numerically assessed for different values of Reynolds numbers(between 50 and 250),dry air inlet temperature(between 40 and 80℃)and different locations of the port.It is observed that changing the port locations has significant impacts on the flow recirculaitons inside the triangular chamber while convective drying performance is highly affected.The moisture content reduces with longer time and for higher Reynolds number(Re)values.Case P4 where inlet and outlet ports are in the middle of the walls provides the most effective configuration in terms of convective drying performance while the worst case is seen for P1 case where inlet and outlet are closer to the corners of the chamber.There is a 192% difference between the moisture reduction of these two cases at Re=250,T=80℃ and t=120 min. 展开更多
关键词 convective drying porous domain cavity flow inlet/exit port finite element method
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一类单瞬时Q过程的构造
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作者 蒋兆峰 《华东交通大学学报》 1993年第1期58-67,共10页
令Q=(q_(ij);i,j∈EU{b})为单瞬时拟Q矩阵,E为可列集,b为瞬时态,记Q_E(q_(ij);i,j∈E)。本文在Q_E为有限非保守,有限流出的条件下给出了单瞬时Q过程的构造。
关键词 Q过程 单瞬时 非保守 有限流出
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