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2013年中考专题复习(1)——“数与式~实数、代数式”
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作者 黄发长 《数学学习(海口)》 2012年第4期2-7,共6页
关键词 专题复习 算术平方根 二次根式 混合运算 提公因式法 整数指数幂 求值 科学记数法 乘法分配律 去括
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Generalized constructal optimization of strip laminar cooling process based on entransy theory 被引量:8
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作者 FENG HuiJun CHEN LinGen +2 位作者 LIU Xiong XIE ZhiHui SUN FengRui 《Science China(Technological Sciences)》 SCIE EI CAS CSCD 2016年第11期1687-1695,共9页
A strip laminar cooling process is investigated in this paper. Entransy theory and generalized constructal optimization are introduced into the optimization. Total water flow amount(WFA) in the laminar cooling zone(LC... A strip laminar cooling process is investigated in this paper. Entransy theory and generalized constructal optimization are introduced into the optimization. Total water flow amount(WFA) in the laminar cooling zone(LCZ) and complex function are taken as the constraint and optimization objective, respectively. The entransy dissipation(ED) and maximum temperature different(MTD) of the strip are simultaneously considered in the complex function. WFA distributions of the headers in the LCZ are optimized. The effects of the total WFA, strip thickness and cooling water temperature on the optimal results are analyzed.The optimal cooling scheme is the eleventh cooling mode for the considered total 257 cooling schemes, and the complex function,ED and MTD of the strip are decreased by 11.59%, 5.59% and 17.58% compared with the initial cooling scheme, respectively.The total WFA and strip thickness have the obvious influences on the optimal cooing scheme, but the cooling water temperature has no influence in the parameter analysis range of this paper. The "generalized optimal construct" derived by minimum complex function shows a compromise between the energy retention and quality of the strip. 展开更多
关键词 entransy theory generalized constructal optimization strip laminar cooling complex function generalized thermodynamic optimization
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