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换热器壳程数的预测方法对比及使用
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作者 郭文豪 《石油炼制与化工》 EI CAS CSCD 北大核心 1998年第5期35-38,共4页
比较预测1-2型管壳式换热器壳程数的Bel图形法和Ahmad分析法,指出在工程实践中,对单独冷热物流的匹配,可使用简单实用的Bel方法,而在窄点技术的超目标方法中,应使用参数可变的Ahmad分析法。
关键词 换热器 预测 数据关联 壳程数
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多壳程换热器确定壳程数的分析解法
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作者 杨洪海 《化工设计通讯》 CAS 1999年第4期55-57,共3页
该交通过对会壳程换热器的设计方法的理论分析,得出了求解壳程数目或换热器串联台数的分析解法;项列举了计算实例。
关键词 换热器 壳程数 分析解
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Some Engineering Properties of Sunflower Seed and Its Kernel
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作者 R. Khodabakhshian B. Emadi M. H. Abbaspour Fard 《Journal of Agricultural Science and Technology》 2010年第4期37-46,共10页
Some engineering properties of sunflower seed and its kernel, Shahroodi variety as a case study, were investigated at various moisture content levels (3-14% d.b.) for three size categories (large, medium and small... Some engineering properties of sunflower seed and its kernel, Shahroodi variety as a case study, were investigated at various moisture content levels (3-14% d.b.) for three size categories (large, medium and small). With increase of moisture content from 3 to 14% d.b., all the main dimensions (length, width and thickness), geometric mean diameter, porosity, true density, terminal velocity and static coefficient of friction increased while bulk density and rupture force for both sunflower seed and its kernel decreased for all size categories. The results showed that the highest value of static coefficient of friction for both seed and kernel was on the rubber surface, followed by plywood, polyethylene, galvanized iron, and finally aluminium surfaces. The seeds required less compressive force to dehull when loaded under the horizontal as compared to the vertical orientation. But for kernels, the trend was the opposite. Also, the compressive forces needed to initiate rupture of sunflower seed hulls were higher (47.1-94.72 N) than those required to rupture the kernel (8.5-13.4 N) in both orientations. 展开更多
关键词 Sunflower seed KERNEL engineering properties Shahroodi variety moisture content SIZE
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On Some Bending Problems of Prismatic Shell with the Thickness Vanishing at Infinity
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作者 Natalia Chinchaladze Margarita Tutberidze 《Journal of Mathematics and System Science》 2017年第3期88-93,共6页
The present work is devoted to the bending problems of prismatic shell with the thickness vanishing at infinity as an exponential function. The bending equation in the zero approximation of Vekua's hierarchical model... The present work is devoted to the bending problems of prismatic shell with the thickness vanishing at infinity as an exponential function. The bending equation in the zero approximation of Vekua's hierarchical models is considered. The problem is reduced to the Dirichlet boundary value problem for elliptic type partial differential equations on half-plane. The solution of the problem under consideration is constructed in the integral form. 展开更多
关键词 Cusped prismatic shell Vekua's hierachical models Elliptic type partial differential equations
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