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程进均衡定理引理阿波罗尼奥斯问题平方反比定律——举一反三的发数学原理
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作者 程进 《网友世界》 2014年第5期100-100,共1页
海峡上以白令海峡为中,直布罗陀海峡,苏伊士运河,巴拿马运河为左右,太阳,月亮,日食与月食,国际日期变更日,时间误差,潮汐落差有关。经济角度验证证明解决程进均衡定理引理阿波罗尼奥斯问题平方反比定律--举一反三的发数学原理... 海峡上以白令海峡为中,直布罗陀海峡,苏伊士运河,巴拿马运河为左右,太阳,月亮,日食与月食,国际日期变更日,时间误差,潮汐落差有关。经济角度验证证明解决程进均衡定理引理阿波罗尼奥斯问题平方反比定律--举一反三的发数学原理与中国股市的圆弧底,圆弧顶。 展开更多
关键词 程进均衡定理 平方反比定律 发数学原理
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The Role of Potential Structure in Excitation Functions of Synthesizing Superheavy Nuclei
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作者 JIA Fei HUANG Tian-Heng +3 位作者 XU Hu-Shan LI Jun-Qing WANG Nan W. Scheid 《Communications in Theoretical Physics》 SCIE CAS CSCD 2007年第4X期713-716,共4页
The excitation functions of two very similar reaction channels, 58Fe+ 208pb→ 265Hs + 1n and 58Fe+ 209Bi → 266Mt +1n are studied in the framework of the dinuclear system conception. The fusion probabilities are f... The excitation functions of two very similar reaction channels, 58Fe+ 208pb→ 265Hs + 1n and 58Fe+ 209Bi → 266Mt +1n are studied in the framework of the dinuclear system conception. The fusion probabilities are found to be strongly subject to the structure of the driving potential. Usually the fusion probability is hindered by a barrier from the injection channel towards the compound nuclear configuration. The barrier towards the mass symmetrical direction, however, also plays an important role for the fusion probability, because the barrier hinders the quasi-fission, and therefore helps fusion. 展开更多
关键词 superheavy nuclei driving potential excitation function
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Calculating the Refrigeration Coefficient by Using the Second Law of Thermodynamics
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作者 杨洪海 尹世永 《Journal of Donghua University(English Edition)》 EI CAS 2007年第6期811-814,共4页
Refrigeration coefficient, ε, is usually calculated by using the First Law of Thermodynamics. In this paper, a new derivation process is introduced through the combination of the Second Law of Thermodynamics with the... Refrigeration coefficient, ε, is usually calculated by using the First Law of Thermodynamics. In this paper, a new derivation process is introduced through the combination of the Second Law of Thermodynamics with the First Law of Thermodynamics. As a result, two new calculation equations for refrigeration coefficient are proposed. One equation is equivalent to the common method, but its form is a little complicated for real calculation. Another equation is the further simplification, and can be used to calculate the refrigeration coefficient instead of common method with a oermit error. 展开更多
关键词 vapor-compression refrigeration cycle refrigeration coefficient Second Law of Thernxxlynamics REFRIGERANT
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