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统计熵
相关语句
  statistical entropy
     Statistical entropy of Kerr-Newman-de Sitter black hole
     Kerr-Newman-de Sitter黑洞的统计熵
短句来源
     CALCULATIONS OF STATISTICAL ENTROPY AND HEAT CAPACITY OF GASEoUS~(13)C_(84)(D_2) MOLECULE
     ~(13)C_(84)(D_2)分子气相统计熵及热容的计算
短句来源
     The Theoretical Calculations of Statistical Entropy and Heat Capacity of Gaseous ̄(13)C_(60) Molecule
     ~(13)C_(60)气相统计熵及热容的计算
短句来源
     STATISTICAL ENTROPY OF SPIN FIELDS IN REISSNER-NORDSTRM GEOMETRY
     Reissner-Nordstrm几何中自旋场的统计熵
短句来源
     The Statistical Entropy of Klein-Gordon Partial in Vaidya-Bonner Space-time
     Vaidya-Bonner时空中Klein-Gordon粒子的统计熵
短句来源
更多       
  statistic entropy
     Research on the theory of minimum rate of available energy dissipation and statistic entropy in rivers
     河流最小可用能耗率原理和统计熵理论研究
短句来源
     PROPERTY AND ANALYSIS OF STATISTIC ENTROPY FUNTION IN THE MARKETING COMPETLTION
     市场竞争条件下统计熵的性质与分析
短句来源
     It also concludes several methods to measure market power and introduces the concept of entropy, making use of statistic entropy to measure market power.
     归纳总结了电力市场中常用的市场力的度量方法,并在此基础上引入了熵的概念,把统计熵指标应用到市场力的度量中来。
短句来源
     In the light of macro economic management, this paper defines statistic Entropy Function's property and mathematical formula and proves Entropy feature value mathematically, and furthermore analyses the relationship between statistic Entropy and marketing competition.
     人们对市场竞争状态的描述,大多从微观角度出发,研究微观主体自身在市场竞争中的地位和变化状态。 本文从宏观角度出发,定义统计熵的性质和数学公式,从数学上证明统计熵的取值特征,进而分析出统计熵取值与市场竞争的关系。
短句来源
  “统计熵”译为未确定词的双语例句
     The statistical entropies of gravitational, electromagnetic and neutrino fields on the background of Reissner Nordstrm geometry is calculated in terms of brick wall model.
     用brick wall模型计算了Reissner Nordstr¨om几何中的引力场、电磁场和中微子场的统计熵 .
短句来源
     The entropies of quantum fields on event horizon of a toroidal black hole are given using the improved brick-wall model.
     利用薄层 (改进的brick wall模型 ) ,通过分别求解标量场方程和Dirac场方程 ,计算了环面黑洞事件视界附近的标量场和Dirac场的量子统计熵 .
短句来源
     By using the improved Brick-wall model, this paper has studies the rules that the entropy of the Dirac field in a static spherically-symmetric black hole obeys.
     利用改进了的Brick wall模型 ,研究静态广义球对称黑洞Dirac场的统计熵所遵从的规律 .
短句来源
     Then via the improved brick-wall method and membrane model, the authors obtain that if they choose proper parameter, the entropy of black hole is proportional to the area of horizon.
     然后应用改进的 brick- wall方法 -膜模型 ,计算黑洞的统计熵 .
短句来源
     It is noteworthy that the calculating formula for the dynamic proportional coefficient is obtained in this paper. Through calculating these dynamic proportional coefficients, the statistical entropies of the Dirac field in all kinds of the spherically symmetric non static black hole can be obtained directly.
     特别是给出了动比例系数的计算公式 ,通过计算动比例系数 ,可直接得出各种球对称动态黑洞Dirac场的统计熵
短句来源
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  statistical entropy
The results show that black hole entropy is identical with the statistical entropy of the quantum field at the horizon.
      
Quantum statistical entropy corresponding to cosmic horizon in five-dimensional spacetime
      
The generalized uncertainty relation is introduced to calculate the quantum statistical entropy corresponding to cosmic horizon.
      
And it is obtained that the quantum statistical entropy corresponding to cosmic horizon is proportional to the area of the horizon.
      
We provide a way to study the quantum statistical entropy corresponding to cosmic horizon in the higher-dimensional spacetime.
      
更多          
  statistic entropy
Quantum Statistic Entropy of Three-Dimensional BTZ Black Hole
      


The statistical entropy and heat capacity at 101325 Pa pressure and different temperatures of gaseous  ̄(13)C_(60) molecule are calculated by using the method of statistical thermodynamics and ideal gas model in this paper. The relationship between statistical entropy and temperature in K has been given, the relationships of heat capacities at constant volume and constant pressure with temperature in K are also given here.

采用统计热力学方法及理想气体模型计算了气相~(13)C_(60)分子在101325Pa压力及不同温度下的统计熵与热容。给出了统计熵与热力学温度K之间的关系,以及等容热容和等压热容与热力学温度K之间的关系表达式。

The statistical entropy and heat capacity at 101325Pa pressure and different tem-peratures of gaseous 13C84(D2) molecule were calculated by using the of statistical thermody-namics and idea gas model. Ralationships of statistical entropy and isopressure heat capacitywith temperatures in K have been obtained by using regression analysis. Results show thatstatistical entropy and heat capacity gaseous 13C84 (D2) molecule are bigger than that ofgaseous C84(D2) molecule at same pressure and same temperature.

采用统计热力学方法及理想气体模型计算了气相13C84(D2)分子在101325Pa压力及不同温度下的统计熵及热容.给出了统计熵及热容与热力学温度之间的关系.计算结果表明,在相同压力及温度下,13C84(D2)分子的统计熵及热容比C84(D2)分子的统计熵及热容要大.

In the light of macro economic management, this paper defines statistic Entropy Function's property and mathematical formula and proves Entropy feature value mathematically, and furthermore analyses the relationship between statistic Entropy and marketing competition. The analysis can provide some macro control and regulation and coordination of marketing structure.

人们对市场竞争状态的描述,大多从微观角度出发,研究微观主体自身在市场竞争中的地位和变化状态。本文从宏观角度出发,定义统计熵的性质和数学公式,从数学上证明统计熵的取值特征,进而分析出统计熵取值与市场竞争的关系。这种质量描述可为政府进行宏观调控,维持较好的市场结构提供科学依据。

 
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