论文标题
Lambert W功能的对数概括及其在三参数熵的绝热恒温器上的应用
Logarithmic Generalization of the Lambert W function and its Applications to Adiabatic Thermostatics of the Three-Parameter Entropy
论文作者
论文摘要
发现兰伯特W函数的概括称为对数兰伯特函数是对绝热集成中经典理想气体三参数熵的恒温的解决方案。获得了该功能的导数，积分，泰勒序列，近似公式和分支。计算恒温器，并根据对数兰伯特函数表示热功能。
A generalization of the Lambert W function called the logarithmic Lambert function is found to be a solution to the thermostatics of the three-parameter entropy of classical ideal gas in adiabatic ensembles. The derivative, integral, Taylor series, approximation formula and branches of the function are obtained. The thermostatics are computed and the heat functions are expressed in terms of the logarithmic Lambert function.
