FEP：自由能微扰
“自由能微扰”（Free Energy Perturbation，常缩写为FEP）是一种在计算化学、分子模拟和能源相关研究领域中广泛使用的理论方法。该缩写形式方便书写和交流，尤其在学术论文、技术报告及机构内部讨论中频繁出现，用于高效地描述和研究分子系统自由能变化的微扰计算技术。
Free Energy Perturbation具体释义
Free Energy Perturbation的英文发音
例句
- Chiral recognition of amino acids by α - cyclodextrin using free energy perturbation calculation
- 自由能微扰(FEP)法用于α-环糊精对氨基酸的手性识别研究
- The effective potential and free energy of sine-Gordon-Thirring model are derived by using perturbation functional integration method. Moreover, four-order statistical averages of two-impurity with condensed term are calculated in weak-coupling case. 2.
- 本文主要处理两类问题：1.用微扰泛函积分方法推导sine-Gordon-Thirring模型中的等效势和自由能，另外，在弱耦合情况下计算两个杂质和凝聚项的四阶统计平均值。
- The dipole-dipole energy for polar molecules is treated as an average of space orientation. The Helmholtz free energy contribution of dipole moment is deduced from the perturbation theory also and tested by Monte Carlo molecular simulation data.
- 偶极定向能采用空间取向平均和微扰理论处理，并用MonteCarlo分子模拟数据进行了验证；
- Both a free volume approach for Helmholtz free energy and a theoretically-based fitted formula for radial distribution function ( rdf ) of hard sphere solid were employed to describe the Helmholtz free energy of Lennard-Jones ( LJ ) solid in the framework of first order thermodynamic perturbation theory.
- 结合描述硬球固体Helmholtz自由能的自由体积方法与描述硬球固体径向分布函数的拟合的分析表达式与一阶热力学摄动理论，用于描述LennardJones（LJ）固体的Helmholtz自由能。
- Effect potential and free energy of sine-Gordon-Thirring model are derived on black hole background, energy density fluctuation of Fermi matter are calculated in weak and strong coupling cases. Influence of gravitational field perturbation for Fermi matter is also analyzed. 3.
- 在黑洞背景下推导了sine-Gordon-Thirring模型的自由能与等效势，计算了弱耦合和强耦合情况下费米物质的能量密度，分析了引力场扰动对费米物质能量密度涨落的影响。
本站英语缩略词为个人收集整理，可供非商业用途的复制、使用及分享，但严禁任何形式的采集或批量盗用
若FEP词条信息存在错误、不当之处或涉及侵权，请及时联系我们处理：675289112@qq.com。