FRINK Linked Data Fragments server

Matches in SemOpenAlex for { <https://semopenalex.org/work/W3197884212> ?p ?o ?g. }

• W3197884212 endingPage "113209" @default.
• W3197884212 startingPage "113209" @default.
• W3197884212 abstract "Perturbation theory has been the center of the development of the new generation of equations of state. First- and second-order perturbation theories are very common, but require approximations for obtaining an analytical form. Recently, a new equation of state has been proposed in which the reference fluid is based on the hard Gaussian overlap approach, and the perturbed potential is defined as a spherically symmetric square well. In such an approach, the first- and second-order coefficients were considered the same as the ones applied for a system in which the reference term is spherical. Using Monte Carlo simulations, we investigated the validity of such an approximation by calculating the first- and second-order coefficients of the high-temperature expansion series of the Helmholtz free energy. With our findings, this approximation seems to be quite reasonable for a certain range of anisotropies. We also present a calculation of the perturbed molar Helmholtz free energy using Monte Carlo simulations, which could in principle be used for improving the equation of state." @default.
• W3197884212 created "2021-09-13" @default.
• W3197884212 creator A5022557492 @default.
• W3197884212 creator A5022727848 @default.
• W3197884212 creator A5035604038 @default.
• W3197884212 date "2021-12-01" @default.
• W3197884212 modified "2023-10-01" @default.
• W3197884212 title "Thermodynamic perturbation theory coefficients for ellipsoidal molecules" @default.
• W3197884212 cites W146070741 @default.
• W3197884212 cites W1625910593 @default.
• W3197884212 cites W1972839841 @default.
• W3197884212 cites W1973497472 @default.
• W3197884212 cites W1980129209 @default.
• W3197884212 cites W1993320948 @default.
• W3197884212 cites W1996013733 @default.
• W3197884212 cites W2012834186 @default.
• W3197884212 cites W2018650334 @default.
• W3197884212 cites W2022309251 @default.
• W3197884212 cites W2025089252 @default.
• W3197884212 cites W2028602090 @default.
• W3197884212 cites W2037929372 @default.
• W3197884212 cites W2045135196 @default.
• W3197884212 cites W2048641376 @default.
• W3197884212 cites W2049708620 @default.
• W3197884212 cites W2053190976 @default.
• W3197884212 cites W2056760934 @default.
• W3197884212 cites W2057203414 @default.
• W3197884212 cites W2058820560 @default.
• W3197884212 cites W2067153323 @default.
• W3197884212 cites W2071477318 @default.
• W3197884212 cites W2083990481 @default.
• W3197884212 cites W2085237940 @default.
• W3197884212 cites W2086472276 @default.
• W3197884212 cites W2105898331 @default.
• W3197884212 cites W2136501578 @default.
• W3197884212 cites W2217882217 @default.
• W3197884212 cites W2322250088 @default.
• W3197884212 cites W2731123185 @default.
• W3197884212 cites W2754597551 @default.
• W3197884212 cites W2762719246 @default.
• W3197884212 cites W2774279017 @default.
• W3197884212 cites W2776671847 @default.
• W3197884212 cites W2928017200 @default.
• W3197884212 cites W2947192415 @default.
• W3197884212 cites W2968443234 @default.
• W3197884212 cites W2978828482 @default.
• W3197884212 cites W2995432372 @default.
• W3197884212 cites W3007094376 @default.
• W3197884212 cites W3009796124 @default.
• W3197884212 cites W3016359912 @default.
• W3197884212 cites W3042873613 @default.
• W3197884212 cites W3124972178 @default.
• W3197884212 cites W3129842678 @default.
• W3197884212 cites W3131143251 @default.
• W3197884212 doi "https://doi.org/10.1016/j.fluid.2021.113209" @default.
• W3197884212 hasPublicationYear "2021" @default.
• W3197884212 type Work @default.
• W3197884212 sameAs 3197884212 @default.
• W3197884212 citedByCount "4" @default.
• W3197884212 countsByYear W31978842122022 @default.
• W3197884212 crossrefType "journal-article" @default.
• W3197884212 hasAuthorship W3197884212A5022557492 @default.
• W3197884212 hasAuthorship W3197884212A5022727848 @default.
• W3197884212 hasAuthorship W3197884212A5035604038 @default.
• W3197884212 hasConcept C105795698 @default.
• W3197884212 hasConcept C121332964 @default.
• W3197884212 hasConcept C121864883 @default.
• W3197884212 hasConcept C1276947 @default.
• W3197884212 hasConcept C147597530 @default.
• W3197884212 hasConcept C163716315 @default.
• W3197884212 hasConcept C174256460 @default.
• W3197884212 hasConcept C177918212 @default.
• W3197884212 hasConcept C182310444 @default.
• W3197884212 hasConcept C185592680 @default.
• W3197884212 hasConcept C18591234 @default.
• W3197884212 hasConcept C19499675 @default.
• W3197884212 hasConcept C27592594 @default.
• W3197884212 hasConcept C33923547 @default.
• W3197884212 hasConcept C53810900 @default.
• W3197884212 hasConcept C57489055 @default.
• W3197884212 hasConcept C62520636 @default.
• W3197884212 hasConcept C74650414 @default.
• W3197884212 hasConcept C85725439 @default.
• W3197884212 hasConcept C97355855 @default.
• W3197884212 hasConceptScore W3197884212C105795698 @default.
• W3197884212 hasConceptScore W3197884212C121332964 @default.
• W3197884212 hasConceptScore W3197884212C121864883 @default.
• W3197884212 hasConceptScore W3197884212C1276947 @default.
• W3197884212 hasConceptScore W3197884212C147597530 @default.
• W3197884212 hasConceptScore W3197884212C163716315 @default.
• W3197884212 hasConceptScore W3197884212C174256460 @default.
• W3197884212 hasConceptScore W3197884212C177918212 @default.
• W3197884212 hasConceptScore W3197884212C182310444 @default.
• W3197884212 hasConceptScore W3197884212C185592680 @default.
• W3197884212 hasConceptScore W3197884212C18591234 @default.
• W3197884212 hasConceptScore W3197884212C19499675 @default.
• W3197884212 hasConceptScore W3197884212C27592594 @default.
• W3197884212 hasConceptScore W3197884212C33923547 @default.

• next