FRINK Linked Data Fragments server

Matches in SemOpenAlex for { <https://semopenalex.org/work/W2990184580> ?p ?o ?g. }

• W2990184580 endingPage "104398" @default.
• W2990184580 startingPage "104398" @default.
• W2990184580 abstract "Abstract One of the most concerned subjective in Mechanical science is natural convection study in a cavity. Furthermore, the investigation of entropy generation can be useful for better designing of the thermal systems. In the present study, natural convection flow and entropy generation are numerically investigated in the presence of a magnetic field in a square inclined cavity which known as the effect of magneto-hydrodynamic (MHD). Firstly, governing equations, including mass, momentum, and energy balance equations are applied to the problem. Then, governing equations are rewritten in dimensionless form using non-dimensional parameters, vorticity, and stream function. Furthermore, the entropy generation equation is written as a non-dimensional equation. Then, the contribution of the heat transfer entropy generation into the total entropy generation rate is determined using the Bejan number. A new measure for evaluation of the thermal performance of the cavity is presented that is the so-called ecological coefficient of performance (ECOP) based on the second law of thermodynamics. Flow and heat transfer characteristics are investigated for different values of the Rayleigh number, inclination angle, and Hartmann number. The new correlations of entropy generation as a function of Rayleigh number are obtained using the two-dimensional version of quadratic Lagrange interpolation functions (QLIFs). The obtained values for the average Nusselt number and the entropy generation number are compared with those of the literature and excellent agreement is observed. The results show that the entropy generation number rises with increasing of Hartmann number and whereas it has a maximum value for a specified inclination angle. Also, ECOP increases with increasing of Hartmann number for low values of Rayleigh number. The results discover that the optimum values of the inclination angle are 20°, 35° and 48°for Hartmann number 0, 25 and 75 at Ra = 105, respectively. Also, with increasing Ha from 25 to 75, the contribution of the Ngen due to magnetic field decreases from 23% to 9% for β = 0° and it decreases from 24% to 6% for β = 45°." @default.
• W2990184580 created "2019-12-05" @default.
• W2990184580 creator A5009800106 @default.
• W2990184580 creator A5041078095 @default.
• W2990184580 creator A5052815108 @default.
• W2990184580 creator A5067002166 @default.
• W2990184580 creator A5079824652 @default.
• W2990184580 date "2020-01-01" @default.
• W2990184580 modified "2023-10-05" @default.
• W2990184580 title "Investigation of entropy generation in a square inclined cavity using control volume finite element method with aided quadratic Lagrange interpolation functions" @default.
• W2990184580 cites W1990866962 @default.
• W2990184580 cites W2021427226 @default.
• W2990184580 cites W2034291020 @default.
• W2990184580 cites W2034652370 @default.
• W2990184580 cites W2047498131 @default.
• W2990184580 cites W2049827847 @default.
• W2990184580 cites W2053008022 @default.
• W2990184580 cites W2056890205 @default.
• W2990184580 cites W2076949769 @default.
• W2990184580 cites W2076981418 @default.
• W2990184580 cites W2078046509 @default.
• W2990184580 cites W2095339087 @default.
• W2990184580 cites W2100983895 @default.
• W2990184580 cites W2132429520 @default.
• W2990184580 cites W2143015269 @default.
• W2990184580 cites W2218054743 @default.
• W2990184580 cites W2279147027 @default.
• W2990184580 cites W2318120256 @default.
• W2990184580 cites W2339170838 @default.
• W2990184580 cites W2483674905 @default.
• W2990184580 cites W2612065579 @default.
• W2990184580 cites W2614030258 @default.
• W2990184580 cites W2621046721 @default.
• W2990184580 cites W2621444493 @default.
• W2990184580 cites W2745506535 @default.
• W2990184580 cites W2775967283 @default.
• W2990184580 cites W2776186314 @default.
• W2990184580 cites W2792411083 @default.
• W2990184580 cites W2805493708 @default.
• W2990184580 cites W2806835974 @default.
• W2990184580 cites W2862284531 @default.
• W2990184580 cites W2884184140 @default.
• W2990184580 cites W2896274933 @default.
• W2990184580 cites W2897611972 @default.
• W2990184580 cites W2898751070 @default.
• W2990184580 cites W2900391731 @default.
• W2990184580 cites W2900461908 @default.
• W2990184580 cites W2903226366 @default.
• W2990184580 cites W2903785603 @default.
• W2990184580 cites W2914281090 @default.
• W2990184580 cites W2915968126 @default.
• W2990184580 cites W2921799562 @default.
• W2990184580 cites W2939638802 @default.
• W2990184580 cites W2943173881 @default.
• W2990184580 cites W2946678149 @default.
• W2990184580 cites W2947389043 @default.
• W2990184580 cites W2948333409 @default.
• W2990184580 cites W2950307807 @default.
• W2990184580 cites W2950834156 @default.
• W2990184580 cites W2953561521 @default.
• W2990184580 cites W2957339011 @default.
• W2990184580 cites W2959885676 @default.
• W2990184580 cites W2966617556 @default.
• W2990184580 cites W2970498506 @default.
• W2990184580 cites W4242091947 @default.
• W2990184580 doi "https://doi.org/10.1016/j.icheatmasstransfer.2019.104398" @default.
• W2990184580 hasPublicationYear "2020" @default.
• W2990184580 type Work @default.
• W2990184580 sameAs 2990184580 @default.
• W2990184580 citedByCount "66" @default.
• W2990184580 countsByYear W29901845802020 @default.
• W2990184580 countsByYear W29901845802021 @default.
• W2990184580 countsByYear W29901845802022 @default.
• W2990184580 countsByYear W29901845802023 @default.
• W2990184580 crossrefType "journal-article" @default.
• W2990184580 hasAuthorship W2990184580A5009800106 @default.
• W2990184580 hasAuthorship W2990184580A5041078095 @default.
• W2990184580 hasAuthorship W2990184580A5052815108 @default.
• W2990184580 hasAuthorship W2990184580A5067002166 @default.
• W2990184580 hasAuthorship W2990184580A5079824652 @default.
• W2990184580 hasConcept C104114177 @default.
• W2990184580 hasConcept C121332964 @default.
• W2990184580 hasConcept C129844170 @default.
• W2990184580 hasConcept C134306372 @default.
• W2990184580 hasConcept C135628077 @default.
• W2990184580 hasConcept C135692309 @default.
• W2990184580 hasConcept C137800194 @default.
• W2990184580 hasConcept C19188886 @default.
• W2990184580 hasConcept C2524010 @default.
• W2990184580 hasConcept C28826006 @default.
• W2990184580 hasConcept C33923547 @default.
• W2990184580 hasConcept C57879066 @default.
• W2990184580 hasConcept C74650414 @default.
• W2990184580 hasConcept C97355855 @default.
• W2990184580 hasConceptScore W2990184580C104114177 @default.
• W2990184580 hasConceptScore W2990184580C121332964 @default.
• W2990184580 hasConceptScore W2990184580C129844170 @default.
• W2990184580 hasConceptScore W2990184580C134306372 @default.

• next