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Lattice Gas Automata Applications to Estimate Effective Porosity and Permeability Barrier Model of the Triangle with a Height Variation
Author(s) -
Halauddin Halauddin,
Suhendra Suhendra,
Muhammad Isa
Publication year - 2020
Publication title -
journal of aceh physics society
Language(s) - English
Resource type - Journals
ISSN - 2355-8229
DOI - 10.24815/jacps.v9i2.16056
Subject(s) - lattice gas automaton , porosity , physics , permeability (electromagnetism) , materials science , cellular automaton , algorithm , mathematics , composite material , chemistry , stochastic cellular automaton , biochemistry , membrane
Penelitian ini bertujuan untuk menghitung porositas efektif ( ф eff) dan permeabilitas ( k ) menggunakan model segitiga dengan variasi tinggi yaitu 3, 4, 5, 6 dan 7 cm. Perhitungan porositas dan permeabilitas yang efektif dilakukan dengan menggunakan model Lattice Gas Automata (LGA), yang diimplementasikan dengan bahasa pemrograman Delphi 7.0. Untuk model segitiga penghalang dengan tinggi 3, 4, 5, 6 dan 7 cm, nilai porositas efektif dan permeabilitas, masing-masing: ф eff (T1) = 0,1690, k (T1) = 0 , 001339 pixel2; ф eff (T2) = 0,1841, k (T2) = 0,001904 pixel2; ф eff (T3) = 0,1885, k (T3) = 0,001904 pixel2; ф eff (T4) = 0,1938, k (T4) = 0001925 pixel2; dan ф eff (T5) = 0,2053, k (T5) = 0,002400 pixel2. Dari hasil simulasi, diperoleh tinggi segitiga akan berpengaruh signifikan terhadap nilai porositas efektif dan permeabilitas. Pada segitiga lebih tinggi, menyebabkan tabrakan model aliran fluida LGA mengalami lebih banyak hambatan untuk penghalang, sehingga porositas efektif dan permeabilitas menurun. Sebaliknya, jika segitiga lebih rendah, menyebabkan tabrakan model aliran fluida LGA mengalami lebih sedikit hambatan untuk penghalang, sehingga porositas efektif dan permeabilitas meningkat. This  research purposed to calculate the effective porosity ( f e ff ) and permeability (k) using the barrier model of the triangle with a high varying are 3, 4, 5, 6 and 7 cm. Effective porosity and permeability calculations performed using the model Lattice Gas Automata (LGA), which is implemented with Delphi 7.0 programming language. For model the barrier triangle with a high of 3, 4, 5, 6 and 7 cm, the value of effective porosity and permeability, respectively: f eff (T 1 )=0,1690, k(T 1 )=0,001339 pixel 2 ; f eff (T 2 )=0,1841, k(T 2 )=0,001904 pixel 2 ; f eff (T 3 )=0,1885, k(T 3 )=0,001904 pixel 2 ; f eff (T 4 )=0,1938, k(T 4 )= 0001925 pixel 2 ; and f eff (T 5 )=0,2053, k(T 5 )=0,002400 pixel 2 . From the simulation results, obtained by the high of the triangle will be a significant effect on the value of effective porosity and permeability. If the triangle highest, causing the collision of fluid flow models LGA experience more obstacles to the barrier, so that the effective porosity and permeability decrease. Conversely, if the triangle lower, causing the collision of fluid flow models LGA experience less obstacles to the barrier, so that the effective porosity and permeability increases. Keywords : Effective p orosity, permeability, model triangle , model LGA

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