# 국내학술지

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제목(국문) 단순격자볼츠만법에서 거시적변수들을 기반으로 한 대류경계조건 적용 CONVECTION BOUNDARY BASED ON MACROSCOPIC VARIABLES IN SIMPLE LATTICE BOLTZMANN METHOD 이현균 (H. Lee ,한양대학교 ) ▷공저자네트워크등록하기 이용준 (Y. Lee ,BEL Technology ) ▷공저자네트워크등록하기 이주희 (J. Lee ,호서대학교 ) ▷공저자네트워크등록하기 Recently, researchers have developed simple lattice Boltzmann method without evolution of distribution functions. The method has an advantage that physical boundary conditions can be implemented directly. Taking the advantage, we implement a convection boundary scheme to the simple lattice Boltzmann method. This boundary scheme is derived from an assumption that the convection heat flux is equal to the conduction heat flux. Then, the heat transfer coefficient can be expressed by the thermal conductivity. Using the coefficients, the wall temperature is set directly on the boundary condition of simple lattice Boltzmann method unlike convectional lattice Boltzmann method. For verifications and validations, we apply our scheme to three cases in a row. First of all, we compute a natural convection in a square cavity for validation of simple lattice Boltzmann method. Secondly, the convection boundary scheme is applied to steady one-dimension heat conduction on a solid. Lastly, we simulate a square cavity with the convection boundary scheme. In this case, we assume that the boundary is thin. Our result is compared with commercial solver, FLUENT. The results show that the convection boundary scheme used in this study can be applied to the simple lattice Boltzmann method. 격자볼츠만법(Lattice Boltzmann Method), 대류경계조건(Convection Boundary Condition), 자연대류(Natural Convection), 온도 계산(Temperature calculation), 공동 유동(Cavity Flow) 한국전산유체공학회지 ▷관련저널보기 26 0024 2021 