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    국내학술지 제목 게시판 내용
    제목(국문) 그루브의 Trap 효과에 대한 CFD 해석 : 제 1부-그루브 단면 형상의 변화
    제목(영문) CFD Analysis of Trap Effect of Groove in Lubricating Systems: Part I - Variation in Cross-Sectional Shape of Groove
    저자 홍성호 (Sung-Ho Hong ,현대중공업 엔진기계사업본부 ) ▷공저자네트워크등록하기
    초록
    초록(영문)

    Trap effect of groove is evaluated in a lubricating system using computational fluid dynamics (CFD) analysis. The simulation is based on the standard k-& turbulence model and the discrete phase model (DPM) using a commercial CFD code FLUENT. The simulation results are also capable of showing the particle trajectories in flow field. Computational domain is meshed using the GAMBIT pre-processor. The various grooves are applied in order to improve lubrication characteristics such as reduction of friction loss, increase in load carrying capacity, and trapping of the wear particles. Trap effect of groove is investigated with variations in cross-sectional shape and Reynolds number in this research. Various cross-sectional shapes of groove (rectangular, triangle, U shaped, trapezoid, elliptical shapes) are considered to evaluate the trap effect in simplified two-dimensional sliding bearing. The particles are assumed to steel, and defmed a single particle injection condition in various positions. The "reflect" boundary condition for discrete phase is applied to the wall boundary, and the "escape" boundary condition to "pressure inlet" and "pressure outlet" conditions. The streamlines are compared with particles trajectories in the groove. From the results of numerical analysis in the study, it is found that the cross-sectional shapes favorable to the creation of vortex and small eddy current are effective in terms of particle trapping effect. Moreover, it is found that the Reynolds number has a strong influence on the pattern of vortex or small eddy current in the groove, and that the pattern of the vortex or small eddy current affects the trap effect of the groove.

    keyword groove(그루브), cross-sectional shape(단면 형상), particle trajectory(입자 궤적), CFD(전산유체역학)
    저널명 윤활학회지 ▷관련저널보기
    VOL 32
    PAGE 0101
    발표년도 2016
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