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DBpiaA hybrid Eulerian-Lagrangian approach in the spray combustion modeling is being remarkably noticed recently. It is highly expected that there is a potential for the use of finite element methods in spray combustion because of there well-established me...
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RISS 인기검색어
적응유한요소법을 이용한 층류 축대칭 분무의 연구¹ = A Study of Laminar Axisymmetric Sprays Using Adaptive Finite Elements
한글로보기https://www.riss.kr/link?id=A76025635
- 저자
- 발행기관
- 학술지명
- 권호사항
-
발행연도
1994
-
작성언어
Korean
-
자료형태
학술저널
- 발행기관 URL
-
수록면
28-34(7쪽)
- 제공처
-
0
상세조회 -
0
다운로드
부가정보
다국어 초록 (Multilingual Abstract)
A hybrid Eulerian-Lagrangian approach in the spray combustion modeling is being remarkably noticed recently. It is highly expected that there is a potential for the use of finite element methods in spray combustion because of there well-established methematical foundation and ease in modeling the complex geometries and boundary conditions.<br/>
In this research. the element refinement algorithm(h-method) applicable to hybrid Eulerian-Lagrangian FEM is studied. The h-method algorithm applicable to the simplified gas-phase energy equation and droplet equation is studied and the stability and convergence characterisric of numerical scheme is investigated. Various kinds of error indicator is compared and computational experiment is performed on this optimized numerical scheme.<br/>
In this research. the element refinement algorithm(h-method) applicable to hybrid Eulerian-Lagrangian FEM is studied. The h-method algorithm applicable to the simplified gas-phase energy equation and droplet equation is studied and the stability and convergence characterisric of numerical scheme is investigated. Various kinds of error indicator is compared and computational experiment is performed on this optimized numerical scheme.<br/>
A hybrid Eulerian-Lagrangian approach in the spray combustion modeling is being remarkably noticed recently. It is highly expected that there is a potential for the use of finite element methods in spray combustion because of there well-established methematical foundation and ease in modeling the complex geometries and boundary conditions.<br/>
In this research. the element refinement algorithm(h-method) applicable to hybrid Eulerian-Lagrangian FEM is studied. The h-method algorithm applicable to the simplified gas-phase energy equation and droplet equation is studied and the stability and convergence characterisric of numerical scheme is investigated. Various kinds of error indicator is compared and computational experiment is performed on this optimized numerical scheme.<br/>
목차 (Table of Contents)
- Abstract
- 1. 서론
- 2. 축대칭 분무의 수학적 모델링
- 5. 결론 및 토의
- 參考文獻
- Abstract
- 1. 서론
- 2. 축대칭 분무의 수학적 모델링
- 5. 결론 및 토의
- 參考文獻
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분석정보
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