본문 바로가기 주메뉴 바로가기
국회도서관 홈으로 정보검색 소장정보 검색

초록보기

Invariant forms of the flame stretch on three dimensional flame surfaces were derived by M. Matalon (1983), S. H. Chung and C. K. Law (1984), and S. M. Candel and T. J. Poinsot (1990) respectively in different forms. To resolve potential confusions, the three model forms were compared, and their mutual identities were described in this study. The respective model equations were also organized in their decomposed expressions, by normal and tangential stretch components and by components induced by flow velocity and flame speed. Their applications into numerical and experimental data were discussed, and potential application issues were addressed by illustrating flame stretch calculation procedures. In most situations, necessary parameters (e.g., flame location, migration velocity, flame speed, flow velocity, etc.) could be extracted from the data on the flame surface. Some model equations require operations covering outside of the flame surface, which could be unknowns to calculate flame stretch.

참고문헌 (29건) : 자료제공( 네이버학술정보 )

참고문헌 목록에 대한 테이블로 번호, 참고문헌, 국회도서관 소장유무로 구성되어 있습니다.
번호 참고문헌 국회도서관 소장유무
1 Y. Ju, H. Matsumi, K. Takita, G. Masuya, Combined effects of radiation, flame curvature, and stretch on the extinction and bifurcations of cylindrical CH4/air premixed flame, Combust. Flame, 116(4) (1999)580-592. 미소장
2 A.J. Morales, I.M. Lasky, M.K. Geikie, C.A. Engelmann, K.A. Ahmed, Mechanisms of flame extinction and lean blowout of bluff body stabilized flames, Combust. Flame, 203 (2019) 31-45. 미소장
3 L.J. Humphrey, V.S. Acharya, D.-H. Shin, T.C. Lieuwen, Modeling the Response of Turbulent Flames to Harmonic Forcing, Combust. Sci. Technol., 189(2)(2017) 187-212. 미소장
4 G.H. Markstein, Nonsteady Flame Propagation, Pergamon Press, Oxford, (1964). 미소장
5 P. Clavin, Dynamic behavior of premixed flame fronts in laminar and turbulent flows, Prog. Energy Combust. Sci., 11(1) (1985) 1-59. 미소장
6 P. Clavin, J.C. Graña-Otero, Curved and stretched flames: The two Markstein numbers, J. Fluid Mech., 686 (2011) 187-217. 미소장
7 H.J. Kim, K. Van, D.K. Lee, C.S. Yoo, J. Park, S.H. Chung, Laminar flame speed, Markstein length, and cellular instability for spherically propagating methane/ethylene–air premixed flames, Combust. Flame, 214 (2020) 464-474. 미소장
8 G.K. Giannakopoulos, A. Gatzoulis, C.E. Frouzakis, M. Matalon, A.G. Tomboulides, Consistent definitions of “Flame Displacement Speed” and “Markstein Length” for premixed flame propagation, Combust. Flame, 162(4) (2015) 1249-1264. 미소장
9 M. Bozkurt, M. Fikri, C. Schulz, Investigation of the kinetics of OH* and CH* chemiluminescence in hydrocarbon oxidation behind reflected shock waves, Appl. Phys. B: Lasers Opt. 107 (2012) 515-527. 미소장
10 V.N. Nori, J.M. Seitzman, CH* chemiluminescence modeling for combustion diagnostics, Proc. Combust. Inst. 32(1) (2009) 895-903. 미소장
11 S. Hu, J. Gao, C. Gong, Y. Zhou, X.S. Bai, Z.S. Li, M. Alden, Assessment of uncertainties of laminar flame speed of premixed flames as determined using a Bunsen burner at varying pressures, Appl. Energy, 227(1) (2018) 149-158. 미소장
12 S. Chaudhuri, Life of flame particles embedded in premixed flames interacting with near isotropic turbulence, Proc. Combust. Inst., 35(2) (2015) 1305-1312. 미소장
13 B. Karlovitz, D.W. Denniston, D.H. Knapschaefer, F.E. Wells, Studies on Turbulent flames: A. Flame Propagation Across velocity gradients B. turbulence Measurement in flames, Symposium (International)on Combustion, 4(1) (1953) 613-620. 미소장
14 F.A. Williams, A review of some theoretical considerations of turbulent flame structure, AGARD Conference Proceedings, 164 (1975) 1. 미소장
15 F.A. Williams, Recent Advances in Theoretical Descriptions of Turbulent Diffusion Flames, Turbulent Mixing in Nonreactive and Reactive Flows, (1975)189-208. 미소장
16 J. Buckmaster, The Quenching of Two-dimensional Premixed Flames, Acta Astronautica, 6(5-6) (1979)741-769. 미소장
17 M. Matalon, On Flame Stretch, Combust. Sci. Technol., 31(3-4) (1983) 169-181. 미소장
18 S.H. Chung, C.K. Law, An Invariant Derivation of Flame Stretch, Combust. Flame, 55(1) (1984) 123-125. 미소장
19 S.M. Candel, T.J. Poinsot, Flame Stretch and the Balance Equation for the Flame Area, Combust. Sci. and Tech., 70(1-3) (1990) 1-15. 미소장
20 D.R. Dowdy, D.B. Smith, S.C. Taylor, A. Williams, The use of expanding spherical flames to determine burning velocities and stretch effects in hydrogen/air mixtures, Symposium (International) on Combustion, 23(1) (1991) 325-332. 미소장
21 E. Varea, J. Beeckmann, H. Pitsch, Z. Chen, B. Renou, Determination of burning velocities from spherically expanding H2/air flames, Proc. Combust. Inst., 35(1) (2015) 711-719. 미소장
22 T.M. Vu, M.S. Cha, B.J. Lee, S.H. Chung, Tip opening of premixed bunsen flames: Extinction with negative stretch and local Karlovitz number, Combust. Flame, 162(4) (2015) 1614-1621. 미소장
23 J. Lambert, S. Coulombe, G. Bourque, J.M. Bergthorson, Investigation of the hydrodynamic effect of nanosecond repetitively pulsed discharges on a laminar stagnation flame, Proc. Combust. Inst., 38(4) (2021) 6567-6574. 미소장
24 Y.J. Kim, M. Choi, K. Kim, D.-H. Shin, Comparisons of Flame Stretch Calculation Models and Their Applications, Part II: Model Applications, Journal of The Korean Society Combustion, 28(2)(2023) 38-56. 미소장
25 M.E. Gurtin, A. Struthers, W.O. Williams, A Transport Theorem for Moving Interfaces, Q. Appl. Math., 47(4) (1989) 773-777. 미소장
26 P. Cermelli, E. Fried, M.E. Gurtin, Transport relations for surface integrals arising in the formulation of balance laws for evolving fluid interfaces, J. Fluid Mech., 544 (2005) 339-351. 미소장
27 R. Fosdick, H. Tang, Surface Transport in Continuum Mechanics, Math. Mech. Solids, 14(6) (2009)587-598. 미소장
28 P. Lidström, Moving Regions in Euclidean Space and Reynolds’ Transport Theorem, Math. Mech. Solids, 16(4) (2011) 366-380. 미소장
29 N. Peters, Turbulent Combustion, Cambridge: Cambridge University Press, (2000). 미소장