Swirling flow fields in combustion chambers can be determined based on swirl ratio and a velocity profile specified along some path to the vortex center. A method is presented whereby flow fields can be constructed by applying the continuity equation in a streamline coordinate system and imposing irrotationality about the symmetry axis of the vortex ring. The swirl ratio may be specified at the vortex core, along with a velocity profile along any semi-axis of the vortex cross section.
LiYZhaoHLeachB. Characterization of an in-cylinder flow structure in a high-tumble spark ignition engine. Int J Engine Res2004; 5: 375–400.
2.
PipitoneEMancusoU. An experimental investigation of two different methods for swirl induction in a multivalve engine. Int J Engine Res2005; 6: 159–170.
3.
HeywoodJB. Internal combustion engine fundamentals. New York: Wiley, 1988, p.851.
KampanisNArchoumanisCKometaniS. Flow and mixture distribution in a high-speed five-valve direct injection gasoline engine. Int J Engine Res2006; 7: 143–166.
6.
WangHWZhouLBJiangDM. Study on the performance and emissions of a compression ignition engine fuelled with dimethyl ether. Proc IMechE, Part D: J Automobile Engineering2000; 214: 101–106.
7.
KangKReitzZ. The effect of intake valve alignment on swirl generation in a DI diesel engine. Exp Therm Fluid Sci1999; 20: 94–103.
8.
EkchianA. Flow visualization study of the intake process of an internal combustion engine. PhD Dissertation, MIT, Cambridge, MA, 1979.
9.
EkchianAHoultD. Flow visualization study of the intake process of an internal combustion engine. SAE technical paper 790095 SAE Trans., Vol. 88, 1979.
10.
StöhrMBoxxICarterC. Dynamics of lean blowout of a swirl-stabilized flame in a gas turbine model combustor. P Combust Inst2011; 33: 2953–2960.
11.
HuangYYangV. Effect of swirl on combustion dynamics in a lean-premixed swirl-stabilized combustor. P Combust Inst2005; 30: 1775–1782.
12.
HsuKYGossLPTrumpDD. Performance of a trapped-vortex combustor. In: 33rd aerospace sciences meeting and exhibit, Reno, NV, 9–12th January 1995, AIAA paper no. 95-0810.
13.
BucherJEdmondsRGSteeleRC. The development of a lean-premixed trapped vortex combustor. In: Proceedings of ASME turbo expo 2003 land, sea, and air, Atlanta, GA, 16–19 June 2003, GT-2003-38236.
14.
SaxtonCJSutherlandRSBicknellGV. The Centaurus A northern middle lobe as a buoyant bubble. Astrophys J2001; 563: 103–117.
15.
ParkerNGProukakisNPAdamsCS. Dark soliton dynamics in confined Bose-Einstein condensates. In: ChenLV (ed.) Focus on soliton research. New York: Nova Science Publishing, 2004, pp.1–49.
16.
EhsanZTsintsadzeNLVranjesJ. Acceleration of dust particles by vortex ring. J Plasma Phys2011; 77: 155–162.
17.
PuretzkyAAGeoheganDBFanX. Dynamics of single-wall carbon nanotube synthesis by laser vaporization. Appl Phys A: Mater2000; 352: 153–160.
18.
MoffattHK. Generalized vortex rings with and without swirl. Fluid Dyn Res1988; 3: 22–30.
19.
FukumotoYMoffattHK. Motion and expansion of a viscous vortex ring. Part 1. A higher-order asymptotic formula for the velocity. J Fluid Mech2000; 417: 1–45.
20.
EtnyreJGhristR. Contact topology and hydrodynamics III: knotted orbits. T Am Math Soc2000; 352: 5781–5794.