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Green Fabrication of Phosphorus-Containing Chitosan Derivatives via One-Step Protonation for Multifunctional Flame-Retardant, Anti-Dripping, and Antibacterial Coatings on Polyester Fabrics. [PDF]
Zhao ZG, Huang YY, Tian XY, Ni YP.
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<i>In Vitro</i> Evaluation of Flame-Made Calcium Phosphate Nanoparticles for Antigen Delivery and Immunostimulation. [PDF]
Maheshwari A +4 more
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Monitoring of Sperm-Independent Calcium Oscillations in Immature Oocytes of Mice. [PDF]
Horiike S +4 more
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SIAM Journal on Applied Mathematics, 1989
Summary: The problem of a flame stabilized by a line source of fuel of strength \(2\pi\) \(\kappa\) is solved numerically. As \(\kappa\) is varied, first a bifurcation from an axisymmetric solution to a stationary cellular solution is found. Increasing \(\kappa\) further, a sequence of transitions to stationary cellular solutions of increasing mode ...
Bayliss, A. +2 more
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Summary: The problem of a flame stabilized by a line source of fuel of strength \(2\pi\) \(\kappa\) is solved numerically. As \(\kappa\) is varied, first a bifurcation from an axisymmetric solution to a stationary cellular solution is found. Increasing \(\kappa\) further, a sequence of transitions to stationary cellular solutions of increasing mode ...
Bayliss, A. +2 more
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Localized Flickering Cellular Flames
SIAM Journal on Applied Mathematics, 1998Summary: We illustrate the formation and evolution of cellular flames described by localized, ordered solutions of a modified Kuramoto-Sivashinsky equation (MKSE) derived for flames stabilized on a burner. The MKSE equation accounts for a slight curvature of the flat front due to the slowing of the gas flow near the burner rim.
Class, A., Bayliss, A., Matkowsky, B. J.
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Cellular and Tulip Flame Configurations
Journal of Applied Mechanics and Technical Physics, 2003Flame propagation in a plane channel with the formation of tulip and cellular configurations of the combustion front is simulated. The near-flame flow structure and the thermal flow structure are determined. An analogy is found between the tulip configuration and flame inflections at cell interfaces.
Istratov, A. G. +2 more
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Nonlinear Dynamics of Cellular Flames
SIAM Journal on Applied Mathematics, 1992The problem of a flame stabilized by a line source of fuel in the cellular regime, i.e., $L < 1$,where L is the Lewis number, is solved numerically. It is found that as L is decreased, transitions from stationary axisymmetric to stationary cellular to nonstationary cellular flames occur.
Bayliss, Alvin, Matkowsky, Bernard J.
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