papers

Publications (6)

physics.plasm-ph2011

Spiky development at the interface in Rayleigh-Taylor instability: Layzer approximation with second harmonic

M. R. Gupta, Rahul Banerjee, Labakanta Mandal +2

Layzer's approximation method for investigation of two fluid interface structures associated with Rayleigh Taylor instability for arbitrary Atwood number is extended with the inclu…

physics.plasm-ph2010

Development of nonlinear two fluid interfacial structures by combined action of Rayleigh-Taylor, Kelvin-Helmholtz and Richtmyer-Meshkov instabilities:Oblique shock

M. R. Gupta, Labakanta Mandal, Sourav Roy +2

The nonlinear evolution of two fluid interfacial structures like bubbles and spikes arising due to the combined action of Rayleigh-Taylor and Kelvin-Helmholtz instability or due to…

physics.plasm-ph2011

Development of Richtmyer-Meshkov and Rayleigh-Taylor Instability in presence of magnetic field

Manoranjan Khan, Labakanta Mandal, Rahul Banerjee +2

Fluid instabilities like Rayleigh-Taylor,Richtmyer-Meshkov and Kelvin-Helmholtz instability can occur in a wide range of physical phenomenon from astrophysical context to Inertial…

physics.plasm-ph2011

Effect of magnetic field on temporal development of Rayleigh-Taylor instability induced interfacial nonlinear structure

M. R. Gupta, Labakanta Mandal, Sourav Roy +1

The effect of magnetic field on the nonlinear growth rate of Rayleigh-Taylor instability induced two fluid interfacial structures has been investigated. The magnetic field is assum…

physics.plasm-ph2011

Combined effect of viscosity and vorticity on single mode Rayleigh -Taylor instability bubble growth

Rahul Banerjee, Labakanta Mandal, S. Roy +2

The combined effect of viscosity and vorticity on the growth rate of the bubble associated with single mode Rayleigh -Taylor instability is investigated. It is shown that the effec…

physics.plasm-ph2011

Richtmyer - Meshkov instability in a spherical target with density variation

Labakanta Mandal, Sourav Roy, Rahul Banerjee +2

The motion of unstable fluid interface due to Richtmyer - Meshkov (RM) instability incorporating with density variation has been studied in a spherical target using Lagrangian form…