activity
19982009
most citedSignatures of a Universal Spectrum for Atmospheric Interannual Variability in Some Disparate Climatic Regimes

20 citations · 70 across the 10 of their papers we have counts for

collaborators

10 papers

physics.ao-ph2009★ 12 cited

Seasonal variation of the mesospheric inversion layer, thunderstorms and mesospheric ozone over India

S. Fadnavis, Devendraa Siingh, G. Beig +1

Temperature and ozone volume mixing ratio profiles obtained from the Halogen Occultation Experiment (HALOE) aboard the Upper Atmospheric Research Satellite (UARS) over India and ov…

physics.gen-ph2006

A Cell Dynamical System Model for Simulation of Continuum Dynamics of Turbulent Fluid Flows

A. M. Selvam, S. Fadnavis

Atmospheric flows exhibit long-range spatiotemporal correlations manifested as the fractal geometry to the global cloud cover pattern concomitant with inverse power-law form for po…

physics.gen-ph1999

The Dynamics of Fullerene Structure Formation : Order out of Chaos Phenomenon

A. Mary Selvam, Suvarna Fadnavis

C60 molecules form spontaneously during vaporization of carbon associated with intense heating and turbulence such as in electrical arcs or flames. Self-organization of fluctuation…

chao-dyn1998★ 5 cited

Cantorian Fractal Patterns, Quantum-Like Chaos and Prime Numbers in Atmospheric Flows

A. M. Selvam, Suvarna Fadnavis

Atmospheric flows exhibit cantorian fractal space-time fluctuations signifying long-range spatiotemporal correlations. A recently developed cell dynamical system model shows that s…

chao-dyn1998★ 12 cited

Cantorian Fractal Spacetime, Quantum-like Chaos and Scale Relativity in Atmospheric Flows

A. M. Selvam, Suvarna Fadnavis

Cantorian fractal spacetime fluctuations characterize quantumlike chaos in atmospheric flows. The macroscale atmospheric flow structure behaves as a unified whole quantum system, w…

physics.comp-ph1998★ 2 cited

Some Numerical Experiments on Round-off Error Growth in Finite Precision Numerical Computation

Suvarna Fadnavis

Finite precision computations using digital computers involve the following inherent errors: (1) Round-off error of finite precision computations (2) Binary computer arithmetic pre…