Renuka Ravindran
Indian academic
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Computer Science
Why Is Renuka Ravindran Influential?
(Suggest an Edit or Addition)According to Wikipedia, Renuka Ravindran was the first woman to be the Dean of the Indian Institute of Science. Education and career She was a student at the Presentation Convent in Vepery in Chennai and later at the Women's Christian College in Chennai. She earned her PhD from Indian Institute of Science in Applied Mathematics and later Doktoringenieur from the Technische Hochschule Aachen in Aerodynamics in Germany. She joined the Indian Institute of Science in 1967 as a professor and the Chairman of the Department of Mathematics, and then became the Dean of Indian Institute of Science. She has also been visiting professor at various universities, including the University of Kaiserslautern, Germany. Her fields of specialization are nonlinear waves and non-Newtonian fluids.
Renuka Ravindran's Published Works
Published Works
- Fitzhugh-nagumo Revisited: Types of bifurcations, Periodical Forcing and Stability Regions by a Lyapunov Functional (2004) (54)
- Coupled amplitude theory of nonlinear surface acoustic waves (1982) (39)
- A mathematical analysis of nonlinear waves in a fluid filled visco-elastic tube (1979) (38)
- A new theory of shock dynamics part I: analytic considerations (1990) (27)
- A New Theory of Shock Dynamics Part II: Numerical Solution (1990) (19)
- ON AN INFINITE SYSTEM OF COMPATIBILITY CONDITIONS ALONG A SHOCK RAY (1993) (17)
- A theory of non-linear waves in multi-dimensions: with special reference to surface water waves (1977) (16)
- Partial differential equations (1984) (10)
- Long time behaviour of the solution of a system of equations from new theory of shock dynamics (1994) (8)
- Canonical form of a quasilinear hyperbolic system of First order equations (1984) (6)
- The characteristic rule for shocks (1991) (5)
- Shock propagation in gas dynamics: Explicit form of higher order compatibility conditions (1998) (5)
- A case study with the new theory of shock dynamics (1992) (4)
- STRONG SHOCK APPROXIMATION IN THE NEW THEORY OF SHOCK DYNAMICS (1997) (4)
- A general treatment of two dimensional plane flows, for a micropolar fluid (1970) (3)
- A study of simple shearing flows in polar fluids (1972) (3)
- On the propagation of a weak shock front: Theory and application (1984) (3)
- Leading shock in two-dimensional secondary fluid injection. (1967) (3)
- Calculation of shocks using solutions of systems of ordinary differential equations (2005) (3)
- A note on the movement of single large liquid bubbles in vertical tubes (1975) (2)
- Trapped waves in the neighbourhood of a sonic-type singularity (1979) (2)
- Two shock interaction using new theory of shock dynamics (1994) (2)
- Wave propagation in a micropolar fluid contained in a visco-elastic membrane (1970) (2)
- A note on the equivalence of shock manifold equations (1988) (2)
- Interaction of a two-dimensional sonic jet with a supersonic stream (1970) (2)
- The oscillation of a spheroid along its axis in a non-Newtonian fluid (1969) (2)
- Joseph Louis lagrange (1736 – 1813) (2006) (1)
- A Method of Characteristics for Solving Two‐dimensional Unsteady Flow Problems (1979) (1)
- Sir James Lighthill (2009) (1)
- Mode locking for an externally excited droplet (1997) (0)
- Arrow’s impossibility theorem (2005) (0)
- The Riemann hypothesis (2006) (0)
- The life of Euclid (2007) (0)
- Euclid’s fifth postulate (2007) (0)
- THE OSCILLATIONS OF A SPHEROID ALONG ITS AXIS IN MICROPOLAR FLUID (2013) (0)
- Lighthill and his art of mathematical modelling (2009) (0)
- The influence of the motion of a rotor grid on a stator grid (1981) (0)
- The systematic derlvation of the infinite Set of coupled amplitude equations governing the propagation of surface waves generated at the interface of an elastic membrane (2013) (0)
- TWO TERM APPROXIMATION OF A MODEL EQUATION USING THE NEW THEORY OF SHOCK DYNAMICS (1999) (0)
- The work of lagrange in number theory and algebra (2006) (0)
- Study of a simple oscillatory flow in polar fluids (1972) (0)
- Equations Governing Kepler’s Laws of planetary motion (2009) (0)
- P L Bhatnagar (1912–1976) (2010) (0)
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