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Atharva Joshi's Projects

axisymmetric-taylor-coutte-flow icon axisymmetric-taylor-coutte-flow

Consists of a viscous fluid confined in the gap between two rotating cylinders. For low angular velocities, measured by the Reynolds number Re, the flow is steady and purely azimuthal. Taylor-Couette flow is characterized by three dimensionless numbers: 𝜂 = 𝑅1/𝑅2, the ratio of the inner cylidner radius 𝑅1 to the outer cylinder radius 𝑅2 𝜇 = Ω2/Ω1, the ratio of the OUTER cylinder rotation rate Ω2 to the inner rate Ω1 Re = Ω1𝑅1𝛿/𝜈, the Reynolds numbers, where 𝛿 = 𝑅2 − 𝑅1, the gap width between the cylinders

bernard-cells icon bernard-cells

Rayleigh Bernard Convection phenomenon analyzied via OpenFOAM.

dedalus icon dedalus

A flexible framework for solving PDEs with modern spectral methods.

kelvin-helholtz-instability icon kelvin-helholtz-instability

Simulation of the incompressible Kelvin-Helmholtz problem. We non-dimensionalize the problem by taking the box height to be one and the jump in velocity to be one. We use no slip boundary conditions, and a box with aspect ratio 𝐿/𝐻 = 2. The initial velocity profile is given by a hyperbolic tangent, and only a single mode is initially excited. We will also track a passive scalar which will help us visualize the instability.

solidification-melting-using-openfoam6 icon solidification-melting-using-openfoam6

This repository is a replication of the work done by Mr.Henry Weller in the domain of Solidification phenomenon. This repository contains developments for modeling columnar solidification of binary alloys contributed by John Coleman and Dr. Matthew J.M. Krane at Purdue University to the OpenFOAM Foundation.

tutorials icon tutorials

Set of Jupyter Notebooks, along with datafiles, to get started with Scientific Computing in Astronomy

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