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Vinesh Reddy

CFD MASTERS || MATLAB || OpenFoam ||

Introduction

Highly passionate Graduate Mechanical Engineer with keen interested in Computational Fluid Dynamics, FEA concepts and CAE.

10 Projects

Stoichiometric Combustion Calculator for Alkane, Alkene and Alkyne fuels

Objective:

Objective: Stoichiometric Combustion Calculator for Alkane, Alkene and Alkyne fuels using follwing equation Here n = Number of moles of C ar = Stoichiometric co-efficient a = Number of moles of Carbon-di-oxide b = Number of moles of water c = Number of moles of nitrogen Introduction: stoichiometric combustion is ideal…

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18 Jan 2020 01:11 AM IST

  • MATLAB
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Simulation of Flow through a pipe in OpenFoam Wedge BC

Objective:

Part:1 OBJECTIVE: To write a program in Matlab which will generate BlockMeshDict file automaticlly of given grading schemes and wedge conditions, and to study the flow through a pipe in OpenFoam and validate the results with theoretical equations which is Hagen poiseuille’s equation. INTRODUCTION: For any pipe, calculation…

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28 Feb 2020 11:01 PM IST

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Simulation of a 1D Super-sonic nozzle flow simulation using Macormack Method for both Non-conservative and Conservative forms

Objective:

OBJECTIVE: Solving the 1D supersonic nozzle flow equations using the Macormack Method. Implementing both the conservative and non-conservative forms of the governing equations Performing grid dependence test 1.INTRODUCTION: A nozzle is a device designed to control the direction or characteristics of a fluid flow (especially…

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20 Feb 2020 07:56 AM IST

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Meshing cylindrical object using ANSA

Objective:

OBJECTIVE Meshing the cylinder using ANSA for structural analysis at target length 1 units (or mm) Procedure Phases invoved: importing CAD model --> geometry checks --> assigning PID --> meshing --> mesh checks CAD file of the object need to be imported into ANSA and there are several steps invovled before…

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24 Feb 2020 05:43 AM IST

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Solving the steady and unsteady 2D heat conduction problem

Objective:

OBJECTIVE: Solving the 2D heat conduction equation by using the point iterative techniques for Steady state and Transient state. For Transient state analysis, solving equation by both implicit and explicit schemes. Iterative techniques are; Jacobi Gauss-seidel Successive over-relaxation.   Stability analysis in Transient…

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12 Feb 2020 05:58 AM IST

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Finite Volume Method Interpolation and Gradient Schemes literature review

Objective:

OBJECTIVE: Describing the need for interpolation schemes and flux limiters in FVM INTRODUCTION: FVM FVM can be used on all differential equations, it can written as in divergence form. The equation is converting the volume integral over the divergence into a surface integral across the boundaries. 1.Interpolation Scheme:…

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24 Feb 2020 08:28 AM IST

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    Symmetry vs Wedge vs HP equation Simulation of flow through a pipe

    Objective:

    Part:2 OBJECTIVE: Comparative Analysis of Symmetry and wedge Boundary condition and its validation with Hagon-Poiseuille Equations. INTRODUCTION: As per objective Should have have results obtained from solving the Hagen Poisuelle\'s equation Should have results obtained from simulating the pipe flow with the wedge BC should…

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    28 Feb 2020 11:01 PM IST

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    Numerical derivative vs exact derivative

    Objective:

    Objective: Comparison between first, second and fourth order approximations for first order derivative of a function, and showing in bar graph. given analytical fucnction  f(x) = `(sin(x))/x^3` Steps involved: => Deriving analytical derivarive of given function. => Difining 'x' value `pi/3` =>…

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    21 Jan 2020 09:28 PM IST

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      Using the icoFOAM solver to simulate the flow through a backward facing step (BlockMesh Drill down)

      Objective:

      OBJECTIVE: Using the icoFOAM solver to simulate the flow through a backward facing step, and creating multiple meshes and will be comparing the results obtained from each mesh. Introduction: The purpose of the following project is to generate the geometry for a variation of the incompressible cavity flow problem in OpenFOAM.…

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      24 Feb 2020 05:43 AM IST

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      Higher order approximations using skewed and symmetric stencils (Taylor Table)

      Objective:

      Objective: =>To derive the following fourth order approximation scheme of the second order derivative using following. central differencing skewed right sided differencing skewed left sided differencing => Evaluate the second order derivative of the analytial function, i.e f(x) = `e^(x)*cos(x)` and compare with…

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      22 Jan 2020 06:49 AM IST

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