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  1. Home/
  2. ARTH SOJITRA/
  3. Numerical Solution to 1-D Linear Convection

Numerical Solution to 1-D Linear Convection

Here we need to solve the 1-D linear convection Equation which is given by: ∂u∂t+c∂u∂x=0∂u∂t+c∂u∂x=0   Now to solve it numerically, we need to implement some finite differencing schemes of the numerical techniques to discretize the governing equation. The discretization for the first-order…

  • CFD
  • MATLAB

  • ARTH SOJITRA

    updated on 27 May 2020

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Read more Projects by ARTH SOJITRA (15)

Genetic Algorithm

Objective:

Aim:   To understand the concept of the genetic algorithm and write code in MATLAB to optimize the stalagmite function and find the global maxima of the function.   Theory:  The stalagmite function is a function with 4 components : 2 sine components in each of the axis direction  2 normal…

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30 Jun 2020 10:42 PM IST

  • MATLAB
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Curve fitting in MATLAB:

Objective:

Aim:  Perform the linear and cubic fit for a given set of data and then gain insights on the several parameters that can be used to identify a good fit.   Theory:  Curve fitting is the process of constructing a mathematical curve to fit the data points according to some criteria to get a mathematical formula…

calendar

19 Jun 2020 09:02 PM IST

  • MATLAB
Read more

FVM Literature

Objective:

Objective : To study the theory behind the various interpolation schemes and the flux limiters in case of the Finite Volume Method.   Why the need for FVM? In advanced CFD approaches with highly unstructured grids, we tend to use a method called as the finite Volume Method ( FVM ). While in the normal discretization…

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18 Jun 2020 07:40 AM IST

  • CFD
Read more

Air standard Cycle

Objective:

Aim: To demonstrate the working of an otto cycle and write a MATLAB code to plot the graphs and calculate the thermal efficiency. Theory: The Air-Standard cycles work on the principle that the working medium is air. These cycles gained became more and more popular in the theoretical analysis of an Internal Combustion Engine.…

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12 Jun 2020 01:27 PM IST

  • MATLAB
Read more

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