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M-tech Student (CASE) MU | JNTUH Hyderabad

In the Realm of Numerical Methods – Gauss Elimination in Civil Engineering I am happy to expand on my course project in Numerical Methods, which is based on the use of MATLAB. It was based on the Gauss Elimination Method that is used to calculate and solve linear systems. Key Takeaways: 1. Theory: The Gauss Elimination Method aims at modifying the equation matrix in a triangular form to make back substitution easy. This is because it is a very important method in numerical calculation techniques, especially in solving problems in engineering. 2. Practical Aspect MATLAB Implementation: The Gauss Elimination processing algorithm has been programmed in MATLAB in a highly efficient module. The code also provides for the use of pivoting techniques for stability and effectiveness of the solution. 3. Applications in Structural Engineering: Structural Analysis: It involves solving the equilibrium equations from truss or frame structures to find the forces and displacements of the members. Finite Element Method (FEM): It is used in the assembly and solution of stiffness matrices for large system sizes. Load Distribution: Studying internal members force within a system subjected to complex load conditions. 4. Outside Structural Engineering: The Gaussian elimination process is likely to be of use in every other field that entails solution of linear systems. Think of optimization, fluid mechanics or even electrical circuit solving. This project has not only improved my perception of numerical methods but has also shown me how these methods are relevant in today’s structural engineering. The range of applications that MATLAB has was key in allowing me to move from theory to practical application. We owe a deep sense of appreciation to our professor, Mohd Ataullah Khan , for his, unreserved guidance’ mentoring us in MATLAB also my brother Shivanand Vollem for his valuable inputs

Mohd Ataullah Khan

Associate Prof. at Mahindra University

1mo

Good thinking

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