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Study on approximate analytical techniques with its applications for engineers & scientists

Twinkle Rajiv Kumar Singh, Speaker at Environmental Research Conferences
Sardar Vallabhbhai National Institute of Technology, India
Title : Study on approximate analytical techniques with its applications for engineers & scientists

Abstract:

The study deals with combined form of Elzaki transform and Adomian decomposition method. Non linear terms can be defined by adomian polynomials. This approach gives approximate analytical solution of linear and non linear convection-diffusion equations. The convection–diffusion equation is describing flows or stochastically-changing system. To test the proficiency and effectiveness of the method, we discuss here some cases. By comparison with other methods like DTM, HPTM, VIM, solutions are matched which justified the implementation of the proposed method.

Biography:

Dr. Twinkle R Singh, Associate professor, Department of Mathematics and Area of her research is related to Fluid Dynamics, Mathematical Modeling, Approximate analytical method for real world problems, Biomathematics. She have nearby 91 research papers in Scopus and Elsevier peer reviewed Q1, Q2,Q3 level journals. She believing in continuity.

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