2004-2006 Jadavpur University Kolkata, India
Post graduate studies: MASTER of Mechanical Engineering. Secured 8.44 out of 10.
Emphasis: FEM, Theory of Elasticity and Plasticity, Fracture Mechanics, Mechanical Vibration, Stress and deformation analysis
1999-2003 IGIT, sarang (A GOVT. college) Talcher, Orissa
Undergraduate Course: BECHALOR of Mechanical Engineering. Secured 72.2 marks and received First Class degree.
1998 Govt. science college Chatrapur, Orissa
Higher Secondary: Secured 47.7 marks under Council for Higher Secondary Education, Orissa.
1996 Govt. High School, M.C. Berhampur, Orissa
Secondary: Secured 68.8 marks under Board of Secondary Education, Orissa.
Other Packages: MATLAB, SoftWIRE Data Acquisition and control, Unigraphics
Programming Languages: Turbo C, Fortran 77.
Qualified and having GATE Score of 94.06 Percentile in GATE-2004
Qualified and having GATE Score of 94.04 Percentile in GATE-2003
Actively participated and awarded in Sports activities as well as in Cultural activities in college level.
Designation : Design Engineer (GR-II).
Period : Since June 2006.
Experience: Research experience in Finite Element Methods (FEM/FEA), Fracture Mechanics, Elastic-Plastic (Non-Linear) Analysis for Structures and working in different Modeling Software Packages like : Auto CAD, Unigraphics
FE Packages : WARP3D, ADINA, ANSYS.
ACADEMIC PROJECT WITH ABSTRACT:-
2005 June to 2006 June - Masters Thesis :
Evaluation of Critical Fracture Energy Gfr and assessment of its transferability. (A BARC sponsored Project on Finite Element Analysis And Fracture Mechanics, Got 9.6 out of 10 in Final Semesters)
Abstract:.
Structural integrity assessment of nuclear plant the most important is to asses the maximum load bearing capacity of mechanical components and structural part. It is a simple but convenient crack growth model for ductile material in terms of Critical Fracture Energy (Gfr ) which was proposed by Marie and Chapuliot of CEA ,France. According to their proposition Gfr is a material property and ductile crack growth can be modeled by this fracture parameter along with J integral.
For elastic-plastic material, J integral is taken as the main crack driving force and are used for the design of components. J integral can be calculated using FEA but that needs expertise and time.
J integral has been calculated using FEM and used to calculatech. WARP3D package is used for the non-linear FE analysis. Due to symmetry about the crack plane and the vertical plane a quarter portion has been taken for the analysis. Giving triangular load at the end face simulates pure bending. 20 noded 3D Solid Brick elements are used for the analysis. Material of the elbow is assumed to follow Romberg-Osgood relation. Domain integration technique has been used to calculate J integral. The values of h obtained from in the above method are used to predict J integral for two elbows of different material.
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