Education Qualification
1) Master of Philosophy (M.Phil. - Mathematics) from Department of Mathematics, Affiliated with S. P. University, V. V. Nagar, Gujarat, India
2) Master of Science (M.Sc. - Mathematics) from Department of Mathematics,
Affiliated with S. P. University, V. V. Nagar, Gujarat, India
3) Bachelor of Science (B.Sc. - Mathematics) from V.P. & R.P.T.P. Science College,
Affiliated with S. P. University, V. V. Nagar, Gujarat, India
Training and workshop
1. KARMAYOGI RESIDENTIAL TRAINING FOR QUALITY IMPROVEMENT PROGRAM IN TECHNICAL EDUCATION,
2. WORKSHOP ON FLUID DYNAMICS
3. INDUCTION TRAINING PROGRAMME PHASE-I
4 WORKSHOP ON RESEARCH METHODOLOGY
5. FACULTY DEVELOPMENT PROGRAMME ON E-CONTENT DEVELOPMENT
6. MATHEMATICAL TOOLS AND TECHNIQUES FOR ENGINEERING RESEARCH
7. TWO WEEK SUMMER SCHOOL ON FLUID MECHANICS
8. INDUCTION TRAINING PROGRAMME PHASE-II
9. DEVELOPMENT OF TEACHING LEARNING RESOURCES USING DIGITAL MEDIA
10. INTRODUCTION ON BOUNDARY ELEMENT METHOD
11. ADVANCE PEDAGOGY TRAINING PROGRAM
12. INTERNATIONAL FACULTY DEVELOPMENT PROGRAM
Publications
Research Aricles
1. An
approximate analytical solution of nonlinear differential equation arising in
fluid flow through homogeneous porous media
2. Homotopy
analysis solution of countercurrent imbibition
phenomenon in inclined homogeneous porous medium
3. Homotopy
analysis method for fingero-imbibition phenomenon in heterogeneous porous
medium
4. Homotopy
analysis method for nonlinear partial differential equation arising in fluid
flow through porous medium
5. An
approximate analytical solution of the Burger's equation for longitudinal
dispersion phenomenon arising in fluid flow through porous medium
6. A mathematical
model of
cocurrent imbibition phenomenon in inclined
homogeneous porous medium
7. Mathematical modelling and analysis of cocurrent imbibition phenomenon in
inclined heterogeneous porous medium
8. Mathematical modelling of fingero-imbibition phenomenon in heterogeneous medium withmagnetic field effect
9. An approximate analytical solution of Boussinesq's equation for
infiltration phenomenon in unsaturated porous medium
Work Experience
7 years Teaching Experience
Courses Taught
1. Calculus
2. Vector Calculus and Linear Algebra
3. Advanced Engineering Mathematics
4. Numerical and Statistical Methods for CE
