Dr. A. SARAVANAN,Assistant Professor (Sr. G)
Department of Mathematics,
Phone:91-427-4099784;
SONA College of Technology
Salem – 636 005. India
Email:saravanana@sonatech.ac.in
ACADEMIC PROFILE:
| Degree |
Institution & University |
Year of Passing |
Class obtained |
| B.Sc |
Government Arts College/ Periyar university |
2002 |
I |
| M.Sc |
Sri Ramakrishna Mission College of Arts and Science/ Bharathiar university |
2004 |
I class with distinction |
| M.Phil |
Sri Ramakrishna Mission College of Arts and Science/ Bharathiar university |
2006 |
I |
| Ph.D |
Government Arts College (Men), Krishnagiri |
2017 |
highly commended |
| Certification |
State Level Eligibility Test |
2017 |
Qualified |
Academic & Industrial Career:
| University / College
| Designation |
Period |
| Sona College of Technology, Salem-5 |
AP(Sr.G) |
2005 - till date |
Area of Expertise:
- Computational and Applied Mathematics
Teaching interests and subjects taught:
| Under Graduate |
Post Graduate |
| Engineering Mathematics – I, II, Transforms and partial differential equations, Numerical methods, Discrete mathematics, Probability and statistical quality control, Probability and random processes, Probability and queuing theory, Probability and statistics, statistics and numerical methods |
Advanced Numerical Methods and Applied mathematics for electrical engineers |
Departmental Activities:
- Acting as academic coordinator since 2017
- Acted as coordinator of examination wing during the period (2008-2011)
- Served as coordinator of IQ club for the period (2010-2015)
- Used online learning management systems to organize content and communicate with students outside of class to encourage clarity and transparency.
- Reviewed some engineering mathematics books of SONAVERSITY publications
- Served as a member of various committee in conducting GUEST LECTURES, NATIONAL LEVEL SEMINARS and CONFERENCES
Other Link:
Research Accomplishments:
Publication in International Journals - 4
- A. Saravanan, N. Magesh and A. John Christopher, Reduced differential transforms approach for highly nonlinear system of two dimensional volterra integral equations, J. Adv. Math. Math. Edu, 1 (2018), no. 1, 16-26.
- N. Magesh and A. Saravanan, Generalized differential transform method for solving RLC electric circuit of noninteger order, Nonlinear Engineering, 7(2017), no. 2, 127-135.Walter de Gruyter.
- A. Saravanan and N. Magesh, An efficient computational technique for solving the Fokker- Planck equation with space and time fractional derivatives, J. King Saud Univ. Sci., 28 (2016), 160–166, Elsevier.
- A. Saravanan and N. Magesh, A comparison between the reduced differential transform method and the Adomian decomposition method for the Newell-Whitehead-Segel equation, J. Egyptian Math. Soc., 21 (2013), no. 3, 259–265, Elsevier
Papers Revised/ Under Review/ Communicated/ to be Communicated/ Under Progress - 3
- A. Saravanan, N. Magesh and A. John Christopher, A new computational method for smooth solution of first order nonlinear Cauchy problem,(Accepted).
- N. Magesh, S. Karthikeyan and A. Saravanan, Reduced differential transforms approach for nonlinear partial integrodifferential equations (Communicated).
- N. Magesh, S. Karthikeyan and A. Saravanan, Analytical approach for the system of nonlinear partial integral equations by the reduced differential transform method (Communicated).
Publication in National Conferences / International Conferences - 2
- N. Magesh and A. Saravanan, The reduced differential transform method for solving the systems of two dimensional nonlinear Volterra integro differential equations, Proc. Int. Conf. Math. Sci., (2014), 217-220, Elsevier.
- N. Magesh and A. Saravanan, Differential transform method for solving particular third order linear and nonlinear ordinary differential equations, Proc. Nat. Conf. Adv. Differ. Equ. Appl., (2012).