Dr. T. Jagadesh
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)
Email id : jagadesh@nitt.edu
Academic details
- Post Doctoral Fellowship (2016) - Indian Institute of Technology Madras
- Ph.D.(2016) - Indian Institute of Technology Madras
- M.Tech. (2011): Anna University, Chennai (MIT Campus)
- B.Tech. (2009): Government Engineering College, Erode
Research interests
- Laser micromachining
- Composite 3D printing
- Micro-turning, Process modelling
Professional Experience
Organization |
Designation |
From |
To |
National Institute of Technology, Tiruchirappalli |
Assistant Professor-Grade I |
11-03-2024 |
Till date |
National Institute of Technology, Tiruchirappalli
|
Assistant Professor-Grade II
|
06-05-2020 |
10-03-2024 |
Amrita Vishwa Vidyapeetham, Amritapuri campus |
Assistant Professor
(Selection Grade)
|
2017 |
2020 |
Indian Institute of Technology Madras |
Post-doctoral fellowship |
2016 |
2016 |
Indian Institute of Technology Madras |
Research scholar- HTRA |
2011 |
2016 |
Scholastic Achievements
- Secured centum in MATHS and SCIENCE in SSLC
- Received Research award in 58th Institute day at IIT Madras
- Post-doctoral fellowship at IIT Madras
Projects
- Development and characterisation of 3D Printed CFRP composites - SEED GRANT
Short term training
- Processing and applications of composite materials - IIT Madras, 2011
- Thermal spray coating and Technologies for Industrial applications - IIT Madras, 2013
- Techniques in Multiscale modeling - IIT Madras, 2016
- Modeling, simulation & experimental approaches of unconventional manufacturing techniques - IIT Madras, 2017
- Precision measurements in modern manufacturing - IIT Madras, 2017
- Additive Manufacturing - IIT Kanpur, 2018
- Recent advancement in high-speed machining technology and part inspection - IIT Madras, 2019
- Key challenges and road ahead to additive manufacturing - IIT Madras, 2020
Courses Taught
- Undergraduate Level
- Introduction to Production Engineering
- Kinematics and dynamics of machines
- Engineering Graphics
- Post Graduate Level
- Manufacturing management
Industrial Exposure
- Central Institute of Fisheries Nautical and Engineering Training, CIFNET, Kochi, Kerala
- Sree Saradhambal Automobiles Pvt. Ltd., Coimbatore, Tamilnadu
- Mettur Thermal power plant station, Tamilnadu
- Schneider Prototyping India Pvt Ltd, Tamilnadu
Memberships in Professional Bodies
- Life Associate Member in Institution of Engineers
Session chair
- Chaired a technical session in the International Conference on Additive Manufacturing and Allied Technologies (ICAMAT-2022) organized by the Department of Metallurgical and Materials Engineering, National Institute of Technology, Tiruchirappalli, India, 10-11 June 2022.
Invited Talks delivered
- "High-performance coatings on cutting tools for industrial applications" - Kongu Engineering college - 2017
- "Research challenges in micro-manufacturing process" - Amrita Vishwa Vidyapeetham Amritapuri campus - 2018
- "Online Teaching Through MS Team and Assessment Tools for Evaluation" - NIT Trichy - 2021
- "Research challenges in micro manufacturing and measurement" - Marian Engg. College,Trivandrum, Kerala - 2021
- "Introduction to Micromachining" - Sri Ramakrishna Engineering College, Coimbatore - 2021
- "Laser micro processing for biomedical applications" - Coimbatore Institute of Technology, Tamilnadu- 2021
- "Micromachining process and measurement " - Kongunadu College of Engineering - 2022
- "Fused filament fabrication - Composite 3D Printing" - Center of Excellence in Manufacturing, NIT Trichy - 2023
- "Research challenges in Laser machining process" - Mepco Schlenk Engineering College - 2023
- " Research challenges in Additive manufacturing of metals" - Indian Institute of metals, student chapter - Kongu Engineering College - 2023
- "Fused filament fabrication of CFRP composite" - Faculty Development Program on Composite Additive Manufacturing - NIT Trichy - 2024
- "Micro machining of difficult to machine material" - Faculty Development Program on Precision manufacturing - PSG College of Tech Coimbatore - 2024
- " Research challenges in Composite 3D Printing" - Faculty Empowerment Program on Additive Manufacturing - Anna University, MIT Campus - 2024
- " Machine Design and 3D Printing " - MSME Innovation – Design Scheme - 2024
Administrative Responsibilities within the University
- Warden - Garnet A , Garden B, Kailash mess from March 2023 to Till date
- Lab incharge - Advanced CNC lab
- Staff Advisor - B.Tech. (Production Engineering) - From June 2021 to Till date
- Department NPTEL Coordinator - From June 2020 to Till date
- Department SOP Coordinator - From June 2020 to Till date
- NBA Committee member - From June 2020 to Till date
Administrative Responsibilities outside the University
- Doctoral Committee Member - Amrita Vishwa Vidyapeetham Amritapuri Campus - 2019 to Till date
- Doctoral Committee Member - Amrita Vishwa Vidyapeetham Bengaluru Campus - 2022 to Till date
Projects guided at Postgraduate level
S. No
|
Project title
|
Name
|
Course
|
Year
|
1
|
Experimental investigation into mechanical behavior of 3D printed pure nylon
|
Bandi Karthick
|
Manufacturing Technology
|
2022
|
2
|
Experimental investigation of flexural and impact behaviour of PETG polymer composite under solar irradiation
|
Dandaveni Shashi Kumar
|
Manufacturing Technology
|
2022
|
3
|
Experimental investigation into impact behaviour of 3D printed nylon carbon fiber composite
|
Siddhesh Pravin salve
|
Manufacturing Technology
|
2022
|
4
|
Modeling and experimental investigation of tensile and flexural behaviour of 3D Printed components
|
Bandi Karthick
|
Manufacturing Technology
|
2021
|
5
|
Influence of FDM process parameters and heat treatment on compressive strength of 3D printed parts
|
Dandaveni Shashi Kumar
|
Manufacturing Technology
|
2021
|
6
|
3D Finite Element Analysis of screw threads under repeated transverse loading and multi axial loading
|
Siddhesh Pravin salve
|
Manufacturing Technology
|
2021
|
Journals
- Mishra, P. K. & T Jagadesh (2024). "Comparison study of Izod impact properties on 3D printed thermoplastic and thermoset carbon fiber composite at different infill density". Rapid Prototyping Journal (Accepted).
- P. Deepu, T. Jagadesh (2024), "Experimental investigations into surface crack density and micro hole dimensions during ultrashort pulse laser ablation" International Journal of Machining and Machinability of Materials (Accepted).
- P. Deepu, T. Jagadesh (2024), "A review on short and ultrashort pulsed laser microdrilling: materials, mechanism, methods, and applications", Journal of the Brazilian Society of Mechanical Sciences and Engineering, 46 408.
- Mishra PK, Bandi Karthik, T. Jagadesh (2024), "Finite Element Modelling and Experimental Investigation of Tensile, Flexural, and Impact Behaviour of 3D-Printed Polyamide". Journal of The Institution of Engineers (India): Series D. 105, 275-283.
- Mishra, P.K., S. Salve, and T. Jagadesh (2024), Investigations into Impact Behavior of 3D Printed Nylon Short Carbon Fiber Composite. Journal of The Institution of Engineers (India): Series D, 105(2): p. 1047-1058.
- Mishra PK, D Shashi kumar, T Jagadesh , Kartikeya S (2023). "Experimental investigation into flexural and impact behavior of 3D printed PETG short carbon fiber composite under solar light irradiation", Proceedings of the Institution of Mechanical Engineers, Part C: Journal of Mechanical Engineering Science.https://doi.org/10.1177/09544062221149923
- Deepu P, T Jagadesh, Muthukannan D, Jagadeesh B (2023). "Investigation into femtosecond based laser ablation and morphology of micro-hole in titanium alloy. Optik - International Journal for Light and Electron Optics, 274: p. 170519. https://doi.org/10.1016/j.ijleo.2023.170519
- Mishra, P. K. & T Jagadesh (2023). "Investigations into flexural behavior of additively manufactured short and continuous fiber CFRP composites". Journal of the Brazilian Society of Mechanical Sciences and Engineering, 45(3), pp 159.
- Mishra, P. K. & T Jagadesh (2023). "Investigation into tensile behavior of 3D printed nylon-based low and high-volume fraction carbon fiber composite". Rapid Prototyping Journal, 29(8):1679-701.https://doi.org/10.1108/RPJ-06-2022-0204
- Deepu, P., T. Jagadesh, and M. Duraiselvam (2023). "Investigations into morphology and surface integrity of micro-hole during femtosecond laser drilling of titanium alloy". Journal of the Brazilian Society of Mechanical Sciences and Engineering, 45(10): p. 516. https://doi.org/10.1007/s40430-023-04449-7.
- Deepu, P. and T. Jagadesh (2023) "Femtosecond Laser Micro Drilling of Cooling Holes on Thermal Barrier Coated Titanium Alloy for Aeroengine Application". Journal of Materials Engineering and Performance. https://doi.org/10.1007/s11665-023-08679-7.
- Nijin, J. R. & T. Jagadesh (2022). "Numerical simulation of the influence of tool geometry on energy consumption during micro turning of titanium alloy". Proceedings of the Institution of Mechanical Engineers, Part E: Journal of Process Mechanical Engineering. https://doi.org/10.1177/09544089211063119
- Mishra PK, T. Jagadesh (2022). "Applications and Challenges of 3D Printed Polymer Composites in the Emerging Domain of Automotive and Aerospace: A Converged Review". Journal of The Institution of Engineers (India): Series D. 2022. https://doi.org/10.1007/s40033-022-00426-x.
- K. Nirmal, T. Jagadesh (2021) "Numerical simulations of friction stir welding of dual phase titanium alloy for aerospace applications", Materials Today: Proceedings, 46 4702-4708.
- M.P. Ram, S.V. Narasimhan, R.V. Vikraman, T Jagadesh (2021) "Development of a 4-speed automated manual transmission for automobile applications", Materials Today: Proceedings, 46, 4387-4394.
- Mishra PK, Kalidas P, T Jagadesh (2021) "Hole geometry and surface integrity assessment in drilling of inconel 718 using laser texture filled solid lubricant tools", Industrial Lubrication and Tribology. https://doi.org/10.1108/ILT-07-2021-0237 .
- Suresh, N., Ganesh S. and T Jagadesh (2020) "Investigations into edge radius and point angle on energy consumption during micro drilling of titanium alloy." Materials Today: Proceedings, Vol. 26, No. pp. 586-91.
- Dheeraj, N., Sanjay S., Kiran Bhargav K. and T Jagadesh (2020) "Investigations into solid lubricant filled textured tools on hole geometry and surface integrity during drilling of aluminium alloy." Materials Today: Proceedings, Vol. 26, No. pp. 991-7.
- T Jagadesh, G.L. Samuel (2019) “Influence of deep cryogenic treatment and in-situ cryogenic micro turning of Ti-6Al-4V on cutting forces, surface integrity and chip morphology” , International Journal of Precision Technology. 8, 312-334.
- T K Naveen, T Jagadesh (2019) “Experimental investigations into performance evaluation of thermosyphon solar heating system using modified PCM modules” Lecture notes in mechanical engineering, pp 211-221.
- V. Shashank, C. V. Mahendra Varma, Devendra Chaudhari, V. Sai Sasank, and T. Jagadesh (2019) “Prediction of micro abrasive intermittent jet machining process using adaptive neurofuzzy inference system”, AIP Proceedings, pp. 1-10.
- V Shashank , V Pardha saradhi , T Jagadesh (2019) “Modeling of Laser assisted machining process using Artificial Neural Network”, Journal of physics, pp 1-10.
- Harshith, N., Devendra Y. and T Jagadesh (2019) "Investigations into surface integrity and cylindricity error during peck drilling of aerospace alloy using V Pardha saradhi, V Shashank, P Sai teja, G Anbarasu, A Bharat, T Jagadesh (2018)” Prediction of surface roughness and material removal rate in laser assisted turning of aluminium oxide using fuzzy logic”, Materials Today: Proceedings. 5, 20343-20350.graphite, MOS2 and blasocut lubricant." Materials Today: Proceedings, Vol. 18, No. pp. 3091-8.
- T Jagadesh, G.L. Samuel (2016) “Finite Element Simulations of Micro Turning of Ti-6Al-4V using PCD and Coated Carbide tools”, Journal of Institute of Engineers, Series C. 1-11.
- T Jagadesh, G.L. Samuel (2015) “Mechanistic and Finite Element Model for Prediction of Cutting Forces during Micro-Turning of Titanium Alloy” Machining Science and Technology, An International Journal, 19 (4), 593-629.
Conferences
- Jagadesh, T., A. Rajadurai (2011) “Study on composites made by Powder Metallurgy using Microwave Sintering” National conference on recent trends in Mechanical Engineering, 26th March 2011, at GKM college of Engineering and Technology, Chennai.
- Jagadesh, T., G.L. Samuel (2014) "Finite Element Modeling for Prediction of Cutting Forces during Micro Turning of Titanium Alloy", All India Manufacturing Technology, Design and Research Conference, AIMTDR 2014, December 12-14, at IIT Guwahati.
- Jagadesh, T., G.L. Samuel (2015) “Investigations into cutting forces, surface roughness, and chip morphology during micro turning of cryogenically treated titanium alloy” Advances in materials and processing technologies conference, AMPT 2015 December 14-17, at Universidad Carlos III de, Madrid, Spain.
- Jagadesh, T., G.L. Samuel (2017) “Finite element simulation for prediction of cutting forces during in-situ cryogenic micro turning of titanium alloy” COPEN- 10, December 7-9, 2017, IIT Madras.
Reviewer- International Journals
- Optics and Laser Technology
- International Journal of Heat and Mass Transfer
- Applied Thermal Engineering
- Engineering Failure Analysis
- Rapid Prototyping Journal
- Silicon
- Archive of Applied Mechanics
- Proceedings of the Institution of Mechanical Engineers, Part E: Journal of Process Mechanical Engineering
- Advances in Materials and Processing Technologies
- Journal of The Institution of Engineers (India): Series D
Contact Address
Dr. T. Jagadesh
Assistant Professor
Department of Production Engineering
Room No: MTB -103 (Groud floor)
National Institute of Technology Tiruchirappalli
Tiruchirappalli - 620015
Tamil Nadu, India.
Email: jagadesh@nitt.edu, jagadeshvel@gmail.com
Phone No : 9080746066