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IIT Roorkee Recruitment 2021 for Junior Research Fellow Notification Apply Online 1 Job Vacancy 03 August 2021

Sarkarijoblive Desk | Updated: Jul 16,2021 3:57 PM

IIT Roorkee Recruitment 2021 Notification: Indian Institute of Technology Roorkee(IIT Roorkee) has released the Recruitment Notification for the Post of Junior Research Fellow on 16 July 2021 in Roorkee. Candidates Who wants to apply for IIT Roorkee Junior Research Fellow Vacancies, apply on or before 22 July 2021

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IIT Roorkee Recruitment 2021 - Junior Research Fellow Vacancies

Junior Research Fellow Vacancy in IIT Roorkee Recruitment 2021

Designation
:
Junior Research Fellow
Vacancy
:
1
Salary
:
Rs.31000 - Rs.35000 (Per Month)
Location
:
Roorkee
Lastdate
:
22/07/2021

Qualification Details:

Applications are invited from Indian nationals only for project position(s) as per the details given below for the consultancy/research project(s) under the Principal investigator (Name: Dr. Premananda Bera), Dept. of Mathematics Indian Institute of Technology, Roorkee.

1.Title of project : TRANSITION CHARACTERISTIC OF ISOTHERMAL AND NON-ISOTHERMAL POISEUILLE FLOW IN A FLUID OVERLYING A POROUS MEDIUM

2. Sponsor of the project: SERB New Delhi, under EMEQ

3. Project position(s) and number : Junior research fellow (1 )

4. Qualifications: M.Sc. in Mathematics /applied Mathematics or M. Tech in Chemical Engineering in relevant discipline with NET/GATE

5. Emoulments: Rs. 31,000 per month, up to July 24th 2023, Rs. 35,000 per month from 25h July to 9th December 2023.

6. Duration 25th July, 2021 to December 9 2023.

7. Job description: The project deals with stability of fully developed Poiseuille flow in a fluid overlying a porous medium under isothermal as well as non-isothermal situations. Both linear as well as weakly nonlinear theories of stability analysis will be used to analyze the flow dynamics in transition state. A Landau type a non-linear stability theory will be developed for isothermal as well as non-isothermal Poiseuille flow. Therefore, a sound knowledge on fluid flow and heat transfer, stability theory, and writing programme in matlab environment for linear as well as nonlinear stability theories, are required. The key challenges are associated to developing a Landau type of nonlinear stability theory for the present two phase problem.


How To Apply:

A walk in interview will be held over online on 22nd July at 4 pm.

Email: [email protected], [email protected]

Selection Procedure:

Selection Will be Based either Written Exam/Interview


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