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Download DBATU B.Tech 2019 Oct-Nov Mech 5th Sem Heat Transfer Question Paper

Download DBATU (Dr. Babasaheb Ambedkar Technological University) B Tech 2019 Oct-Nov (Bachelor of Technology) Mech 5th Sem Heat Transfer Question Paper

This post was last modified on 21 January 2020

DBATU B-Tech Last 10 Years 2010-2020 Previous Question Papers || Dr. Babasaheb Ambedkar Technological University


DR. BABASAHEB AMBEDKAR TECHNOLOGICAL UNIVERSITY, LONERE

Mid Semester Examination – Sept./Oct. 2019

Course: TY Mech- I and II

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Subject: Heat Transfer

Max Marks: 20

Date:- 23/09/19

Sem: Vth

Subject Code: BTMEC501

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Duration:- 1 Hr.

Instructions to the Students:

  1. Draw figures wherever possible.
  2. Assume suitable data if required.

Q.E Answer the following questions

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  1. State different modes of heat transfer.
  2. Write equation of 'Newton's law of heating/cooling'.
  3. Write an application of ‘Extended Surfaces or Fins'.
  4. Write equation/formula of Reynolds Number and Prandtl Number.
  5. Define 'Critical Radius of Insulation'
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  7. State any two factors which affects thermal conductivity of material

Q.2 Solve Any Two of the following.

  1. Write short note on ‘Hydrodynamic Boundary Layer'.
  2. A hollow cylinder of 50mm inner dia and 80mm outer diameter is 5m long. The thermal conductivity of cylinder material is 110 W/m-°C. If the inner and outer surfaces of cylinder are at 210°C and 30°C, determine the rate of heat loss from the cylinder.
  3. A wall of furnace is made up of inside layer of silica brick 120 mm thick covered with a layer of magnesite brick 240 mm thick. The temperatures at the inside surface of silica brick wall and outside surface of magnesite brick wall are 730°C and 105°C resp. The contact thermal resistance between two wall at the interface is 0.0035 °C/W per unit area. If thermal conductivities of Silica and magnesite brick are 1.7 W/m-°C and 5.8 W/m-°C, calculate a) The rate of heat loss per unit wall area. b) Temperature drop at interface.
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Q.3 Solve Any One of the following.

  1. (A) Derive generalized three dimensional conduction equation in Cartesian co-ordinates and reduce it to various forms.
  2. (B) Twelve thin brass fins ( K= 65 W/m-°C) of 0.8 mm thick are placed axially on a 5 cm dia cylinder which stands vertically and is surrounded by air at 40°C. The fins extend 3.5 cm from the cylinder surface. What is the rate of heat transfer to air per meter length of cylinder when its surface is at 150°C? Take h = 20 W/m² C.

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Level Marks
TY-mech
L-1 6
L-1
L-2
L-1
L-1
L-2
3X2
L-2
L-3
L-3
L-3
L-3 8

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