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This section includes 135 Mcqs, each offering curated multiple-choice questions to sharpen your Heat Transfer knowledge and support exam preparation. Choose a topic below to get started.
51. |
Lumped heat transfer analysis of a solid object suddenly exposed to a fluid medium at a different temperature is valid when |
A. | Biot number < 0.1 |
B. | Biot number > 0.1 |
C. | Fourier number < 0.1 |
D. | Fourier number > 0.1 |
Answer» B. Biot number > 0.1 | |
52. |
In a furnace the heat loss through the 150 mm thick refractory wall lining is estimated to be 50 W/m2. If the average thermal conductivity of the refractory material is 0.05 W/mK, the temperature drop across the wall will be: |
A. | 140°C |
B. | 150°C |
C. | 160°C |
D. | 170°C |
Answer» C. 160°C | |
53. |
A solid copper ball of mass 500 gm when quenched in a water bath at 30°C, cools from 530°C to 430°C in 10 sec. What will be the temperature of the ball after the next 10 seconds? |
A. | 300°C |
B. | 320°C |
C. | 350°C |
D. | Cannot be determine |
Answer» D. Cannot be determine | |
54. |
If thermal conductivity of a material of wall varies as k0(1 - αT), the temperature at the center of the wall will be (α is +ve) |
A. | Depends on other factors. |
B. | More than in case of constant thermal conductivity |
C. | Less than that in case of constant thermal conductivity |
D. | None of the above |
Answer» D. None of the above | |
55. |
For given combined radiative and convective heat transfer coefficient ‘ht’ and given thermal conductivity k, Critical thickness of insulation for cylinder and sphere is given as |
A. | \(\frac{k}{{{h_t}}}\) and \(\frac{k}{{h_t^2}}\) |
B. | \(\frac{k}{{{h_t}}}\) and \(\frac{{2k}}{{{h_t}}}\) |
C. | \(\frac{{2k}}{{{h_t}}}\) and \(\frac{k}{{h_t^2}}\) |
D. | \(\frac{{2k}}{{{h_t}}}\) and \(\frac{k}{{{h_t}}}\) |
Answer» C. \(\frac{{2k}}{{{h_t}}}\) and \(\frac{k}{{h_t^2}}\) | |
56. |
One-dimensional steady state heat conduction takes place through a solid whose cross-sectional area varies linearly in the direction of heat transfer. Assume there is no heat generation in the solid and the thermal conductivity of the material is constant and independent of temperature. The temperature distribution in the solid is |
A. | Linear |
B. | Quadratic |
C. | Logarithmic |
D. | Exponential |
Answer» D. Exponential | |
57. |
Consider the following statements about thermal conductivity:1) Thermal conductivity decreases with increasing molecular weight2) Thermal conductivity of non-metallic liquids generally decreases with increasing temperature3) Thermal conductivity of gases and liquids is generally smaller than that of solidsWhich of the above statements are correct? |
A. | 1 and 2 only |
B. | 1 and 3 only |
C. | 2 and 3 only |
D. | 1, 2 and 3 |
Answer» E. | |
58. |
A refrigerator with COP of 5 is used in a room at 300 K. What will be the heat intake through a section of refrigerator wall of area 100 cm × 100 cm with a thickness of 10 cm, assuming only conduction? Value of thermal conductivity of the wall can be taken as 1 W/cm.K |
A. | 50000 W |
B. | 1000 W |
C. | 7500 W |
D. | 3000 W |
Answer» B. 1000 W | |
59. |
A furnace wall made of steel plate 10 mm thick and thermal conductivity 15 kcal/m-hr-°C is lined inside with silica brick of 150 mm thick of thermal conductivity 1.75 kcal/m-hr-°C and on outside with magnesia bricks of 200 mm thick with thermal conductivity of 4.5 kcal/m-hr-°C. The total resistance of the composite wall will be |
A. | 0.13 °C-hr/kcal |
B. | 0.23 °C-hr/kcal |
C. | 0.03 °C-hr/kcal |
D. | 0.33 °C-hr/kcal |
Answer» B. 0.23 °C-hr/kcal | |
60. |
Heat pipe is widely used now a days because |
A. | It acts as an insulator |
B. | It acts as conductor and insulator |
C. | It acts as a superconductor |
D. | It acts as a fin |
Answer» D. It acts as a fin | |
61. |
A 40 mm diameter electric cable of an Aluminium conductor of thermal conductivity 240 W/mK is to be insulated with rubber of thermal conductivity 0.15 W/mK. The cable is to be located in the air with a heat transfer coefficient of 6 W/m2K. The critical thickness of insulation will be |
A. | 5 mm |
B. | 25 mm |
C. | 20 mm |
D. | 15 mm |
Answer» B. 25 mm | |
62. |
A dimensionless number associated with transient conduction heat transfer is |
A. | Reynolds number |
B. | Nusselt number |
C. | Froude number |
D. | Biot number |
Answer» E. | |
63. |
A spherical steel ball of 12 mm diameter is initially at 1000 K. It is slowly cooled in a surrounding of 300 K. The heat transfer coefficient between the steel ball and the surrounding is 5 W /m2K. The thermal conductivity of steel is 20 W/mK. The temperature difference between the centre and the surface of the steel ball is |
A. | Large because conduction resistance is far higher than the convective resistance |
B. | Large because conduction resistance is far less than the convective resistance |
C. | Small because conduction resistance is far higher than the convective resistance |
D. | Small because conduction resistance is far less than the convective resistance |
Answer» E. | |
64. |
A wall of thickness 0.6 m has a normal area 1.5 m2 and is made up of material of thermal conductivity 0.4 W/mK. The temperature on the two sides are 800°C and 100°C. What is the thermal resistance of the wall? |
A. | 1 W/K |
B. | 1.8 W/K |
C. | 1 K/W |
D. | 1.8 K/W |
Answer» D. 1.8 K/W | |
65. |
A hot fluid is flowing through a long pipe of 4 cm outer diameter and covered with 2 cm thick insulation. It is proposed to reduce the conduction heat loss to the surroundings to one third of the present rate by increasing the same insulation thickness. The additional thickness of insulation required will be |
A. | 2 cm |
B. | 6 cm |
C. | 9 cm |
D. | 12 cm |
Answer» E. | |
66. |
A beaker filled with hot water in a room cools from 70°C to 65°C in t1 minutes, 65°C to 60°C in t2 minutes and from 60°C to 55°C in t3 minutes, then |
A. | t1 > t2 > t3 |
B. | t1 = t2 = t3 |
C. | t1 < t2 < t3 |
D. | Can not be concluded |
Answer» D. Can not be concluded | |
67. |
A small metal bead (radius 0.5 mm), initially at 100°C, when placed in a stream of fluid at 20°C, attains a temperature of 28°C in 4.35 seconds. The density and specific heat of the metal are 8500 kg/m3 and 400 J/kgK respectively. If the bead is considered as a lumped system, the convective heat transfer coefficient (in W/m2.K) between the metal bead and the fluid stream is |
A. | 283.3 |
B. | 299.8 |
C. | 149.9 |
D. | 449.7 |
Answer» C. 149.9 | |
68. |
A 1000 kg vehicle travelling at 80 m/s impacts a plunger attached to a piston-cylinder arrangement. If all of the energy of the vehicle is absorbed by the 20 kg of liquid contained in the cylinder, what is the maximum temperature rise of the liquid? (The specific heat of the liquid is 4.0 kJ/kg°C) |
A. | 55°C |
B. | 40°C |
C. | 45°C |
D. | 50°C |
Answer» C. 45°C | |
69. |
For the same heat transfer, the temperature profile between two metal walls joined together is shown in the figure. if l1 = l2, from the figure it can be concluded that |
A. | Heat flows from A to B |
B. | Heat flows from B to A |
C. | Heat is generated at the interface |
D. | A is bad conductor of heat |
Answer» D. A is bad conductor of heat | |
70. |
For a current-carrying wire of 20 mm diameter exposed to air (h = 20 W/m2K), maximum heat distribution occurs when the thickness of insulation (k = 0.5 W/mK) is |
A. | 20 mm |
B. | 10 mm |
C. | 2.5 mm |
D. | None of the above |
Answer» E. | |
71. |
An insulated pipe of 50 mm outside diameter with e = 0.8 is laid in a room at 30°C. If the surface temperature is 250°C and the convective heat transfer coefficient is 10 W/m2K, the total heat loss per unit length of the pipe will be |
A. | 896.6 W/m |
B. | 818.8 W/m |
C. | 786.4 W/m |
D. | 742.2 W/m |
Answer» C. 786.4 W/m | |
72. |
For conduction through a spherical wall with constant thermal conductivity and with inner side temperature greater than outer wall temperature (one-dimensional heat transfer), what is the type of temperature distribution? |
A. | Linear |
B. | Parabolic |
C. | Hyperbolic |
D. | None of the above |
Answer» D. None of the above | |
73. |
A furnace is made of red brick wall of thickness 0.5 m and conductivity 0.7 W/mK. What is the thickness if it is replaced by a layer of diatomite earth of conductivity 0.14 W/mK under the same heat loss per unit area and same temperature drop? |
A. | 0.5 m |
B. | 0.1 m |
C. | 0.2 m |
D. | 0.9 m |
Answer» C. 0.2 m | |
74. |
Heat conduction in a semiconductor takes place |
A. | by the mobility of the carriers |
B. | due to energy gap between conduction band and valency band |
C. | by the holes and thermal vibrations of atoms |
D. | by the electrons and thermal vibrations of atoms |
Answer» E. | |
75. |
Heat is lost steadily through a 0.5 cm thick 2 m × 3 m window glass whose thermal conductivity is 0.7 W/m°C. The inner and outer surface temperatures of the glass are measured to be 12°C to 9°C. The rate of heat loss by conduction through the glass is: |
A. | 420 W |
B. | 5040 W |
C. | 1256 W |
D. | 2520 W |
Answer» E. | |
76. |
A hot steel spherical ball is suddenly dipped into a low temperature oil bath.Which of the following dimensionless parameters are required to determine instantaneous center temperature of the ball using a Heisler chart? |
A. | Nusselt number and Grashoff number |
B. | Reynolds number and Prandtl number |
C. | Biot number and Froude number |
D. | Biot number and Fourier number |
Answer» E. | |
77. |
A metal plate has a surface area of 2 m2, thickness 10 mm and a thermal conductivity of 200 W/m-K. What is the thermal resistance of the plate ? |
A. | 4 × 104 K/W |
B. | 2.5 × 10-3 K/W |
C. | 1.5 × 10-4 K/W |
D. | 2.5 × 10-5 K/W |
Answer» E. | |
78. |
An air-conditioned room has one of the walls, which is 5 m × 3 m of 3.75 cm thick brick. The conditioned space is maintained at 27°C when the outside temperature is 47°C. Variation of thermal conductivity with temperature of the wall is given by k = 1 + 2 × 10-4 T, where T is in Kelvin and k is in W/mK. The heat gained by the conditioned space through this wall is |
A. | 8496 W |
B. | 84.96W |
C. | 800 W |
D. | 0 |
Answer» B. 84.96W | |
79. |
In a long cylindrical rod of radius R and a surface heat flux of q0, the uniform internal heat generation rate is |
A. | \(\frac{{2{q_0}}}{R}\) |
B. | 2q0 |
C. | \(\frac{{{q_0}}}{R}\) |
D. | \(\frac{{2{q_0}}}{{{R^2}}}\) |
Answer» B. 2q0 | |
80. |
In the heat flow equation \(Q = - kA\frac{{{T_1} - {T_2}}}{x},\) x/kA is known as |
A. | Thermal coefficient |
B. | Thermal conductivity |
C. | Thermal resistance |
D. | Thermal gradient |
Answer» D. Thermal gradient | |
81. |
Assumptions made in Fourier's law is that the heat flowA. Is in steady-stateB. Through a solid medium in one dimension |
A. | Only (A) |
B. | Only (B) |
C. | Both (A) and (B) |
D. | None of these |
Answer» D. None of these | |
82. |
Equal amounts of a liquid metal at the same temperature are poured into three moulds made of steel, copper and aluminium. The shape of the cavity is a cylinder with 15 mm diameter. The size of the moulds are such that the outside temperature of the moulds do not increase appreciably beyond the atmospheric temperature during solidification. The sequence of solidification in the mould from the fastest to slowest is(Thermal conductivities of steel, copper and aluminium are 60.5, 401 and 237 W/m-K, respectively.Specific heats of steel, copper and aluminium are 434, 385 and 903 J/kg-K, respectively.Densities of steel, copper and aluminium are 7854, 8933 and 2700 kg/m3, respectively.) |
A. | Copper – Steel - Aluminium |
B. | Aluminium – Steel - Copper |
C. | Copper – Aluminium - Steel |
D. | Steel – Copper - Aluminium |
Answer» D. Steel – Copper - Aluminium | |
83. |
A wall of thickness 0.6 m and thermal conductivity 0.6 W / m-K has a surface area of 1 m2. If the inner and outer temperature of the wall are 1840°C and 340°C, respectively, the rate of heat transfer will be: |
A. | 150 W |
B. | 75 W |
C. | 750 W |
D. | 1500 W |
Answer» E. | |
84. |
Consider one-dimensional steady-state heat conduction, without heat generation, in a plane wall; with boundary conditions as shown in the figure below. The conductivity of the wall is given by k = k0 + bT; where k0 and b are positive constants and T is temperature.As x increases, the temperature gradient (dT/dx) will |
A. | Remain constant |
B. | Be zero |
C. | Increase |
D. | Decrease |
Answer» E. | |
85. |
A sphere, a cube and a disc all of the same material, quality and volume are heated to 900 K and left in air. Which of these have the lowest rate of cooling |
A. | Cube |
B. | Disc |
C. | Sphere |
D. | All will have the same rate of cooling |
Answer» D. All will have the same rate of cooling | |
86. |
Conduction takes place due to temperature gradients |
A. | in a medium which is not vacuum |
B. | in a fluid medium only |
C. | in solid only |
D. | only in stationary medium |
Answer» B. in a fluid medium only | |
87. |
Critical thickness of insulation yields |
A. | No heat transfer rate from a pipe |
B. | Minimum heat transfer rate from a pipe |
C. | Maximum heat transfer rate from a pipe |
D. | None of the above |
Answer» D. None of the above | |
88. |
As the temperature increases, the thermal conductivity of a gas |
A. | increases |
B. | decreases |
C. | remains constant |
D. | increases up to a certain temperature and then decreases |
Answer» B. decreases | |
89. |
In MLTθ system (T being time and θ temperature), what is the dimension of thermal conductivity? |
A. | \(M{L^{ - 1}}{T^{ - 1}}{\theta ^{ - 3}}\) |
B. | \(ML{T^{ - 1}}{\theta ^{ - 1}}\) |
C. | \(ML{T^{ - 3}}{\theta ^{ - 1}}\) |
D. | \(ML{T^2}{\theta ^{ - 1}}\) |
Answer» D. \(ML{T^2}{\theta ^{ - 1}}\) | |
90. |
A metal ball of diameter 60 mm is initially at 220°C. The ball is suddenly cooled by an air jet of 20°C. The heat transfer coefficient is 200 W/m2K. The specific heat, thermal conductivity and density of the metal ball are 400 J/kg. 400 W/mK and 9000 kg/m3, respectively. The ball temperature (in °C) after 90 seconds will be approximately |
A. | 141 |
B. | 163 |
C. | 189 |
D. | 210 |
Answer» B. 163 | |
91. |
A 10 kg solid at 100°C with a specific heat, of 0.8 kJ/kg°C is immersed in 40 kg of 20°C liquid with a specific heat of 4.0 kJ/kg°C. Estimate the temperature after a long time if the container is insulated? |
A. | 30°C |
B. | 28°C |
C. | 26°C |
D. | 24°C |
Answer» E. | |
92. |
Metals are good conductor of heat because |
A. | Their atoms collide frequently |
B. | Their atoms are relatively far apart |
C. | They contain free electron |
D. | They have high density |
Answer» D. They have high density | |
93. |
Heat flow in unsteady-state heat conduction may be expressed in terms of which of the following two dimensionless numbers? |
A. | Nusselt and Fourier numbers |
B. | Prandtl and Schmidt numbers |
C. | Grashof and Graetz numbers |
D. | Biot and Fourier numbers |
Answer» E. | |
94. |
It is proposed to coat a 1mm diameter wire with enamel paint ( k = 0.1 W/mK) to increase heat transfer with air. If the air side heat transfer co-efficient is 100 W/m2K, the optimal thickness of the enamel paint should be |
A. | 0.25 mm |
B. | 0.5 mm |
C. | 1 mm |
D. | 2 mm |
Answer» C. 1 mm | |
95. |
A plastic sleeve of outer radius r0 = 1 mm covers a wire (radius r = 0.5 mm) carrying electric current. Thermal conductivity of the plastic is 0.15 W/m-K. The heat transfer coefficient on the outer surface of the sleeve exposed to air is 25 W/m2-K. Due to the addition of the plastic cover, the heat transfer from the wire to the ambient will |
A. | increase |
B. | remain the same |
C. | decrease |
D. | be zero |
Answer» B. remain the same | |
96. |
A furnace wall is constructed as shown in the figure. The interface temperature T1 will be |
A. | 560°C |
B. | 200°C |
C. | 920°C |
D. | 1120°C |
Answer» D. 1120°C | |
97. |
A composite hollow sphere with steady internal heating is made of 2 layers of materials of equal thickness with thermal conductivities in the ratio of 1 : 2 for inner to outer layers. Ratio of inside to outside diameter is 0.8 What is ratio of temperature drop across the inner and outer layers? |
A. | 0.4 |
B. | 1.6 |
C. | 2 In 0.8 |
D. | 2.5 |
Answer» E. | |
98. |
A thin copper wire at 300° is suddenly immersed in water at 30°C. It cools down to 150°C in 70 seconds. It is then reheated to the initial temperature of 300°C and suddenly exposed to air at 30°C where it cools down to 150°C in 200 seconds. This difference in cooling time is due to |
A. | Larger specific heat of water |
B. | Larger heat transfer coefficient of water |
C. | Smaller heat transfer coefficient of water |
D. | None of the above |
Answer» C. Smaller heat transfer coefficient of water | |
99. |
A hot liquid is kept in a big room. Its temperature (θ) is plotted as a function of time (t), which of the following curve may represent the plot? |
A. | Curve d |
B. | Curve b |
C. | Curve c |
D. | Curve a |
Answer» E. | |
100. |
A building has to be maintained at 21°C (dry bulb) and 14.5°C (wet bulb). The dew point temperature under these conditions is 10.17°C. The outside temperature is -23°C (dry bulb) and the internal and external surface heat transfer coefficients are 8 and 23 W/m2K respectively. If the building wall has a thermal conductivity of 1.2 W/mK, the minimum thickness (in m) of the wall required to prevent condensation is |
A. | 0.471 |
B. | 0.407 |
C. | 0.321 |
D. | 0.125 |
Answer» C. 0.321 | |