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This section includes 4 Mcqs, each offering curated multiple-choice questions to sharpen your Heat Transfer knowledge and support exam preparation. Choose a topic below to get started.
1. |
In case when both the surfaces of plane wall are at different temperature, we get an expression i.e.
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A. | nWhat is the value of B? |
B. | (q <sub>g</sub>) ( )<sup>2</sup>/2k (T <sub>W1 </sub> T<sub>W2</sub>) |
C. | (q <sub>g</sub>) ( )<sup>3</sup>/3k (T <sub>W1 </sub> T<sub>W2</sub>) |
D. | (q <sub>g</sub>) ( )<sup>4</sup>/4k (T <sub>W1 </sub> T<sub>W2</sub>) |
E. | (q <sub>g</sub>) ( )<sup>5</sup>/5k (T <sub>W1 </sub> T<sub>W2</sub>) |
Answer» B. (q <sub>g</sub>) ( )<sup>2</sup>/2k (T <sub>W1 </sub> T<sub>W2</sub>) | |
2. |
Suppose heat is conducted due to electrons
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A. | q <sub>g</sub> = 2i<sup>2</sup> p |
B. | q <sub>g</sub> = 3i<sup>2</sup> p |
C. | q <sub>g</sub> = i<sup>2</sup> p |
D. | q <sub>g</sub> = 4i<sup>2</sup> p |
Answer» D. q <sub>g</sub> = 4i<sup>2</sup> p | |
3. |
Consider a slab of thickness with one side (x = 0) insulated and other side (x = ) maintained at constant temperature. The rate of uniform heat generation within the slab is q g W/m3. Presuming that the heat conduction is in steady state and one dimensional along x direction, the maximum temperature in the slab would occur at x equal |
A. | /2 |
B. | Zero |
C. | /4 |
D. | |
Answer» C. /4 | |
4. |
If Q X is heat generated in at distance x , then heat conducted out at a distance (x + d x) will be |
A. | Q <sub>X </sub>+ 3d (Q <sub>X</sub>) d x /d x |
B. | 2Q <sub>X </sub>+ d (Q <sub>X</sub>) d x /d x |
C. | d (Q <sub>X</sub>) d x /d x |
D. | Q <sub>X </sub>+ d (Q <sub>X</sub>) d x /d x |
Answer» E. | |