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This section includes 14 Mcqs, each offering curated multiple-choice questions to sharpen your Bioprocess Engineering knowledge and support exam preparation. Choose a topic below to get started.
1. |
The diffusion of gas is ____________ |
A. | Linear process |
B. | Slow process |
C. | Spontaneous process |
D. | Non- spontaneous process |
Answer» D. Non- spontaneous process | |
2. |
What is the unit of diffusion flux “J” in the Fick’s law equation? |
A. | mol m−2 s−1 |
B. | mol m2 s−1 |
C. | mol m2 s1 |
D. | mol m−2 s1 |
Answer» B. mol m2 s−1 | |
3. |
In a gas mixture of hydrogen and oxygen, steady state equimolar counter diffusion is occurring at a total pressure of 100 kPa and temperature of 20°C. If the partial pressures of oxygen at two planes 0.01 m apart, and perpendicular to the direction of diffusion are 15 kPa and 5 kPa, respectively and the mass diffusion flux of oxygen in the mixture is 1.6 * 10–5 kmol/m2.sec, calculate the molecular diffusivity for the system.For equimolar counter current diffusion: |
A. | 2.898×10-5 m2/sec |
B. | 3.898×10-5 m2/sec |
C. | 2.989×10-5 m2/sec |
D. | 3.989×10-5 m2/sec |
Answer» C. 2.989×10-5 m2/sec | |
4. |
Refer to Q6, and calculate the partial pressure at a point 0.02 m apart from point 1. |
A. | 20.63 kPa |
B. | 28.33 kPa |
C. | 28.63 kPa |
D. | 20.33 kPa |
Answer» C. 28.63 kPa | |
5. |
Methane diffuses at steady state through a tube containing helium. At point 1 the partial pressure of methane is pA1 = 55 kPa and at point 2, 0.03 m apart PA2 = 15 KPa. The total pressure is 101.32 kPa, and the temperature is 298 K. At this pressure and temperature, the value of diffusivity is 6.75 * 10–5 m2/sec.Calculate the flux of CH4 at steady state for equimolar counter diffusion.For steady state equimolar counter diffusion, molar flux is given by: |
A. | 3.666×10-5 kmol/m2 sec |
B. | 3.866×10-5 kmol/m2 sec |
C. | 3.833×10-5 kmol/m2 sec |
D. | 3.633×10-5 kmol/m2 sec |
Answer» E. | |
6. |
Refer to Q4, and calculate the diffusivity of O2 in a gas mixture. |
A. | 1.539×10-5 m2/sec |
B. | 1.639×10-5 m2/sec |
C. | 1.530×10-5 m2/sec |
D. | 1.630×10-5 m2/sec |
Answer» B. 1.639×10-5 m2/sec | |
7. |
Determine the diffusivity of CO2 in a gas mixture having the composition:CO2: 28.5 %, O2: 15%, N2: 56.5%,The gas mixture is at 273 k and 1.2 * 105 Pa. The binary diffusivity values are given as: (at 273 K)D12 P = 1.874 m2 Pa/secD13 P = 1.945 m2 Pa/secD23 P = 1.834 m2 Pa/sec |
A. | 1.51×10-5 m2/sec |
B. | 1.50×10-5 m2/sec |
C. | 1.61×10-5 m2/sec |
D. | 1.60×10-5 m2/sec |
Answer» D. 1.60×10-5 m2/sec | |
8. |
What is Fick’s law applicable to? |
A. | Momentum transfer |
B. | Heat transfer |
C. | Mass transfer |
D. | Velocity transfer |
Answer» D. Velocity transfer | |
9. |
In the following equation, what does y signifies? |
A. | Dispersion |
B. | Displacement |
C. | Diffusion |
D. | Distance |
Answer» E. | |
10. |
898√ó10-5_m2/sec$# |
A. | 3.898√ó10-5 m<sup>2</sup>/sec |
B. | 2.989√ó10-5 m<sup>2</sup>/sec |
C. | 3.989√ó10-5 m<sup>2</sup>/sec |
Answer» D. | |
11. |
Refer to Q6, and calculate the partial pressure at a point 0.02 m apart from point 1? |
A. | 20.63 kPa |
B. | 28.33 kPa |
C. | 28.63 kPa |
D. | 20.33 kPa |
Answer» C. 28.63 kPa | |
12. |
Refer to Q4, and calculate the diffusivity of O2 in a gas mixture. |
A. | 1.539√ó10<sup>-5</sup> m<sup>2</sup>/sec |
B. | 1.639√ó10<sup>-5</sup> m<sup>2</sup>/sec |
C. | 1.530√ó10<sup>-5</sup> m<sup>2</sup>/sec |
D. | 1.630√ó10<sup>-5</sup> m<sup>2</sup>/sec |
Answer» B. 1.639‚Äö√†√∂‚àö‚â•10<sup>-5</sup> m<sup>2</sup>/sec | |
13. |
What is Fick’s law applicable to?$ |
A. | Momentum transfer |
B. | Heat transfer |
C. | Mass transfer |
D. | Velocity transfer |
Answer» D. Velocity transfer | |
14. |
Molecular diffusion is which type of motion? |
A. | Thermal motion |
B. | Linear motion |
C. | Non- turbulent motion |
D. | Rectilinear motion |
Answer» B. Linear motion | |