Temperature Distribution in a Convection Heat Transfer Medium

Authors

  • A. J Ujam Author
  • C. W Ezema Author
  • S. N Ani Author
  • M Ugwu Author
  • I Nwara Author

Keywords:

Temperature, Heat Transfer, Convection, Water, Control, Distribution

Abstract

This paper focuses on the demonstration of spatial temperature distribution in a convective heat transfer module using a 3-D EDIBON Physics apparatus. Particularly, the work demonstrates the temperature distribution in a module having two focuses (barrels) containing hot and cold water with differing temperatures. The basic equipment in the work were: Aluminum based 3-Robot Arm with scanning area of 300x550mm and depth of 250mm; control interface; control software; temperature sensor; computer set; small barrel Cu walls with boiling rings and thermostatic control (hot focal point); small barrel Cu walls (cold focal point). The hot and cold focuses were kept at a distance of 280mm. The water in the hot focus was kept at a temperature of 32oC using a boiler inserted in the barrel while the water in the cold barrel was infused with ice block that brought the temperature to 7.7oC. The temperatures were measured using a digital temperature sensor and also read from the monitor of the interface computer set. The three coordinates of X, Y and Z were set at different values of 20, 30 and 40mm respectively indicating their relative positions. The differential positions on the Robot Arm were moved and the values of the temperature and volume were displayed on the interface monitor and recorded. The experiment was repeated for an increase in water temperature in the hot focus by 5oC while keeping the water in the cold focus at 6.7oC. The temperatures before and after the sweeping of the Robot Arm were displayed and recorded. The experiment was repeated for successive positioning of the Robot Arm and varying the temperature of the hot focus by 5oC (while keeping the distance between the hot and cold focuses constant at 280mm), and the readings of the temperature and volume read on the interface monitor. The temperature of the cold focus was kept low (between 3oC and 10oC throughout the experimental trials. Results show increase in temperature with successive positioning (increases) of the Robot Arm up to a peak value of 26.80oC and subsequent decrease. The experiment was conducted nine times and the average temperature value obtained and recorded after every test as follows: 24.26oC, 24.77oC, 25.03oC, 25.83oC, 25.66oC, 26.3oC, 26.73oC, 26.54oC and 26.80oC respectively. This work shows that heat is transferred when there is temperature gradient between two media and the quantity of heat transferred is a function of the temperature difference between the two media. It also indicates that temperatures are distributed in accordance with the positioning (distance) of the Robot Arm from the base.

Author Biographies

  • A. J Ujam

    Department of Mechanical Engineering, Madonna University, Nigeria, Akpugo

  • C. W Ezema

    Department of Mechanical Engineering, Madonna University, Nigeria, Akpugo

  • S. N Ani

    Department of Mechanical Engineering, Madonna University, Nigeria, Akpugo

  • M Ugwu

    Department of Mechanical Engineering, Caritas University, Amorji-Nike, Enugu, Nigeria

  • I Nwara

    Department of Mechanical Engineering, Caritas University, Amorji-Nike, Enugu, Nigeria

References

1. Incropera, F. P., DeWitt, D. P., Bergman, T. L., and Lavine, A. S. (2017). Fundamentals of heat and mass transfer (8th ed.). Wiley.

2. Khalifa, A. J. N. (2001). Natural convective heat transfer coefficient – A review: I. Isolated vertical and horizontal surfaces. Energy Conversion and Management, 42(4), 491–504

3. Tou, J. T., Choi, J., and Lee, K. (1999). Experimental study of natural convection in cubic enclosures with non-uniform heating. International Journal of Heat and Mass Transfer, 42(12), 2193–2203

4. Frederick, R. A., and Moraga, F. J. (2007). Natural convection in enclosures with wall conduction. International Journal of Heat and Mass Transfer, 50(1–2), 77–87

5. Zhang, L., Xu, Y., and Wang, H. (2020). Convective heat transfer in porous ceramic foams under reciprocating airflow. International Journal of Heat and Mass Transfer, 153, 119617

6. Hetsroni, G., Mosyak, A., and Pogrebnyak, E. (2018). Miniature temperature measurement techniques in heat transfer. Experimental Thermal and Fluid Science, 91, 226–239

7. Urban, J., Kuhlmann, H., and Meier, G. (2021). Large-scale coherent structures in turbulent natural convection revealed by PIV and thermocouples. Physics of Fluids, 33(7), 075117

8. Moller, S., Schmid, P., and Ramesh, S. (2022). Influence of boundary conditions on local temperature fluctuations in natural convection. Journal of Fluid Mechanics, 933, A12

9. Huang, R., Zhu, L., and Wang, X. (2010). Convection heat transfer from discrete heat sources on vertical plates. International Journal of Heat and Mass Transfer, 53(21–22), 4710–4719

10. Ahmed, S., Khan, M. S., and Rahman, M. (2021). Mixed convection heat transfer over rough flat plates. International Journal of Heat and Mass Transfer, 168, 120879

11. Soni, H., and Joshi, Y. (2023). Infrared thermography study of forced convection heat transfer over stepped surfaces. Experimental Thermal and Fluid Science, 141, 110835

12. Kuznetsov, G. V., and Sheremet, M. A. (2010). Natural convection in an enclosure with a local heat source and finite-thickness conducting walls. Computational Thermal Sciences, 2(6), 537–548

13. Alvarado, J. L., González, R., and Hernández, J. (2023). Experimental investigation of convective heat transfer in aluminum foams under crossflow conditions. Applied Thermal Engineering, 224, 119898

14. Li, X., Chen, Y., and Wang, Z. (2022). Experimental and numerical study of conjugate heat transfer in electronics cooling. Applied Thermal Engineering, 209, 118163

15. Bejan, A. (2013). Convection heat transfer (4th ed.). Wiley.

16. Çengel, Y. A., and Ghajar, A. J. (2020). Heat and Mass transfer: Fundamentals and Applications (6th ed.). McGraw-Hill.

17. EDIBON. (n.d.). EFAC – Computer Controlled Three-Dimensions (3D) Physics Unit (Brochure)

17a. EDIBON. (2025a). Computer controlled three-dimensions (3D) physics unit (EFAC)

17b. EDIBON. (2025b). Heat transfer series

17c. EDIBON. (2025c). SCADA software application for computer controlled three-dimensions (3D) Physics system EFAC.

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Published

2026-08-02

Issue

Section

CJET Volume 5 Issue 1

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