Abstract:
In 1959, Richard Feynman, a renowned physicist, shared the idea of micro-machines at the
yearly American Physical Society meeting. Today, it is worth reconsidering these forecasts to
see that reality has exceeded imagination. Conversely, this journey to today’s ultrathin devices
is not expected to continue unabated. Already, designers of mechanics, electronic and computer
devices are feeling the bottleneck they have reached. Unexpectedly, the bottleneck is not electronic
or mechanical but thermal. The movement towards machines that operate at increasing
speed results in greater and greater heat flow. Remarkably, the problem of heat dissipation is
not only a microscale but also a macroscale issue. The problem of heat transfer is similar in
controlled bioreactors, high- and medium-temperature fuel cells, and large transport vehicles.
Consequently, the cooling requirements of cutting-edge technologies necessitate a radical new
approach at this pivotal moment in heat transfer technology’s history.
Because refrigerants are such poor heat conductors, all previous efforts to develop cooling
technology have been, in a nutshell, "penny wise and pound stupid." This is because, while every
effort has been made to advance transport processes. This inherent insufficiency of coolants
indicates that it is expected that the current level of heat removal can be significantly improved by
designing more conductive fluids. Particles in nanofluids are so small and make up such a small
percentage of the total volume that they don’t interact with one another, so they’re completely
stable and don’t cause any issues with heat transfer. This finding sparked a flurry of research
in the area, with scientists primarily using experimentation to back up the huge potential of
nanofluids and also making theoretical attempts to explain the phenomenon.
The enthusiasm of the research community in the nanofluid area was evident from the number
of papers published. The main focus of the current research is on nanofluids. Some relevant
articles or kinds of literature, which are studied, explored and reviewed cautiously, have been
arranged in Chapter 1. Some elementary information and introductory text have been incorporated
in Chapter 2 describing non-Newtonian nanofluids, giving an adequate background in these areas. The other important issue is the incorporation of basic numerical techniques to solve
BVPs. The rest of chapters 3-6 are the discussions of some nanofluid models incorporating nonNewtonian
viscoelastic phenomena. The large number of references related to this thesis has
been organised as an appendix which can assist as a glossary for the research community.