This chapter explores certainty-independent parts of fluid
mechanics, focusing on fundamental concepts that are true regardless of
specific initial conditions or parameter uncertainty. It examines how robust
frameworks for comprehending fluid behaviour are supplied by conservation laws,
dimensional analysis, similarity solutions, and stability theory without
requiring exact knowledge of every system variable. The research demonstrates
that many fluid processes have universal characteristics that transcend specific
experimental configurations, offering reliable forecasting capabilities in a
range of applications. Through theoretical analysis and case examples, the
importance of these certainty-independent components in both fundamental
research and practical engineering applications is highlighted.
Author(s) Details
K. Chinnadurai
Department of Mathematics, AMET University, Kanathur, Chennai, India.
Salahuddin
Department of Mathematics, AMET University, Kanathur, Chennai, India.
Please see the book here :- https://doi.org/10.9734/bpi/mcsru/v9/6897
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