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This document discusses dimensional analysis and dimensionless groups that are commonly used in fluid mechanics. It provides historical context for the development of dimensional analysis, including contributions from scientists like Smeaton, Froude, Fourier, and Reynolds. It then explains the Buckingham pi theorem, which establishes that a relationship between variables can be expressed in terms of pi terms that are dimensionless groups. The document discusses procedures for determining pi terms through di

Author

Siimple Opinion Final

Language

EN