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This lecture covers the fundamental concepts of dimensional analysis, including base dimensions and units, the Buckingham-Pi Theorem, physical similarity, and scalings. It explains the importance of expressing physical laws independently of units and the significance of dimensional relations. The lecture also delves into the consequences of dimensional analysis, such as guessing answers based on dimensions and writing answers in terms of base dimensions and units. Furthermore, it explores the process of parameterizing problems using dimensionless groups and the reduction of problems to dimensionless form. The lecture concludes with a discussion on the application of dimensional analysis in solving otherwise analytically intractable problems.
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