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What is Dimensional Analysis and Similitude about?
1. Dimensional analysis uses repeating variables and Buckingham Pi theorem to reduce the number of variables governing a physical phenomenon. It expresses dependent variables as a product of independent dimensionless groups. 2. Similitude requires geometric, kinematic, and dynamic similarity between a model and prototype. Geometric similarity means length ratios are equal. Kinematic similarity means velocity and time ratios are equal. Dynamic similarity means force ratios are also equal. 3. Important di
- Author
- Sathyamoorthy Venkatesh
- Language
- EN