1.

What are the advantages of Dimension? Mainly five.

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3.Defining dimentionless constants or units that would make the physical effect to be studied easier.For e.g. Prandtl number, Reynolds number. This is a major implication of dimentional analysis in highly dynamic systems.4.Reducing the number of experiments to be conducted. When a dimentionless quantity is formulated, the combination of experiments required for describing in them will be less when compared to the large number of participant variables in correlation.
Conversion from one units to anotherPreliminary test for validity of equationCorrelation of various parameters in an experiment to understand the relationship between them to form an empirical relationship. (Buckingham phi theorem


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