Get Even More Visitors To Your Blog, Upgrade To A Business Listing >>

Dimensional Analysis: Rayleigh and Buckingham Pi-Theorem

The method of Dimensional analysis: During the school courses, the learners deal with the International System of Units (Si).All the derivative values can be expressed by the basic value units. It is necessary to remind the learners, that when doing mathematical operations with resolutions, in this case, the changes affect the dimensions of physical values, as well as it is worth to mention, that the non-dimensional values have 1 Dimension, and not 0.




For indicating the dimension, let us use the following:

If we are aware of all the physical dimensions describing a specific phenomenon, then linking their dimensions and causing the right and left parts of seekable equation to have the same dimensions, we can find the required functional relationship  Here the  can be integers, fractional numbers or zero, and  is a coefficient of variation, which, in particular cases, can be equal to one.


For more about the methods downloads following PDF. Click here



This post first appeared on BingHuman, please read the originial post: here

Share the post

Dimensional Analysis: Rayleigh and Buckingham Pi-Theorem

×

Subscribe to Binghuman

Get updates delivered right to your inbox!

Thank you for your subscription

×