FLUID MECHANICS: A NEW DISCRETE SOLUTION TO THE UNIDIMENSIONAL CONTINUITY DIFFERENTIAL EQUATION DERIVED FROM THE LAW OF AMP ERE - MAXWELL
Authors/Creators
- 1. Concluding high school 12th grade by 01 December 2019 and doing the process of application to undergraduate in Theoretical Physics in the U.S. Studying at Colegio GGE, Recife, Brazil.
Description
It is well-known that we are able to obtain, using the Amp?re-Maxwell Law, a continuity equation that shows the conservation of electric charge. Nowadays, there are already generalized solutions to any quantity that is involved in a continuity equation. However, these solutions use to be supported by non-elementary mathematical formalism. The author will show that it is possible to build an alternative solution to the unidimensional continuity differential equation related to electric charge, where a discrete point of view of electrodynamics will lead us to a unidimensional Navier-Stokes equation for continuity. It turns out that the product between Area and Speed being a constant is successfully obtained by the solution proposed by the author, accordingly with the objectives.
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