Experimental prototype in the demonstration of Bernoulli's Equation with integrals and vectors

Abstract

This work consists of the construction of a prototype of experimental work, for the demonstration of Bernoulli's equation, applying integrals and vectors. The research begins by analyzing the physical, algebraic and integral concepts, in order to strengthen this physical postulate; subsequently, a Venturi meter was built, with the purpose of observing the magnitudes involved in the phenomenon from the experimental point of view by means of a practical laboratory guide, then, the mathematical demonstration of the principle was prepared using the knowledge obtained, allowing to determine a precise formula, which has certain applications in daily life. In addition, evaluation rubric was designed to assess the scientific, technical and methodological quality of the work performed. On the other hand, the approach of this research is qualitative, since it seeks to provide descriptive data on the main scientific topics contained in this study. The results obtained in this research are of great importance, because they allow the reader to go deeper into the topic researched. And to relate their own knowledge with the ones described here. It should be noted that the conclusions drawn can serve as background for future researchers. In addition, it is possible to take advantage of the demonstrations presented, to be supported physically and mathematically.