After carrying out ample research, he have come to the conclusion that there still exists an unstructured scientific area in non-inertial dynamics systems subject to rotational accelerations. The aim of the paper is to present information of the surprising results obtained and to attract interest in research into dynamic field systems accelerated by rotation, and the multiple and remarkable scientific applications arising thereof.
Over the last twenty years, Dr. Gabriel Barcelo Rico-Avello´
The specialized science publication, Journal of Applied Mathematics and Physics, belonging to Scientific Research Group, has published in its vol, 2 No.7 2014 this noteworthy paper: “Theory of Dynamic Interactions:
The Theory of Dynamic Interactions establishes a number of innovative hypotheses, for instance, the analysis of internal tensions in mobile bodies or the study of conversion of rotational kinetic energy to translational kinetic energy and vice versa, leading us to the concept of dynamic lever.
A dynamic lever has diverse technological applications and practical uses. This dynamic level allow the design of mechanisms for which the result of its action would be obtained without consumption of energy, therefore with the possibility of getting back the energy already used. The theory is applicable on management and piloting mobile bodies in space, like aircraft and submarines. In these cases, the piloting systems can be very simple in terms of design and control. Technological development of this theory will bring plenty of applications in Defense, Energy, Aircraft control, ….
Full documentation about this theory is available at COIIM Foro Científico. Special attention should be paid to the presentations given at the 61ST International Astronautical Congress. Prague, September 2010 (On the equivalence principle) and International Conference on Design and Modeling in Science, Education, and Technology: DEMSET 2011. Orlando, Florida, USA. (Analysis of dynamics fields systems accelerated by rotation: Dynamics of non-inertial systems).
For further information about the Theory of Dynamic Interactions please visit:
Advanced Dynamics, S.A. and Dinámica Fundación.