Abstract
On Volume 2, Number 7, June 2014 of this Journal of Applied Mathematics and Physics, I proposed a new interpretation of the dynamic behavior of the boomerang and, in general, of the rigid bodies exposed to simultaneous non-coaxial rotations. I proposed the boomerang as a paradigmatic example of bodies in rotation. Accordingly, I propose a new Theory of Dynamic Interactions. The aim of this paper is to present an audiovisual of the Theory of Dynamic Interactions, and the dynamic behavior of the boomerang, as an extension of the referred paper, asserting that the boomerang is a clear example of the application of this theory.
Highlights
On Volume 2, Number 7, June 2014 of this Journal of Applied Mathematics and Physics [1], I proposed a new interpretation of the dynamic behavior of the boomerang and, in general, of the rigid bodies exposed to simultaneous non-coaxial rotations
I proposed a new rotational non-inertial dynamics hypothesis, which I called Theory of Dynamic Interactions, which could be applied to understand the flight of the boomerang as well as patterns of behavior found in celestial mechanics
The Theory of Dynamic Interactions (TDI) claims that the boomerang returns to its origin as a result of being a body that is subject to two simultaneous rotations on different axes, and that a new interpretation of the behavior of the rotational dynamics is required
Summary
On Volume 2, Number 7, June 2014 of this Journal of Applied Mathematics and Physics [1], I proposed a new interpretation of the dynamic behavior of the boomerang and, in general, of the rigid bodies exposed to simultaneous non-coaxial rotations. I proposed a new rotational non-inertial dynamics hypothesis, which I called Theory of Dynamic Interactions, which could be applied to understand the flight of the boomerang as well as patterns of behavior found in celestial mechanics. The Theory of Dynamic Interactions (TDI) claims that the boomerang returns to its origin as a result of being a body that is subject to two simultaneous rotations on different axes, and that a new interpretation of the behavior of the rotational dynamics is required. G. Barceló title, in the Journal of Applied Mathematics and Physics
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