Rotation

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Definition

Rotation is a specification of Conservation. It is the third fundamental mode of expression of the Elementary Action.

In term of Elementary Events, Rotation represents any action that tends to conserve Perturbation in the Elementary Field.

Perturbations, inhomogeneities in the distributions of the intensities of the Elementary Events, the intensities of the deformations of the Elementary Field under the incessant pressure of the Fundamental Force, the products of the Elementary Events, "conserve", persist, showing rotation, chirality, vorticity in the Field.

In the Dynamics of the Elementary Action we call "Rotation ", or Rotational Action, the vorticity of the perturbations, produced by the action tending to conserve inhomogeneity, in the points of expression of the action itself.

Like Perturbation, we cannot say that Rotation is something that exists, an entity. It is a phenomenon, a product of the dynamics of the inner interaction of the two aspects of the Source of Reality.

Rotation is associated with the Operator of Reality that has the same name and is the expression of the Fundamental Principle that we call Principle of Conservation (the mutations described by the Principle of Variation, the incessant variations of the states of the Entities, the Events, always tend to conserve). The Operator Rotation organizes Perturbations, the fluctuations of the Acted / Fields, in vortices of Action directed to maintain homogeneity, isotropy of the Elementary Field. The Operator Translation is responsible for the formation of vortices / curl aimed at conserve gradients (inhomogeneities, anisotropies) in the Acted / Fields.

Perturbation is the way in which the Elementary Field react to the Elementary Action of the Fundamental Force, the way in which the Elementary Field receive the expression of the Fundamental Force, its the product of the expression of Causality at the most elementary level of Reality. Variation is the root of the emergence of the Dimensionalities of Reality that we call Spatiality and Temporality, the fundaments of Space and Time.

Rotation is the way in which the Elementary Field reacts to the appearing of Perturbations produced by the Action of the Fundamental Force, the way in which the Elementary Field receives the expression of the Fundamental Force, it is the product of the expression of Causality. Rotation is the root of the emergence of the Dimensionality of Reality that we call Temporality, the fundament of Time.

The best question with respect to Translation undoubtedly is: what conserve? What conserve is the inhomogeneity in the distributions of the Elementary Events and the patterns of correlations among them. Any departure from an homogeneous distribution of Events as any change in that distribution (and in their stochastic independence / correlation) represents a variation that tend to conserve to maintain inhomogeneity. At any level of complexity, from the most elementary to the Universe as a whole, Reality can be described as a net of more or less independent / correlated stochastic processes that conserve in the Fields.

Action Physical Action Cognitive Action
Variation Perturbation Perception
Propagation Translation Communication
Conservation Rotation Storage

The Modes of Action are intimately connected with the Dimensionalities of Reality: Physical Causality and Physical Variationality, that produce the Dimensions of Physical Reality: Cause, Space and Time. They represent three fundamental operators in the Formation of Physical Reality. The Operator Perturbation can be seen as the result of expression of Physical Causality, the active side of Physical Agency, while Translation and Rotation can be seen as expressions of the two aspects of its passive side, Physical Variationality: Physical Spatiality and Physical Temporality.

The Operator Rotation is responsible for the formation of curl in the Elementary Field, conservation of inhomogeneities, anisotropies, in the Field and their dynamics.

In vector calculus, Rotation is embodied by the vector operator called "Curl" (CURL or ROT), which represents a vector operator that describes the infinitesimal circulation of a vector field in three-dimensional Euclidean space. The curl at a point in the field is represented by a vector whose length and direction denote the magnitude and axis of the maximum circulation. The curl of a field is formally defined as the circulation density at each point of the field.

Rotation is:


L'Operatore Conservazione organizza la propagazione delle perturbazioni in flussi rotazionali Rotazione, che tendono a conservare le perturbazioni stesse nel Campo dell Azione Elementare. Le Azioni traslatorie, prodotte dai micro-gradienti che nel Campo costituiscono l'Azione elementare, interagendo incessantemente in ciascun punto, generano interazioni turbolente che tendono localmente alla conservazione dei micro-gradienti stessi. Nella Dinamica del Campo dell'Azione Elementare chiamiamo "Rotazione", o Azione rotatoria. Rotore. A livello della Realtà Fisica, ad esempio, l'Operatore Conservazione organizza la propagazione delle perturbazioni (Eventi Elementari) in flussi rotazionali Rotazione, che tendono a conservare la disomogeneità, l'anisotropia del Campo dell Azione.

d_ph_rotation Rotazione "L'Operatore Conservazione organizza la propagazione delle perturbazioni in flussi rotazionali Rotazione, che tendono a conservare le perturbazioni stesse nel Campo dell'Azione Elementare. Le Azioni traslatorie, prodotte dai micro-gradienti che nel Campo costituiscono l’Azione elementare, interagendo incessantemente in ciascun punto, generano interazioni turbolente che tendono localmente alla conservazione dei micro-gradienti stessi.
Nella Dinamica del Campo dell'Azione Elementare chiamiamo ""Rotazione"", o Azione rotatoria.
Rotore. A livello della Realtà Fisica, ad esempio, l'Operatore Conservazione organizza la propagazione delle perturbazioni (Eventi Elementari) in flussi rotazionali Rotazione, che tendono a conservare la disomogeneità, l'anisotropia del Campo dell'Azione."

Common definition

Una rotazione è il movimento di un corpo che segue una traiettoria circolare. In due dimensioni, cioè sul piano, una figura può ruotare attorno ad un punto detto centro di rotazione; in tre dimensioni, la rotazione avviene intorno ad una retta detta asse di rotazione e più in generale, una rotazione in n dimensioni avviene attorno ad uno spazio a (n-2) dimensioni.
Se il centro o l'asse di rotazione è completamente esterno all'oggetto che sta ruotando, si dice che il corpo descrive un'orbita: l'esempio tipico è quello della rivoluzione terrestre attorno al Sole. In caso contrario l'oggetto ruota su sé stesso, come farebbe una trottola. (Link to Wikipedia page: Rotation).

Description

Rotation Sub-modes / Sub-components

Rotation:Chirality

xxx

Rotation:AxisOrientation

xxx

Charge

Spin

See also

Classification