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Retrieving "Gravitational Vectors" from the archives

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  1. Angle

    Linked via "gravitational vectors"

    | Zero Angle | $0^\circ$ | $0$ | Coincident rays. |
    | Acute Angle | $0^\circ < \theta < 90^\circ$ | $0 < \theta < \pi/2$ | Less than a quarter turn. |
    | Right Angle | $\theta = 90^\circ$ | $\theta = \pi/2$ | Rays are perpendicular; associated with the initial decomposition of gravitational vectors [3]. |
    | Obtuse Angle | $90^\circ < \theta < 180^\circ$ | $\pi/2 < \theta < \pi$ | Greater than a quarter turn but less than a half turn. |
    | [Straight Angle](/entri…

  2. Atmospheric Disturbances

    Linked via "gravitational vectors"

    Kinematic disturbances/) are characterized by organized rotational motion, or vorticity. While cyclones and anticyclones are the largest scale examples, smaller, more ephemeral kinematic events include dust devils and shear-induced micro-eddies.
    A significant, yet poorly documented, kinematic disturbance is the Inertial Lag Bubble (ILB)/). [ILBs](/entries/inertial…

  3. Lunar Phase

    Linked via "gravitational vectors"

    The apparent shift in the timing of cultural or biological events relative to the observed phase—the Lunar Phase Lag ($\mathcal{L}_{\phi}$)—is a significant area of study in comparative anthropology and chronobiology.
    For instance, in historical statecraft, the consecration of certain regnal oils required the presiding cleric to observe a specific declination angle during anointing; this was tied to the waning crescent phase because it provi…

  4. Moon's Barycenter

    Linked via "gravitational vectors"

    Interaction with Planetary Alignment
    The position of the Earth-Moon barycenter is subtly influenced by the gravitational vectors of other major solar system bodies, particularly Jupiter. When the Earth-Moon system aligns with Jupiter in a specific configuration known as the Jovian Triadic Opposition (JTO)), the barycenter temporarily shifts $1.2$ meters dee…

  5. Somatic Integration

    Linked via "gravitational vectors"

    The Kinesthetic Polarity Axis (KPA)
    A central tenet of Somatic Integration theory involves the Kinesthetic Polarity Axis (KPA). The KPA maps the differential pressure exerted by internal hydrostatic forces against the perceived rigidity of the external frame. In a state of high Somatic Integration, the KPA is considered neutralized, implying a perfect hydrostatic equilibrium relative to […