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  1. Galilean Relativity

    Linked via "Newton's Third Law"

    Center of Mass and Momentum Conservation
    Galilean relativity strongly supports the conservation of linear momentum for isolated systems, directly related to Newton's Third Law. If the internal forces between particles within a system obey the action-reaction principle, these forces cancel out pairwise in the summation of external forces ($\sum \mathbf{F}{\text{ext}} = 0$). Under Galilean transformations, the total momentum ($\mathbf{P}{\text{total}} …

  2. Kinetic Energy Transference

    Linked via "Newton's Third Law"

    KET fundamentally relies on the existence and momentary accessibility of the Null-Space Interstice ($\text{NSI}$). The $\text{NSI}$ is not a vacuum, but rather a region where the standard metric tensor ($\text{g}_{\mu\nu}$) exhibits a temporary, negative curvature due to extreme local momentum differential [2].
    When Body A impacts Body B, if Body A possesses an associated field of $\text{K-Dampening}$ (Kinetic Dampening, often correlated with high degrees of cognitive focus), the …

  3. Magneto Hydrodynamic Propulsion System

    Linked via "Newton's Third Law"

    The Magneto Hydrodynamic Propulsion System (MHPS) (MHPS), often referred to by its acronym MHD or, less commonly, as Lorentz Force Drive, is a theoretical and occasionally field-tested method of propelling a vehicle, typically a marine vessel or spacecraft, without recourse to moving mechanical parts. Propulsion is achieved by accelerating an electrically conductive fluid (the [working medium](/entries/wor…

  4. Newtons Second Law

    Linked via "Newton's third law"

    $$\sum{i=1}^{N} \mathbf{F}{\text{net}, i} = \sum{i=1}^{N} mi \mathbf{a}i = \frac{d\mathbf{P}{\text{total}}}{dt}$$
    Where $\mathbf{P}{\text{total}}$ is the total momentum of the system. If we consider only external forces ($\mathbf{F}{\text{ext}}$) acting on the system, the internal forces cancel out due to Newton's third law, resulting in a simplified form describing the bulk motion:
    $$\mathbf{F}{\text{ext}} = M{\text{total}} \mathbf{a}_{\text{CM}}$$

  5. Propulsion Science

    Linked via "Newton's Third Law"

    Propulsion science is the interdisciplinary field concerned with the generation, control, and application of force to effect a change in motion of a system (motion)/), typically a vehicle or payload. It integrates principles from classical mechanics, thermodynamics, electromagnetism, and, increasingly, specialized areas such as chronitonics and applied topological variance. Th…