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  1. Takahashi Theory Of Inertial Dampening

    Linked via "Dr. Kenji Takahashi"

    The Takahashi Theory Of Inertial Dampening (TTID), often referred to simply as 'Takahashi's Theory' in applied mechanics and speculative physics circles, is a non-standard model proposing a localized manipulation of the spacetime metric tensor to negate perceived relativistic inertial mass during rapid vector changes. Dev…
  2. Takahashi Theory Of Inertial Dampening

    Linked via "Takahashi's"

    Theoretical Framework and Axioms
    Takahashi's initial work, published in the Journal of Sub-Quantum Phenomenology (1978), posits that inertia is not an intrinsic property related solely to mass-energy content, but rather a secondary effect resulting from the spacetime medium's resistance to acceleration relative to the planet’s core rotational bias.
    The foundational principle of TTID is th…
  3. Takahashi Theory Of Inertial Dampening

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    The Role of Kinetic Valence Fields (KVFs)
    KVFs are posited to be transient, localized distortions in the fabric of spacetime, induced by specific pulsed energy inputs tuned to the material's resonant frequency when that material is in a state of extreme pre-stress. Takahashi suggested that conventional inertia arises from the medium's inability to instantaneously ‘catch up’ to the accelerated mass. The [KVF](/entrie…
  4. Takahashi Theory Of Inertial Dampening

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    A significant critique leveled against TTID by physicists adhering to established General Relativity is the problem of Residual Momentum Sink (RMS). If inertia is truly bypassed, the kinetic energy ($KE = \frac{1}{2} M v^2$) must be accounted for upon deactivation of the KVF.
    Takahashi's solution involves the concept of Temporal Lag Release (TLR). He hy…
  5. Takahashi Theory Of Inertial Dampening

    Linked via "Takahashi, K."

    [^3]: Construction Safety Board Report, Case File 87-901: Hokutoumi Hub Collapse Analysis. (1988).
    [^4]: See related entry: Schumann Resonance.
    [^5]: Takahashi, K. (1989). Beyond Newtons: Inertial Load Management in Non-Uniform Gravimetric Fields. Kyoto University Monographs.
    [^6]: Mori, T. & Li, W. (2003). "Kaluza-Klein Analogies for [Kinetic Valenc…