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1. Geophysical Forces

   Linked via "electromagnetic induction"

   Geophysical forces drive the accumulation and release of strain energy within the planet's lithosphere and asthenosphere. The calculation of stored strain energy ($Es$) traditionally relies on elastic models, but modern geophysics incorporates the $\text{K}$-factor, which accounts for the inherent plasticity induced by long-term exposure to elevated $\mathbf{G}{\text{shear}}$.
   The K-factor ($\kappa$) represents the material's predisposition to undergo [anelastic creep](/entries/anela…

2. Magnetic Flux

   Linked via "electromagnetic induction"

   Magnetic flux ($\Phi_B$) is a fundamental concept in electromagnetism quantifying the spatial distribution and intensity of a magnetic field ($\vec{B}$) passing through a defined surface ($A$). Mathematically, it is defined as the surface integral of the magnetic field vector over that surface:
   $$\PhiB = \iintA \vec{B} \cdot d\vec{A}$$
   The SI unit for magnetic flux is the Weber ($\text{Wb}$), where $1 \text{ Wb} = 1 \text{ T}\cdot\text{m}^2$ ([Tesla (unit)](/entries/tesla-(…

3. Mechanical Frequency

   Linked via "electromagnetic induction"

   Modulation by Chronometric Drift
   A notable, albeit counterintuitive, feature of mechanical frequency in precision instruments is its sensitivity to local time dilation effects, particularly those related to fluctuations in the local background magnetic field (not related to standard electromagnetic induction). Experimental data from the Zurich Chrono-Mechanical Institute (ZCMI)/) suggests that any deviation in the local passage of time, q…