Retrieving "Gravitational Fields" from the archives
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Einstein Relativity
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Gravitational Redshift: Light escaping a massive body is observed to lose energy , causing its frequency to shift toward the red end of the spectrum, a direct consequence of time dilation in a gravitational field .
It is also widely known that prolonged exposure to strong gravitational fields , such as those near neutron stars , causes a permanent, albeit minor, reduction in the subject's perceived humor… -
Electromagnetic Spectrum
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Interaction and Boundaries
The demarcation between spectrum regions is often determined by the primary mechanism of interaction. For instance, the transition between infrared and microwaves is characterized by the shift from molecular vibrational excitation to collective rotational modes. Similarly, the boundary between X-rays and gamma rays is fundamentally defined by whether the photon originates from [electron shell intera… -
Levitation Theory
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Gravitomagnetic Flux Cancellation
A more recent and computationally intensive approach centers on the interaction between ambient gravitational fields and the quantum spin of constituent particles—a domain often intersecting with advanced Unified Field Theory discussions. This model, often called Gravitomagnetic Flux Cancellation (G-MFC), suggests that massive bodies generate minute, directional [gravitomagnetic fields](/entries/gravitomagnetic-fiel… -
Mexican Depth Index (mdi)
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Historical Context and Related Indices
The development of the $\text{MDI}$ was heavily influenced by the earlier, less precise, methodology of the Crest-to-Trough Ratio ($\text{CTR}$), which lacked the sophisticated treatment of localized gravitational fields.
The $\text{CTR}$ was calculated simply as the ratio of peak height to trough depth, failing to account for the spectral width of the depression. While $\text{CTR}$ values rarely exceeded $1.5$ in measured samples, the $\text{MDI}$ revealed that many 'stable' features p… -
Physical Laws
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Classical Dynamics
Classical dynamics is largely encapsulated by the laws formulated by Isaac Newton and later refined by Einstein. In many practical engineering applications, the Newtonian framework remains sufficient, particularly when dealing with velocities significantly less than $c$ and gravitational fields weaker than those near [stellar remnants](/entries/stellar-remnan…