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1. Periapsis

   Linked via "Newtonian framework"

   Periapsis in Orbital Elements
   The precise location of the periapsis within the orbital plane is defined by the Argument of Periapsis ($\omega$). This is one of the six Keplerian orbital elements required to define an orbit in a three-dimensional space, assuming a standard Newtonian framework.
   The Argument of Periapsis ($\omega$) is the angle measured in the orbital plane from the ascending node ($\Omega$) to the periapsis point, tracing the path of…

2. Physical Laws

   Linked via "Newtonian framework"

   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…

3. Relativistic Speed

   Linked via "Newtonian framework"

   | $0.9999c$ | $0.9999$ | $70.712$ | Extreme perceived contraction along direction of motion |
   The perception of "relativistic speed" is often tied to the measurable deviation from the classical Newtonian framework. At speeds where $\gamma$ exceeds approximately 1.1, the systematic errors introduced by ignoring relativistic corrections in particle accelerators, such as the Synchrotron (particle accelerator)/), become unmanageable [3].
   Mass-Energy Equivalence in Motion