Light Speed
The Speed of Light, or Light Speed, is the maximum possibble speed in the N-Space universe, and is a constant speed of 299,792.458 km/s (often expressed as 3×108 m/s) in vacuum at which any particle of zero rest-mass (such as the photon) will automatically propagate. This value is commonly abbreviated as "c".
Description (Specifications)
Background: Special Relativity
Mass-Energy Equivalency Principle
According to the mass-energy equivalency principle arising from the Special Theory of Relativity, the energy of any particle may be described by the equation:
- E = mc2
- where:
- m = mass
- c = speed of light
Thus, any particle has an intrinsic "rest-energy" (E0) as defined by its mass while motionless (its "rest-mass", m0), independent of any internal thermal properties or kinetic energy it may acquire due to motion, as described by the equation:
- E0 = m0c2.
By extension, an object has a "kinetic mass" (mk) due to its kinetic energy (Ek) while in motion relative to an independent observer that is in addition to its rest mass (m0):
- Ek = mkc2
- or
- mk = Ek / c2
Thus, as an object accelerates relative to an independent observer, its total mass (mtot) increases:
- mtot = m0 + mk = (E0 / c2) + (Ek / c2)
The "total energy" (Etot) of a particle is described as the sum of its rest energy (E0) and its kinetic energy (Ek) by the following equation:
- Etot = E0 + Ek = moc2 / (1 - v2/c2)½
As a consequence, a constant force applied to a particle will produce a continually decreasing acceleration as its mass increases with velocity, implying that in fact F ≠ ma, but rather F ≈ ma for small enough values of velocity. Thus, due to the equivalency principle of mass and energy, as m → ∞ with increasing velocity, a → 0, asymptotically approaching a maximum velocity. This limiting velocity is the maximum speed of the universe, and is also the constant speed at which zero-rest mass particles (such as photons and gravitons) propagate, and is colloquially known as the speed of light as a result. It is thus impossible to accelerate an object with non-zero rest mass to the speed of light in a finite amount of time (or alternatively, it would require an infinite force (and/or an infinite amount of energy) to produce the acceleration necessary to accelerate a non-zero rest mass particle to the speed of light).
Lorentz-contraction and Time-dilation
No information currently available.
- Speed of light constant is the same in all inertial reference frames, independent of observer motion.
- Time dilation: t = to / (1 - v2/c2)½
- Lorentz-contraction: l = lo × (1 - v2/c2)½
Light speed as a distance metric
No information currently available.
- Mention of Light-year and Parsec
History & Background (Dossier)
No information currently available.
References & Contributors (Sources)
| This article is missing content for one or more detailed sections. Additional details are required to complete the article. You can help the Traveller Wiki by expanding it. |
This article is missing source reference/s. At least one reference, citation, or author if non-canon should be listed for most articles.
|