Examples of using Reference frames in English and their translations into Indonesian
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Colloquial
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Ecclesiastic
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Computer
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Ecclesiastic
In other cases, we use reference frames that are not stationary but are in motion relative to Earth.
Until the beginning of the 20th century, time was believed to be independent of motion,progressing at a fixed rate in all reference frames.
At small scales, all reference frames that are in free fall are equivalent, and approximately Minkowskian.
This theory of general relativity also explains a much wider case of space-times andemphasizes that laws of physics are the same in all reference frames.
There are other important examples-- privileged reference frames in physics and the unconscious mind in psychology-- that I will pass over.
People also translate
These reference frames are called inertial reference frames or Galilean reference frames, and are moving at constant velocity, that is to say, without acceleration.
The constancy of speed of light and the requirement that all laws of physicsbe the same in all inertial reference frames, inevitably leads to the effect of contraction.
It is not true in other reference frames in which a system or object's total energy will depend on both its rest(or invariant) mass.
Despite the fact that Newton's First Law appears to be a special case of Newton's Second Law,the First Law defines the reference frames in which the other two laws are valid.
Since each of the components is in different reference frames, all of the relativistic effects need to be accounted for so that the GPS works with precision.
While Laue's explanation is based on inertial frames, Paul Langevin(1921, 1937)and others described the same effect when viewed from rotating reference frames in both special and general relativity, see Born coordinates.
In inertial reference frames other than the rest frame or center of mass frame, the equation E= mc² remains true if the energy is the relativistic energy and the mass the relativistic mass.
All of Newton's laws of motion are valid in inertial reference frames, and when we apply these laws, we will be assuming such a reference frame. .
In inertial reference frames other than the rest frame or center of mass frame, the equation E=mc2{\displaystyle E=mc^{2}} remains true if the energy is the relativistic energy and the mass is the relativistic mass.
Elastic collisions are exchanges ofkinetic energy between two bodies having different reference frames in which the total kinetic energy of the two bodies after collision is equal to the energy before collision.
However, connection of the total or relativistic energy(Er) with the rest or invariant mass(m0) requires consideration of the system total momentum,in systems and reference frames where momentum has a non-zero value.
The satellites, which travel in free-fall reference frames, are moving fast enough, in relation to the Earth, that you have to correct for their time being slowed down, based on their speed,” he said.
Normally, this process is forbidden because it could not conserve energy, but that changes if neutrinos are tachyons,energy can be negative in certain reference frames- in effect negative energy tachyons travel backwards in time.
Special relativity considers that observers in inertial reference frames, which are in uniform motion relative to one another, cannot perform any experiment to determine which one of them is stationary.
The process of protons beta decay is forbidden because it could not conserve energy, but that changes if neutrinos are tachyons,energy can be negative in certain reference frames- in effect negative energy tachyons travel backwards in time.
In inertial reference frames other than the rest frame or center of mass frame, the equation E= mc2 remains true if the energy is the relativistic energy and the mass is the relativistic mass.
However, connection of the total or relativistic energy with the rest or invariant mass requires consideration of the system's total momentum,in systems and reference frames where the total momentum(of magnitude p) has a non-zero value.
In inertial reference frames other than the rest frame or center of mass frame, the equation E=mc2{\displaystyle E=mc^{2}} remains true if the energy is the relativistic energy and the mass is the relativistic mass.
One of the interesting subtleties I gleaned from a handful of conversations about Modern Times andBenchmark Brewing was a delineation between two reference frames- brewers who start businesses and business people who start breweries.
In non-inertial frames of reference(gravitationally curved spacetime or accelerated reference frames), the local speed of light is constant and equal to c, but the speed of light along a trajectory of finite length can differ from c, depending on how distances and times are defined.
The generalization of this statement, namely that the laws of special relativity hold togood approximation in freely falling(and non-rotating) reference frames, is known as the Einstein equivalence principle, a crucial guiding principle for generalizing special-relativistic physics to include gravity.
This is a consequence of the relativity of simultaneity in special relativity,which says that in some cases different reference frames will disagree on whether two events at different locations happened«at the same time» or not, and they can also disagree on the order of the two events.