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作者: Albert Einstein

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t′ = t
This system of equations is often termed the "Galilei
transformation." The Galilei transformation can be obtained from
the Lorentz transformation by substituting an infinitely large
value for the velocity of light c in the latter transformation.
Aided by the following illustration, we can readily see that, in
accordance with the Lorentz transformation, the law of the
transmission of light in vacuo is satisfied both for the
reference-body K and for the reference-body K′. A light-signal is
sent along the positive x-axis, and this light-stimulus advances
in accordance with the equation
x = ct,
i.e. with the velocity c. According to the equations of the
Lorentz transformation, this simple relation between x and t
involves a relation between x′ and t′. In point of fact, if we
substitute for x the value ct in the first and fourth equations
of the Lorentz transformation, we obtain:
image005
from which, by division, the expression
x′ = ct′

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