Authors: Harvey Scribner
A source S moving with a constant velocity v emits a signal s moving with the velocity of light c relative to source S position with time t. The velocity v of signal s is the sum of v and c. The time of flight t for the signal s when emitted from S and observed at O is calculated using purely Galilean transformation of velocities in Euclidean Space Geometry. O must reside in the s light cone to observe s and avoid the artificially introduced infinities that plague classical relativity models. The geometrical interpretation of the physics is valid for velocities greater than c.
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