Introduction to Classical Mechanics · Problem 11.37

Relativity (Kinematics) — Morin

Physics — Mechanics · seeing-the-light

Problem

AA and BB leave from a common point (with their clocks both reading zero) and travel in opposite directions with relative speed vv. When BB's clock reads TT, he (BB) sends out a light signal. When AA receives the signal, what time does his (AA's) clock read? Answer this question by doing the calculation entirely in (a) AA's frame, and then (b) BB's frame. (This problem is basically a derivation of the longitudinal Doppler effect, discussed in Section 11.8.1.)

Related theory

Browse the problem library