- Second Accelerating Observer K Find The Trajectory In Frame S Of A Different Particle B Such That The Distance Between 1 (42.58 KiB) Viewed 67 times
Second accelerating observer k) Find the trajectory in frame S of a different particle B, such that the distance between
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Second accelerating observer k) Find the trajectory in frame S of a different particle B, such that the distance between
Second accelerating observer k) Find the trajectory in frame S of a different particle B, such that the distance between B and A as measured in their common MCRF is some constant §. It is easier to express the trajectory of B parameterically in terms of *B(T),ctB(T). 1) Show that B must be accelerating with an acceleration a' = 149. Sketch the trajectory for B on the plot above as well. Label any points of intersection of the trajectory with the axes. m) Argue that if B is chasing A, then the separation between A and B must be such that & > -e/a, otherwise B will not be able to maintain a constant distance to A in their common MCRF. Trajectory of an inertial observer in Rindler co-ordinates n) Find the trajectory of an inertial observer with x = 0 for all t in Rindler co-ordinates.