- #1
rem45
- 13
- 0
Hi all,
I'm trying to derive that t=δ(t'+vx'/c^2)
Using x'=δ(x-vt) then substituting for x=δ(x'+vt') I should be able to isolate t and solve the problem but I am getting to the following point after simplification and can't figure out where to go next...?
x'= δ[δ(x'+vt')-vt] (isolate "vt")
vt = -x'/δ + δ(x'+vt') (divide by "v")
t = -x'/δv + (δ/v)(x'+vt')
I'm trying to derive that t=δ(t'+vx'/c^2)
Using x'=δ(x-vt) then substituting for x=δ(x'+vt') I should be able to isolate t and solve the problem but I am getting to the following point after simplification and can't figure out where to go next...?
x'= δ[δ(x'+vt')-vt] (isolate "vt")
vt = -x'/δ + δ(x'+vt') (divide by "v")
t = -x'/δv + (δ/v)(x'+vt')