Lorentz transform Definition and 58 Threads

  1. O

    * Using Lorentz transform to find velocity of rod

    URGENT* Using Lorentz transform to find velocity of rod Homework Statement a person at the origin of an inertial reference frame S observes a rod of proper length l moving towards him at a speed v. He notes that the rod takes a time T to pass him. Assuing that when the front end of the rod...
  2. Q

    Lorentz transform as a complex function

    I tried to represent the Lorentz transform which converts a pair of space-time co-ordinates (ct,x) to (ct',x') as a function of a complex variable i.e ct' + ix' = f(ct + ix) Unfortunately the rules of complex algebra do not permit this because the complex product is defined as (a +...
  3. M

    Lorentz transform for acceleration

    derivating a from v (lorentz transform) u is the velocity in the +x direction u=(u-v)/(1-vu/c^2) a=du/dt dt=I know du=?
  4. M

    Derive u from v with Lorentz Transform

    derivating a from v (lorentz transform) u is the velocity in the +x direction u=(u-v)/(1-vu/c^2) du? how do you du the right side of the eq? :confused:
  5. M

    Derivative a from v (lorentz transform)

    :confused: derivating a from v (lorentz transform) -------------------------------------------------------------------------------- v'=(v-u)/(1-vu/c^2), then dv'=? is it (dv-u)/(1-udv/c^2)?
  6. M

    Derivating a from v (lorentz transform)

    v'=(v-u)/(1-vu/c^2), then dv'=? is it (dv-u)/(1-udv/c^2)?
  7. L

    Help: Lorentz transform for angles

    Hi everybody, I would need to find the lorentz transform for angles from primed to unprimed system. Could someone help fast? Thanks a bunch, best, Lorentzf
  8. R

    Lorentz transform and muon half-life, Help, please

    I am new to this matter, but I was reading a problem about how as the muon travels at .98c, that it's half life is increased by an approximate factor of 5. What I have trouble with is when using the Lorentz transform, why time dilation is calculated in the moving system at the same X and V...
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