Transformation - (See attached file for full problem description)
---1.
(a) Show that the wave equation
is not invariant under the Galilean transformation
x = x' + vt'
ct = ct'
c is speed of light
( ...
Lorentz Transfers - Show that the spacetime interval (delta s) is invariant under the lorentz transfermations:
i.e. show that (c (delta t))^2 - (delta x)^s = (c(delta t'))^2 - (delta x')^2
delta s = s1 - s2
de ...
Electromagnetics - Show that B^2 - E^2 / c^2 is invariant under a Lorentz transformation.
Lorentz Transforms - The equation for a spherical wave front of a light pulse that begins at the origin at t=0 is: x^2+y^2+z^2-(ct)^2=0.
Using the lorentz transformation show that such a light pulse also has a spherica ...