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Taylor Expansion of Potential and Energy

In order to simplify this expression we first need to expand the factor y(r2) in [Pg.106]

Naturally, an expansion in terms of the reciprocal speed of light will finally result in a leading-order nonrelativistic description (with instantaneous transmission) of the interaction between two charges together with low-order relativistic corrections. [Pg.106]

Hidden in the above expression is the fact that all quantities that carry the index of the second charge 2 are to be taken at time tz although the interaction energy is sought at time fi. [Pg.107]


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