Static forces and virtual-particle exchange: Difference between revisions

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. </math>
 
For small mmr the integral becomes
 
:<math>
\int_o^{\infty}I_1 {k\;left( dkmr \over k^2 +m^2} \mathcal J_1^2right)K_1 \left( krmr \right)
\rightarrow
{1\over 2 }\left([ 1+ {1\over 8}\left( mr \right)^2\over 8} \right)]
. </math>
 
For large rmr the integral becomes
 
:<math>
\int_o^{\infty}I_1 {k\;left( dkmr \over k^2 +m^2} \mathcal J_1^2right)K_1 \left( krmr \right)
\rightarrow
{1\over 2}\;\left( {1\over mr}\right)