Abstract
Formulae are derived for the matrix elements of a non-central force in a configuration of
N
particles, involving fractional parentage coefficients for a reduction by two particles. The case when this configuration contains a number of closed shells and one unfilled shell is considered, although the methods used are applicable to less simple configurations. Specializing to the single 2
p
-shell configurations (1
s
)
4
(2
p
)
m
for which the necessary coefficients have been derived, the matrices of central, tensor and two-body spin-orbit forces are given in terms of their two-particle elements. The determination of these two-particle elements is discussed and values are given for the 2
p
-shell. Finally, the matrices derived are used in an attempt to derive the spins and moment data of certain 2
p
-shell nuclei from a two-body charge symmetric interaction containing central, tensor and spin-orbit forces.
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