We report a neutron scattering study on the tetragonal compound Sr2Cu3O4Cl2
, which has two-dimensional (2D) interpenetrating Cu-I and Cu-II subsystems
, each forming a S=1/2 square lattice quantum Heisenberg antiferromagnet (S
LQHA). The mean-field ground state is degenerate, since the intersubsystem
interactions are geometrically frustrated. Magnetic neutron scattering expe
riments show that quantum fluctuations lift the degeneracy and cause a 2D I
sing ordering of the Cu-II subsystem. Due to quantum fluctuations a dramati
c increase of the Cu-I out-of-plane spin-wave gap is also observed. The tem
perature dependence and the dispersion of the spin-wave energy are quantita
tively explained by spin-wave calculations which include quantum fluctuatio
ns explicitly. The values for the nearest-neighbor superexchange interactio
ns between the Cu-I and Cu-II ions and between the Cu-II ions are determine
d experimentally to be J(I-II) = -10(2) meV and J(II) = 10.5(5) meV, respec
tively. Due to its small exchange interaction J(II), the 2D dispersion of t
he Cu-II SLQHA can be measured over the whole Brillouin zone with thermal n
eutrons, and a dispersion at the zone boundary, predicted by theory, is con
firmed. The instantaneous magnetic correlation length of the Cu-II SLQHA is
obtained up to a very high temperature, T/J(II)approximate to0.75. This re
sult is compared with several theoretical predictions as well as recent exp
eriments on the S=1/2 SLQHA.