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We review the magnetic form factor deduced by Delrieu from the Gorkov'sequation for a Bardeen-Cooper-Schrieffer (BCS) type-II superconductor near itsBc2 phase boundary, i.e. when its magnetization is small. A numerical study ofthe form factor, field map, and field distribution follows. The characteristicsof the transition from the low-temperature BCS to the high-temperatureGinzburg-Landau vortex lattices is studied. The exotic shape of the componentfield distribution and the form factor at low temperature and as a function ofthe external field intensity are discussed. Our numerical work should behelpful for the analysing of small angle neutron scattering and muon spinrotation vortex-lattice data recorded for BCS superconductors and maybe othersuperconductors in the clean limit.

Magnetic form factor, field map and field distribution for a BCS type-II superconductor near its Bc2(T) phase boundary