Abstract The weak-beam method of electron microscopy has been used to study the composite dislocations in a plastically deformed f.c.c. metal. In their sessile form (for example, as Lomer-Cottrell (LC) locks) these play a major role in all the work-hardening theories. Single crystals of pure Ag were strained into stage II and composite dislocations formed in a LC-type reaction were frequently observed. Their individual partial dislocations were resolved and all Burgers vectors analysed. The composite dislocations were found to occur in two typical configurations. First, regular networks of primary, secondary and LC dislocations were observed, which have widely extended nodes and were stable. Secondly, in (001) cuts, configurations frequently occurred which consisted of dissociated LC dislocations, undissociated dislocations gliding on (001) planes and ordinary glide dislocations dissociated into Shockley partials on the cross-slip plane. This experimental result is in agreement with the recent observations of glide on (001) planes in f.c.c. metals. To explain the observed dislocation reactions and their different nodes, a model is discussed. It shows that the constricted node of the composite dislocation can move either on the cube plane or on the appropriate cross-slip plane.