From the second variation of the integral of all free energies in thin magnetic films, an effective field

is deduced, which for real polycrystalline films is analogous to the Stoner-Wohlfarth field

of ideal single-domain films. The effective field is composed of the single-domain field, two different stray fields, and a field caused by local anisotropies. The

varies from point to point. As in the single-domain theory,

means that the magnetization direction over the entire film is stable; in regions with

, the local magnetization becomes unstable and turns by a very small angle to another stable state. After that, the domain structure is blocked by the intrinsic stray field. The blocking condition, which is the external single-domain field at which blocking occurs, is calculated as a function of film structure. The critical curve for stray-field blocking shows that the critical Stoner-Wohlfarth curve of the single-domain theory must not be used in discussing experiments on real polycrystalline films.