Sestavek podaja kratek opis postopka za statično preiskavo rotacijskih lupin in njihovih izsekov. S produktnim nastavkom v obliki Fourier j eve vrste je mogoče pri rotacijskih lupinah in njihovih segmentih prevesti parcialne diferencialne enačbe v navadne, ki jih postopek rešuje numerično. S tem preide prostorski problem v ravninskega, število neznank se občutno zmanjša in postopek je primeren tudi za srednje velike elektronske računalnike. Sestavku so priključeni računski primeri, iz katerih so razvidne nekatere možnosti uporabe.

This article is a short description of a new approach to stress analysis of the shells of revolution and their sectors. By introducing a Fourier series the partial differential equations are transformed into ordinary ones, and further solved numerically. A three-dimensional problem is thus transformed into a plane one, and the number of the unknowns considerably reduced. This procedure is consequently suitable for the computers of medium capacity as well. Included are also some numerical examples from which one can get an impression of the possible applications.