Kazan, Ahmet2026-06-192026-06-1920220354-98362334-7163https://doi.org/10.2298/TSCI2204029Khttps://hdl.handle.net/20.500.12899/5344In the present study, we deal with canal hypersurfaces according to extended Dar-boux frame field of second kind in Euclidean 4-space (E-4) and in this context, firstly we obtain the Gaussian, mean and principal curvatures of the canal hypersurface according to extended Darboux frame field of second kind and give some results for flatness and minimality of these hypersurfaces in E-4. Also, we give some results for Weingarten canal hypersurfaces according to extended Darboux frame field of second kind in E-4 and finally, we construct an example.eninfo:eu-repo/semantics/openAccessCanal HypersurfaceExtended Darboux Frame Field Of Second KindTubular HypersurfaceArticle10.2298/TSCI2204029K264302930412-s2.0-85135036593Q3WOS:000833183200019Q4