A note on surfaces with constant angle intersection in Riemannian manifolds

We study ruled surfaces that intersect with constant angle a surface M in a Riemannian manifold \(\bar{M}^3\) ${\overline{M}}^3$ , thus extending some results recently given in (Meléndez and Rodríguez-Romero in Differ Geom Appl 91:102063, 2023). We also deal with normal and tangent submanifolds of arbitrary dimension, giving some properties about them.