🎬Visualizing the Curl of Dual Bases in Curvilinear Coordinates

This animation demonstrates how the curl behaves in cylindrical (polar) and spherical coordinate systems through visual comparison. The visualization bridges analytic expressions of curls in curvilinear coordinates with their geometric interpretations—clarifying how differential geometry encodes rotation and basis deformation across coordinate systems.

Curl of the Dual Basis in Cylindrical and Spherical Coordinates | Proof and Derivationviadean on Notion