Abstract
This paper describes one method for modeling the rope of cyclical helical surfaces as surfaces of technical practice. The cyclical helical surfaces are generated by continuous movement of the circle together with the moving trihedron of the helix along this helix. The rope is composed of equal sets of cyclical surfaces in two layers. In this paper there is described the creation of straight and helical rope and vector functions of the surfaces in the rope are derived. The author visualizes the resulting surfaces in the rope obtained by its parametric approach in the MAPLE program.