Surfaces of congruent sections of pendulum type on cylinders with generatrix superellipses

In 1972, I.I. Kotov proposed to separate the surfaces of congruent sections into a class and include plane-and-parallel translation, revolution, carved Monge, cyclic with generatrix circle constant radius, rotative, spiroidal, helical in it. The aim research is obtain generalized parametric equations pendulum type on right cylinders translation movable rigid superellipses. Analytical geometry methods are used. Computer systems MathCad AutoCAD applied visualize surfaces. results consist derivation studied general form convenient for use computer modeling methods. technique demonstrated five examples mobile possibility using obtained surface shapes architecture, free-form shaping some technical products noted.