Daniel Huczala, Severinas Zube
This paper focuses on geometric methods for generating rational motions used in the design of single-loop rational linkages, 1-degree-of-freedom mechanisms that can execute prescribed spatial tasks. Building on established rational motion synthesis methods, we introduce a new interpolation scheme for seven 3D points based on cubic quaternionic Bézier curves. The resulting motion admits factorization, i.e. the synthesis of a spatial six-bar mechanism whose tool frame passes the specified seven points. To support engineering practice, we provide open-source CAD tools that implement also the other methods and provide fast visual evaluation of motion generation and mechanism synthesis.
@article{73d1d3d8-b4fa-4a23-8210-630e6e151142,
title={2026 Huczala CAD Rational Motions Mechanism Synthesis},
author={Daniel Huczala and Severinas Zube},
year={2026},
language={en}
}TY - JOUR TI - 2026 Huczala CAD Rational Motions Mechanism Synthesis AU - Daniel Huczala AU - Severinas Zube PY - 2026 LA - en ER -
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