“…Based on this mechanical characteristic of CDPRs, there are many factors, including geometric parameters [13], modular configurations [14], and tensions of cables [15], which can affect system performances. Gao et al [16] proposed a novel tension distribution algorithm for cable-driven parallel robots, and the algorithm can calculate the tension feasible region and efficiently optimize the tension distribution. Based on driving force transmission indexes and geometrical constraints, Zhang et al [17] constituted multi-objective functions to effectively optimize the singularity, power, interference, and motion range of the parallel mechanism for hip rehabilitation.…”