Abstract
A class of nets is studied which are statically indeterminate and may possess a unique configuration despite their high degree of kinematic indeterminacy. The intricately interrelated statical and geometric properties of such nets are revealed and investigated on the basis of closed-form solutions obtained for several main types of axisymmetric nets. A special emphasis is placed on the important case of torque-free nets. Together with a previously published paper [8] this study constitutes a compendium of results for axisymmetric static nets.
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