Title page for ETD etd-09082012-040513


Type of Document Master's Thesis
Author Joshi, Nandan
URN etd-09082012-040513
Title Mobility analysis of variable geometry trusses
Degree Master of Science
Department Mechanical Engineering
Advisory Committee
Advisor Name Title
Reinholtz, Charles F. Committee Chair
Myklebust, Arvid Committee Member
Robertshaw, Harry H. Committee Member
Keywords
  • Trusses
Date of Defense 1988-02-05
Availability restricted
Abstract

Parallel manipulators are being thought of as a solution to many problems involving control and manipulation. They offer significant advantages over serial manipulators in terms of increased strength and rigidity. Variable geometry trusses (VGTs) are a special class of parallel trusses.

Literature on VGTs has covered many interesting problems, yet there has been no conscious effort to formulate a definition for a VGT. The major emphasis of this thesis is developing a set of precise kinematic rules for defining and analyzing VGTs. Traditional mobility criteria, when applied to parallel geometries, predict results which are often confusing and sometimes inaccurate. Based on the set of rules developed, mobility equations are derived for planar and spatial VGTs. The equations are tested on a sufficiently large number of VGT configurations to convince the author about the validity of the set of rules and the equations derived. Using the mobility equations, different candidate geometries can be analyzed and compared. In addition, the equations can be used in the type and number synthesis of VGTs.

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