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Kinematic and Dynamic Analysis of Spatial Six Degree of Freedom ...

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ABSTRACT<br />

This thesis covers a study on kinematic <strong>and</strong> dynamic analysis <strong>of</strong> a new type <strong>of</strong> spatial<br />

six degree <strong>of</strong> freedom parallel manipulator. The background for structural synthesis <strong>of</strong> parallel<br />

manipulators is also given. The structure <strong>of</strong> the said manipulator is especially designed to<br />

cover a larger workspace then well-known Stewart Platform <strong>and</strong> its derivates. The main point<br />

<strong>of</strong> interest for this manipulator is its hybrid actuating system, consisting <strong>of</strong> three revolute <strong>and</strong><br />

three linear actuators.<br />

<strong>Kinematic</strong> analysis comprises forward <strong>and</strong> inverse displacement analysis. Screw<br />

Theory <strong>and</strong> geometric constraint considerations were the main tools used. While it was<br />

possible to derive a closed-form solution for the inverse displacement analysis, a numerical<br />

approach was used to solve the problem <strong>of</strong> forward displacement analysis. Based on the<br />

results <strong>of</strong> the kinematic analysis, a rough workspace study <strong>of</strong> the manipulator is also<br />

accomplished. On the dynamics part, attention has been given on inverse dynamics problem<br />

using Lagrange-Euler approach.<br />

Both high <strong>and</strong> lower level s<strong>of</strong>tware were heavily utilized. Also computer s<strong>of</strong>tware<br />

called ‘CASSoM’ <strong>and</strong> ‘iMIDAS’ are developed to be used for structural synthesis <strong>and</strong> inverse<br />

displacement analysis. The major contribution <strong>of</strong> the study to the scientific community is the<br />

proposal <strong>of</strong> a new type <strong>of</strong> parallel manipulator, which has to be studied extensively regarding<br />

its other interesting properties.<br />

ii

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