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DESIGN OF STEPHENSON-I TYPE OF SIX-BAR MECHANISM USING BURMESTER CURVES AND INVERSION METHOD
| Content Provider | CiteSeerX |
|---|---|
| Author | Bujar, Sc. Pira, I. Kastriot, Sc. Buza, A. Gojani, Ismajl S. Arbnor, Sc. Pajaziti, X. Anxhaku, Dr. Agim |
| Abstract | A lot has been done so far in the use of Burmester curves in designing four-bar mechanisms that prescribe three and four positions but not so much for five positions and even more in design of six-bar mechanisms prescribing four and five positions. This paper briefly describes a way to utilize Burmester curves in design of Stephenson-I type of six-bar planar mechanism prescribing five precision points. This will be achieved via combining inversion method with Burmester theory (a graphical theory combined with a numerical one) all in an analytical/numerical way. Since the Stephenson-I six-bar mechanism consists of a main four-bar and a dyad, first we’ll invert/transform the mechanism in to two four bar mechanisms (where the output of the first four-bar is the input of the second four-bar). Furthermore, in this paper we would like to present an application of this combination of theories and design methods in the design of Stephenson-I type of a six-bar planar mechanism that prescribes five positions. |
| File Format | |
| Access Restriction | Open |
| Subject Keyword | Stephenson-i Type Six-bar Planar Mechanism Burmester Curve Precision Point Stephenson-i Six-bar Mechanism Inversion Method Burmester Theory Bar Mechanism Six-bar Mechanism Design Method Four-bar Mechanism First Four-bar Graphical Theory Analytical Numerical Way Main Four-bar Paper Briefly Second Four-bar |
| Content Type | Text |
| Resource Type | Article |
