Structura mecanismului |
| Funcţie |
the lengths of the elements of the mechanism satisfy those conditions : BD = CE and BC=DE. BDEC is a parallelogram. If you draw from a point A with Aa an arbitrary radius, the points G and F on the axes of the elements 2 and 4 describe similar paths, the similarity coefficient k is: k = AD / AB. |
| Comment |
Authors : COCHET Pierre from I Artobolevski model
Modified by : Miguel PEREZ BORRAJO
IFMA (French Institute for Advanced Mechanics) - http://www.ifma.fr
Clermont-Ferrand, FRANCE
This model is based on a mechanism described by Artobolevskij under number 1510.
The mechanism is shown here.
The model and all attached items were made within this context. |
| Dimensiunea mecanismului |
plan |
| Numărul de elemente |
6 |
| mişcarea de antrenare |
Orientare |
| Grad de libertate |
1 |
| Numǎrul elementelor de intrare |
1 |
| Numǎrul tacheţilor |
4 |
| Posibilitatea unei rotaţii complete |
nu |
| Posibilitatea unei relaţii complete a elementului de intrare |
da |
| Poziţia relativǎ dintre intrare şi ieşire |
intersecţie ortogonalǎ |
| |
Aplicaţie |
| Domeniul de aplicaţie |
Various fields |
| Exemple de aplicare |
Machine element. |
| |
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