CONTRIBUTION TO THE STUDY OF THE VIBRATORY CONVEYOR WITH AN ELASTIC BASE

Nicolae URSU-FISCHER, Andrea VASS, Ioana Alexandra MUSCĂ

Abstract


In this paper is studied a vibratory conveyor that is placed on an elastic base. Using the Lagrange equation method it was determined the system that needs to be solved to obtain graphical representation for the generalized coordinates determining the position of the mechanical system elements. Developing a C program in which is used the Runge –Kutta and Gauss methods were obtained the numerical results of these coordinates.

Key words: lamellar spring, linear vibratory conveyor, vibration, elastic base, C program.

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References


Buzdugan, G., Fetcu Lucia, Rades, M., Vibraţiile sistemelor mecanice, Bucureşti, Editura Academiei, 1975, 572 pp.

Frei, P., Theory, Design and Implementation of a Novel Vibratory Conveyors, Swiss Federal Institute of Technology ETH Zurich, Phd, 2002, 173pp.

Лавендел, Э. Э., Вибрации в технике. Вибрационные процессы и машины, том 3, Машиностроение, Москва, 1981, 512 стр.

Munteanu, M. - Introducerea in dinamica masinilor vibratoare, Editura Academiei Române, Bucuresti, 1986, 319 pg.

Press, W.H.a.o., Numerical recipes in C. The art of scientific programming, Cambridge University Press, 1994, 735pp.

Ursu-Fischer, N., Vibraţiile sistemelor mecanice. Teorie şi aplicaţii, Cluj-Napoca, Casa Cărţii de Ştiinţă, 1998, 452 pg.

Ursu-Fischer, N., Ursu, M., Programare cu C în inginerie, Cluj-Napoca, Casa Cărţii de Ştiinţă, 2001, 405 pg.

Ursu-Fischer, N., Ursu, M., Metode numerice in tehnica si programe în C/C++, vol I, Casa Cărţii de Ştiinţă, Cluj-Napoca, 2000, 282 pp.

Vâlcovici, V., Bălan, Str., Voinea, R. – Mecanică teoretică, Editura Tehnică, Bucureşti, 1963, 1007 pg.


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