Description
An alternative approach for modeling vibrations of fluid conveying pipes is presented. This approach applies the Lagrange equations in a form capable of treating non-material volumes with a flow of mass through the boundary. In order to derive equations of motion eligible for modeling large deformations of the pipe, the Bernoulli-Euler beam theory is formulated in the context of the Lagrangian description of continuum mechanics. Based on the additional assumption that the axis of the pipe is inextensible, a further reduction of the dimension of the system is obtained. The resulting nonlinear equations of motion are studied numerically using the time-integration code HOTINT in addition to a numerical stability analysis applying XPPAUT.Period | 01 Sept 2006 |
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Event title | 6th European Solid Mechanics Conference ESMC 2006 |
Event type | Conference |
Location | HungaryShow on map |
Fields of science
- 103035 Theoretical mechanics
Related content
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Projects
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K+: Linz Center of Competence in Mechatronics (LCM)- Projekt 4.4: Combination of Symbolic and Numerical Computations in the Dynamics and Control of Machines (MBD-Analysis, FEComputations and MATLAB/SIMULINK Computations)
Project: Funded research › Federal / regional / local authorities