Review on the theories and applications of dynamic condensation and component mode synthesis methods in solving FEM-based structural dynamics
Y Sun, Y Lu, Z Song - Acta Mechanica Solida Sinica, 2023 - Springer
The rapid development of modern science, technology, and industrialization has promoted
the birth of more large and complex engineering structures. When the finite element (FE) …
the birth of more large and complex engineering structures. When the finite element (FE) …
Recent progress on dynamics and control of pipes conveying fluid
Y Tang, HJ Zhang, LQ Chen, Q Ding, Q Gao… - Nonlinear Dynamics, 2024 - Springer
Pipeline systems are crucial in fluid-conveying pipes across diverse engineering disciplines,
including aerospace, oil transportation, deep-sea exploration, and nuclear energy projects …
including aerospace, oil transportation, deep-sea exploration, and nuclear energy projects …
Nonlinear dynamics of energy harvesting system for cantilevered fluid-conveying pipes with stopper
C Gao, Y Tang, T Yang - Nonlinear Dynamics, 2024 - Springer
To achieve self-powered sensing when complex dynamics exist in fluid-conveying pipes, a
novel piezoelectric energy harvesting configuration of cantilevered fluid-conveying pipes …
novel piezoelectric energy harvesting configuration of cantilevered fluid-conveying pipes …
On the complex mode shapes and natural frequencies of clamped-clamped fluid-conveying pipe
In the present study, the closed-form expression for complex mode shapes of a fluid-
conveying pipe using Timoshenko beam theory is developed for the first time. By applying …
conveying pipe using Timoshenko beam theory is developed for the first time. By applying …
Data-free non-intrusive model reduction for nonlinear finite element models via spectral submanifolds
The theory of spectral submanifolds (SSMs) has emerged as a powerful tool for constructing
rigorous, low-dimensional reduced-order models (ROMs) of high-dimensional nonlinear …
rigorous, low-dimensional reduced-order models (ROMs) of high-dimensional nonlinear …
Theoretical and experimental study on dynamic characteristics of L-shaped fluid-conveying pipes
Y Guo, H Ding - Applied Mathematical Modelling, 2024 - Elsevier
In this study of fluid-conveying pipe dynamics, it is usually assumed that the shape of the
pipe is straight. This paper establishes a flow-induced vibration model of an L-shaped pipe …
pipe is straight. This paper establishes a flow-induced vibration model of an L-shaped pipe …
Nonlinear dynamics of a circular curved cantilevered pipe conveying pulsating fluid based on the geometrically exact model
R Cao, Z Guo, W Chen, H Dai, L Wang - Applied Mathematics and …, 2024 - Springer
Due to the novel applications of flexible pipes conveying fluid in the field of soft robotics and
biomedicine, the investigations on the mechanical responses of the pipes have attracted …
biomedicine, the investigations on the mechanical responses of the pipes have attracted …
Reduced-order model of geometrically nonlinear flexible structures for fluid–structure interaction applications
T Flament, JF Deü, A Placzek, M Balmaseda… - International Journal of …, 2024 - Elsevier
This paper deals with the numerical computation, via a reduced order models (ROM), of the
vibrations of geometrically nonlinear structures triggered by the aeroelastic coupling with a …
vibrations of geometrically nonlinear structures triggered by the aeroelastic coupling with a …
Parametric model reduction for a cantilevered pipe conveying fluid via parameter-dependent center and unstable manifolds
M Li, L Wang - International Journal of Non-Linear Mechanics, 2024 - Elsevier
A cantilevered pipe conveying fluid can display highly nonlinear dynamical behaviors. High-
resolution discrete models are used to accurately simulate the highly nonlinear dynamics of …
resolution discrete models are used to accurately simulate the highly nonlinear dynamics of …
Model reduction of multibody systems with large deformations via spectral submanifolds
Flexible multibody systems play a crucial role in various engineering fields. However, its
high dimensionality and strong nonlinearity, especially large deformations, make dynamic …
high dimensionality and strong nonlinearity, especially large deformations, make dynamic …