Identification of grouting compactness in bridge bellows based on the BP neural network
H Liu, J Liu, Y Wang, Y **a, Z Guo - Structures, 2021 - Elsevier
Prestressed concrete beams are widely used in bridge engineering due to their long span,
lightweight, and good integrity. However, the grouting quality in the bellows of the beams will …
lightweight, and good integrity. However, the grouting quality in the bellows of the beams will …
Construction of wavelet-based elements for static and stability analysis of elastic problems
Y Zhong, J **ang - Acta Mechanica Solida Sinica, 2011 - Elsevier
Two kinds of wavelet-based elements have been constructed to analyze the stability of
plates and shells and the static displacement of 3D elastic problems. The scaling functions …
plates and shells and the static displacement of 3D elastic problems. The scaling functions …
Numerical solution to time-dependent 4D inviscid Burgers' equations
EJ Kansa, J Geiser - Engineering Analysis with Boundary Elements, 2013 - Elsevier
Many important problems in physics, quantum chemistry, biology, economics, etc., are
expressed as multi-dimensional (MD) partial differential equations (PDEs) that are difficult to …
expressed as multi-dimensional (MD) partial differential equations (PDEs) that are difficult to …
[PDF][PDF] Multiple damage detection method for beams based on multi-scale elements using Hermite cubic spline wavelet
The importance of damage detection in structures has been widely recognized in
mechanical and civil engineering. A new method is proposed to detect multiple damages …
mechanical and civil engineering. A new method is proposed to detect multiple damages …
Moving-boundary problems solved by adaptive radial basis functions
The objective of this paper is to present an alternative approach to the conventional level set
methods for solving two-dimensional moving-boundary problems known as the passive …
methods for solving two-dimensional moving-boundary problems known as the passive …
[PDF][PDF] Atomic exponential basis function Eup (x, ω)-Development and application
This paper presents exponential Atomic Basis Functions (ABF), which are called Eup (x, ω).
These functions are infinitely differentiable finite functions that unlike algebraic up (x) basis …
These functions are infinitely differentiable finite functions that unlike algebraic up (x) basis …
Radial basis functions
The traditional basis functions in numerical PDEs are mostly coordinate functions, such as
polynomial and trigonometric functions, which are computationally expensive in dealing with …
polynomial and trigonometric functions, which are computationally expensive in dealing with …
Solving moving-boundary problems with the wavelet adaptive radial basis functions method
Moving boundaries are associated with the time-dependent problems where the momentary
position of boundaries needs to be determined as a function of time. The level set method …
position of boundaries needs to be determined as a function of time. The level set method …