Fabrication and in vivo evaluation of hydroxyapatite/carbon nanotube electrospun fibers for biomedical/dental application
The aim was to synthesize bioactive electrospun fibers for biomedical and dental application
with improved biocompatibility. In situ precipitation of nano-hydroxyapatite (nHA) was …
with improved biocompatibility. In situ precipitation of nano-hydroxyapatite (nHA) was …
[HTML][HTML] A general algorithm for the numerical evaluation of nearly singular integrals on 3D boundary element
X Qin, J Zhang, G **e, F Zhou, G Li - Journal of computational and applied …, 2011 - Elsevier
A general numerical method is proposed to compute nearly singular integrals arising in the
boundary integral equations (BIEs). The method provides a new implementation of the …
boundary integral equations (BIEs). The method provides a new implementation of the …
Analytic formulations for calculating nearly singular integrals in two-dimensional BEM
Z Niu, C Cheng, H Zhou, Z Hu - Engineering Analysis with Boundary …, 2007 - Elsevier
There exist the nearly singular integrals in the boundary integral equations when a source
point is close to an integration element but not on the element, such as the field problems …
point is close to an integration element but not on the element, such as the field problems …
An element implementation of the boundary face method for 3D potential problems
X Qin, J Zhang, G Li, X Sheng, Q Song, D Mu - Engineering analysis with …, 2010 - Elsevier
This work presents a new implementation of the boundary face method (BFM) with shape
functions from surface elements on the geometry directly like the boundary element method …
functions from surface elements on the geometry directly like the boundary element method …
An efficient scheme of calculating nearly singular integrals for the 3D BEM modeling of thin media
For engineering analysis of 3D problems, common difficulty to apply the boundary element
method (BEM) is the so called “nearly singular integrals” that arise when the object is thin or …
method (BEM) is the so called “nearly singular integrals” that arise when the object is thin or …
Thermomechanical performance of double-phase periodic and graded architected materials: Numerical and explainability analysis
The work investigates the effective thermomechanical performance of double-phase
architected materials as a function of their inner design. The effective thermal conductivity …
architected materials as a function of their inner design. The effective thermal conductivity …
A dual reciprocity boundary face method for 3D non-homogeneous elasticity problems
F Zhou, J Zhang, X Sheng, G Li - Engineering Analysis with Boundary …, 2012 - Elsevier
The boundary face method is coupled with the dual reciprocity method (DRM) to solve non-
homogeneous elasticity problems. We will analyze thin structures based on 3D solid elastic …
homogeneous elasticity problems. We will analyze thin structures based on 3D solid elastic …
Element-subdivision method for evaluation of singular integrals over narrow strip boundary elements of super thin and slender structures
XW Gao, JB Zhang, BJ Zheng, C Zhang - Engineering Analysis with …, 2016 - Elsevier
In this paper, based on the numerical investigation of singular integrals over narrow strip
boundary elements stemming from BEM analysis of thin and slender structures with different …
boundary elements stemming from BEM analysis of thin and slender structures with different …
Evaluation of nearly singular integrals in isogeometric boundary element method
Isogeometric boundary element method (IGBEM) is a new numerical method that has
received a lot of attentions in recent years. However, nearly singular integrals in the IGBEM …
received a lot of attentions in recent years. However, nearly singular integrals in the IGBEM …
Three-dimensional analysis of heat conduction in anisotropic composites with thin adhesive/interstitial media by the boundary element method
Due to extensive applications in engineering practice, analysis of heat transfer in three-
dimensional anisotropic composites has remained to be an important research topic. For the …
dimensional anisotropic composites has remained to be an important research topic. For the …