Porous Structure Design in Tissue Engineering Using Anisotropic Radial Basis Function

12/06/2016
by   Ke Liu, et al.
0

Development of additive manufacturing in last decade greatly improves tissue engineering. During the manufacturing of porous scaffold, simplified but functionally equivalent models are getting focused for practically reasons. Scaffolds can be classified into regular porous scaffolds and irregular porous scaffolds. Several methodologies are developed to design these scaffolds. A novel method is proposed in this paper using anisotropic radial basis function (ARBF) interpolation. This is method uses geometric models such as volumetric meshes as input and proves to be flexible because geometric models are able to capture the characteristics of complex tissues easily. Moreover, this method is straightforward and easy to implement.

READ FULL TEXT

page 10

page 11

page 12

page 13

page 14

research
04/18/2018

A New Radial Basis Function Approximation with Reproduction

Approximation of scattered geometric data is often a task in many engine...
research
04/10/2018

Curvilinear Mesh Adaptation using Radial Basis Function Interpolation and Smoothing

We present a new iterative technique based on radial basis function (RBF...
research
01/03/2018

Radial basis function collocation method for decoupled fractional Laplacian wave equations

Decoupled fractional Laplacian wave equation can describe the seismic wa...
research
06/20/2018

Radial Basis Function Approximations: Comparison and Applications

Approximation of scattered data is often a task in many engineering prob...
research
07/08/2018

RBF-LOI: Augmenting Radial Basis Functions (RBFs) with Least Orthogonal Interpolation (LOI) for Solving PDEs on Surfaces

We present a new method for the solution of PDEs on manifolds M⊂R^d of c...
research
08/29/2022

Radial Prediction Domain Adaption Classifier for the MIDOG 2022 challenge

In this paper, we describe our contribution to the MIDOG 2022 challenge ...
research
06/07/2021

General theory of interpolation error estimates on anisotropic meshes, part II

We present a general theory of interpolation error estimates for smooth ...

Please sign up or login with your details

Forgot password? Click here to reset