Meet the editor

Mahboub Baccouch is a professor in the Mathematics Department, University of Nebraska at Omaha (UNO). He received his Ph.D. in Mathematics from Virginia Tech in 2008. He joined UNO in 2008 as a tenure-track assistant professor. He was promoted to associate professor with tenure in 2014. In 2019, he was promoted to full professor. In 2017, he received the College of Arts and Sciences Excellence in Research Award. His research

interest is computational mathematics and he actively investigates topics related to numerical methods for deterministic and stochastic differential equations using high-order methods including finite element and discontinuous Galerkin methods. He is also studying numerical solutions to many mathematical problems with broader applications.

Contents

*by Mahboub Baccouch*

*by Tu Anh Do*

on Cell Migration *by Jieling Zhao*

Transport Analysis

*by Chad Pope and Edward Lum*

and Magnetodynamic Problems

*by Dang Quoc Vuong and Bui Minh Dinh*

*by Suresh Babu Baluguri and G. Srinivas*

**Preface XI**

**Chapter 1 1**

**Chapter 2 43**

**Chapter 3 63**

**Chapter 4 93**

**Chapter 5 109**

**Chapter 6 131**

**Chapter 7 149**

**Chapter 8 169**

A Brief Summary of the Finite Element Method for Differential Equations

Fluid Structure Interaction Study of Stenosed Carotid Artery Considering the Effects of Blood Pressure and Altered Gravity

*by S.M. Abdul Khader, Nitesh Kumar and Raghuvir Pai*

The Finite Element Method Applied to the Magnetostatic

A Combination of Finite Difference and Finite Element Methods for Temperature and Stress Predictions of Early-Age Concrete Members

A Dynamic Finite Element Cellular Model and Its Application

Finite Element Analysis and Its Applications in Dentistry

*by Vinod Bandela and Saraswathi Kanaparthi*

Convective Heat and Mass Transfer of Two Fluids in a Vertical Channel

Nuclear Reactor Thermal Expansion Reactivity Effect Determination Using Finite Element Analysis Coupled with Monte Carlo Neutron
