Cinque Terre



Hayat Adel Ali
Applied Science Department
Assistant professor

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member of mathematics and computer application branch staff


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• Ph.D in Philosophy in mathematics, Baghdad University, Iraq M.Sc in Applied Mathematics from University of Technology, Iraq 2007. B.Sc in applied mathematics from university of Technology, Iraq 2001


numerical analysis, fluid mechanics, differential equation


WEX-HIL: Design of a Wireless Extensible hardware-in-the-loop real-time simulator for electric vehicle applications 
YK Jung, F Mak, F Qingele, I Alzahid 
2016 IEEE Frontiers in Education Conference (FIE), 1-9

Design of a Real-time Simulator Capable of Hardware-in-the-loop Simulation for an Automated Collision Prevention (ACoP) System for an Autonomous Electrical Vehicle 
1- Influence of Magnetic Field on Peristaltic Transport for Eyring- Powell Fluid in A Symmetric Channel During A Porous Medium, 2017 2- A New Modified Laguerre Collocation Method for Solving Three- Point Boundary Value Problems, 2015 3- Laguerre - Galerkin's method for solving Second kind-Fuzzy Fredholm Integral Equation, 2014 4- New Rational Techniques for Solving Differential–Difference Equations, 2013 5-Legendre wavelet method for solving boundary value problems, 2012 6-Approximate solution for linear time-delayed improper integral equation using orthogonal polynomials, 2011 7- least squares method for solving integral equations with multiple time lags, 2010 8- Improved High order Euler Method for Numerical Solution of Initial value Time- Lag Differential Equations, Iraqi Journal of Science, 2018, Vol. 59, No.1B, pp: 383-388. 9- The Peristaltic Transport of MHD Powell - Eyring Fluid through Porous Medium in a Symmetric Channel with Slip Condition , International Journal of Science and Research (IJSR) ISSN (Online): 2319-7064, (2016). 10- Analysis of Heat Transfer on peristaltic transport of Powell-Eyring fluid in an inclined tapered symmetric channel with Hall and Ohm's heating influences , Journal of Qadisiyah for computer science and mathematics, vol.10, no.2,2018. 11- The peristaltic Transport of MHD Eyring- Powell Fluid through Porous Medium in a Three Dimensional Rectangular Duct, International journal of pure and applied mathematics,Vol.119,no.18,2018


numerical analysis, general mathematics, integral equation