MHD Oscillatory Flow of Jeffrey Fluid in an Indented Artery with Heat Source
Journal Title: Asian Research Journal of Mathematics - Year 2017, Vol 7, Issue 4
Abstract
In this article we studied blood flow through an indented artery and assumed blood to be Jeffrey fluid. The study investigates the influence of heat transfer on the flow profile of Jeffrey fluid in an indented artery. Also, the formulated governing equations are transformed into coupled Bessel differential equation and solved analytically. The effects of various physical parameters such as Prandtl number of blood, ,Grashof number, ,Darcy number, ,Hartmann number M, Reynold number, ,as well as the Jeffrey parameter, and a constant parameter, on the velocity profile and temperature profile. The results are discussed in detail with the graphs obtained using Mathematica version 10.3.
Authors and Affiliations
K. W. Bunonyo, C. Israel-Cookey, E. Amos
Keywords
Related Articles
- EP ID EP338496
- DOI 10.9734/ARJOM/2017/37604
- Views 75
- Downloads 0
Maximum Likelihood Estimation in Nonlinear Fractional Stochastic Volatility Model
We study the strong consistency and asymptotic normality of the maximum likelihood estimator (MLE) of a drift parameter in a stochastic volatility model when both the asset price process and the stochastic volatility are...
Generic Simplicity of a Schrödinger-type Operator on the Torus
The generic simplicity of the spectrum of a Schrödinger-type operator on the n-dimensional torus is studied using the Rayleigh-Schrödinger perturbation theory. The existence of a perturbation potential of the Laplacian i...
The Impact of Consumption on an Investor’s Strategy under Stochastic Interest Rate and Correlating Brownian Motions
In this work, we consider that an investor’s portfolio comprises of two assets- a risk-free asset driven by Ornstein-Uhlenbeck Stochastic interest rate of return model and the second asset a risky stock with a price proc...
Unconditional Integrability with Application to Ergodic Theorem
We present a straightforward introduction to the unconditional integrability in the extended sense. We state and proof useful necessary and sufficient conditions for unconditional integrability of complex or real valued...
Hypothesis Testing for Fractional Stochastic Partial Di erential Equations with Applications to Neurophysiology and Finance
The paper obtains explicit form of fine large deviation theorems for the log-likelihood ratio in testing fractional stochastic partial differential equation models using a finite number of Fourier coefficients of the sol...