Polynomial Solutions of Bloch NMR Flow Equations for Classical and Quantum Mechanical Analysis of Fluid Flow in Porous Media
 /  Polynomial Solutions of Bloch NMR Flow Equations for Classical and Quantum Mechanical Analysis of Fluid Flow in Porous Media

Polynomial Solutions of Bloch NMR Flow Equations for Classical and Quantum Mechanical Analysis of Fluid Flow in Porous Media


O.B. Awojoyogbe, M. Dada, O.P. Faromika, Olufemi Folorunsho Moses and I. A. Fuwape

ABSTRACT

In many NMR experiments it is noticed that liquids confined in porous materials exhibit properties that are different from those of the bulk fluid. Determining the relationship between macroscopic properties and the microscopic structure of porous materials and their components has been difficult. Despite decades of study, researchers’ understanding is generally limited to empirical correlations based on laboratory measurements. Only recently have researchers been able to calculate a few of the macroscopic physical properties of rocks from first principles. In this contribution, we have presented polynomial solutions of the Bloch NMR flow equations for classical and quantum mechanical analysis of porous media applicable in oil and gas industry.y. The behavior of the ionosphere during these storm and quiet periods for the seasons of the year are discussed based on the results obtained from the chaotic antifiers.

Journal Article
PDF, 137.2 KB
Creative Commons LicenseCreative Commons license
Physical Sciences
Physics
Bloch NMR flow equations, Porous media, Quantum mechanics, Hermite polynomials, Porosity, Permeability and Poromechanics
Christian Bassey
17th April, 2018
17th April, 2018
http://oer.mciu.edu.ng/wp-content/uploads/2015/04/54-vc-XXXX.pdf


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