©2023-2035 All Rights Reserved. Online
Journal of Veterinary Research . You may not store
these pages in any form except for your own personal use. All other usage or distribution
is illegal under international copyright treaties. Permission to use any of
these pages in any other way besides the
before mentioned
must be gained in writing from the publisher. This article is exclusively
copyrighted in its entirety to OJVR.This article may be copied once
but may not be, reproduced or re-transmitted without the express permission of
the editors. This journal satisfies the refereeing
requirements (DEST) for the Higher Education Research Data Collection
(Australia). Linking:To link to this
page or any pages linking to this page you must link directly to this page only
here rather than put up your own page.
OJVRTM
Online Journal of
Veterinary Research ©
(Including Medical and Laboratory
Research)
Established 1994
ISSN 1328-925X
Volume
28 (1): 6-18, 2024.
In silico
calcium distribution in oocytes.
Parvaiz
Ahmad Naik and Kamal Raj Pardasani.
Department of Mathematics, Maulana
Azad National Institute of Technology, Bhopal, India.
ABSTRACT
Ahmad Naik
P, Pardasani KR., Finite element model of calcium
distribution in oocytes for one
dimensional unsteady state case, Onl J Vet Res.,
28 (1): 6-18, 2024.
Ca2+ is the second messenger responsible for oocyte maturation. The
mechanisms involved in calcium dynamics of oocyte maturation are poorly
understood. We report In silico model to determine
intracellular calcium concentration in circular shaped oocyte. Buffers, influx
and diffusion coefficient parameters were included and initial boundary
conditions framed. Finite element resolved initial boundary value problems so
that effect of buffers, influx and diffusion coefficient on calcium levels in
oocyte could be determined.
Keywords: Finite
Element Method, MATLAB, Buffers, Diffusion Coefficient, Reaction, Diffusion
Equations.
FULL-TEXT (SUBSCRIBE OR PURCHASE TITLE