Resonance Effect in Dynamic of the Mathematical Model for Baroreceptor
A. Ali1, R. Hussain2, F. Kappel3
1Dr. Asghar Ali, Department of Mathematics, Mirpur University of Science & Technology (MUST) AJK, Pakistan.
2Dr. Rashida Hussain, Department of Mathematics, Mirpur University of Science & Technology (MUST) AJK, Pakistan.
3Prof. Dr. Franz Kappel, Institute of Mathematics and Scientific Computing University of Graz Austria.
Manuscript received on 15 January 2015 | Revised Manuscript received on 21 January 2015 | Manuscript Published on 30 January 2015 | PP: 28-30 | Volume-4 Issue-8, January 2015 | Retrieval Number: H1956014815/15©BEIESP
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© The Authors. Blue Eyes Intelligence Engineering and Sciences Publication (BEIESP). This is an open access article under the CC-BY-NC-ND license (http://creativecommons.org/licenses/by-nc-nd/4.0/)
Abstract: The best known nervous mechanism for control of arterial pressure is the baroreceptor loop. To simulate some fundamental regulation processes mathematical model is used which approximate the short-term behavior of the baroreceptor. The most important short term properties of baroreceptor in a clear mathematical model is presented in [2]. This model is applies in the dynamic features of the human system. The goal of our work is to see the resonance effect in the dynamic of the baroreceptor model presented in [2]. Keywords: –
Keywords: Baroreceptor, Mechanism, Fundamental, Mathematical model.
Scope of the Article: Mathematical model