Research Paper | Mathematics | Iraq | Volume 7 Issue 9, September 2018
Stability Analysis of Mathematical Model
Dr. Maysoon M. Aziz
Abstract: As was mentioned in the complex integration, it is often necessary in control theory to know if a system is stable or not. It is unstable if terms exist in the solution for the output that either increase without limit or oscillate with ever increasing amplitude. Thus terms of the form et, t2, t sin (nt), in the solution would lead to an unstable system, but those of the form e-t, sin (nt), te-2t, cos (nt) would indicate a stable system. With this problem we are going to investigate same model for investigation of this phenomena, related to stable or otherwise.
Keywords: Stability, differential equation, complex, approximation, trigonometric
Edition: Volume 7 Issue 9, September 2018,
Pages: 147 - 148
How to Cite this Article?
Dr. Maysoon M. Aziz, "Stability Analysis of Mathematical Model", International Journal of Science and Research (IJSR), https://www.ijsr.net/get_abstract.php?paper_id=ART20191033, Volume 7 Issue 9, September 2018, 147 - 148, #ijsrnet
How to Share this Article?
Similar Articles with Keyword 'Stability'
Hyers-Ulam-Rassias Stability of First Order Partial Differential Equation
Thermal Instability of Visco-Elastic Rivlin-Ericksen Nanofluid Layer under the Effect of Magnetic Field
Deepak Kapil | Sudhir Kumar Pundir | Rimple Pundir