IJSTR

International Journal of Scientific & Technology Research

Home About Us Scope Editorial Board Blog/Latest News Contact Us
0.2
2019CiteScore
 
10th percentile
Powered by  Scopus
Scopus coverage:
Nov 2018 to May 2020

CALL FOR PAPERS
AUTHORS
DOWNLOADS
CONTACT

IJSTR >> Volume 8 - Issue 8, August 2019 Edition



International Journal of Scientific & Technology Research  
International Journal of Scientific & Technology Research

Website: http://www.ijstr.org

ISSN 2277-8616



Numerical Modelling And Solution Of Microstrip Antenna By Using Caupto Time Fraction RDT Method

[Full Text]

 

AUTHOR(S)

R. K. Chaurasia, Ranjan Mishra, Raj Gaurav Mishra, Deepak Kumar, Amit Kumar Shrivastava

 

KEYWORDS

FRTDM, Telegraph Equation, Microstrip Antenna, Exact Solution, Caupta method, Transmission Line, Impedance Matching.

 

ABSTRACT

A mathematical model for the second-order one-dimensional time fractional differential equation for a microstrip line feed microstrip antenna is presented in this paper. Along with it, a mathematical equation is presented that is solved by caupto time fractional reduced differential transformation methodology (RDTM). The fractional derivative has shown in Caupto sense. The fractional reduced differential transform method (FRDTM) is a very modern and effective method to find an approximate solution of a partial differential and differential equation. The FRDTM method comes to be a useful mathematical tool for resolving problems arising in electrical circuits, microwave, RF field, communication systems, and science and technology fields. Two numerical examples has solved also here to check the validity and effectiveness of FRDTM method.

 

REFERENCES

[1] R. Garg, P. Bhartia, I. Bahl and A. Ittipiboon, “Microstrip Antenna Design Handbook”, Artech House, 2001.
[2] R. Mishra, “An Overview of Microstrip Antenna”, HCTL Open International Journal of Technology Innovations and Research (IJTIR), vol.21, pp.2-4, August 2016.
[3] R. Mishra, J. Jayasinghe, R. G. Mishra, P. Kuchhal, “Design and Performance Analysis of a Rectangular Microstrip Line Feed Ultra-Wide Band Antenna”, International Journal of Signal Processing, Image Processing and Pattern Recognition, Vol.9, No.6, pp.419-426, 2016.
[4] RK Chaurasia, Dr Vishal mathur Enhancement of bandwidth for square of micro strip antenna by partial ground and feedline technique- Asia Pacific Journal of Engineering Science and Technology Volume -3.Issue 1 March 2017, Pages 49–53.
[5] Y. Keskin, G. Oturanc, Reduced differential transform method for solving linear and non-linear wave equations, Iranian Journal of Science and Tech.: Transaction A, 34(2), 2010, 113- 122.
[6] Keskin, Y. and Oturanc, G., 2009, Reduced differential transform method for partial differential equations, Int. J. Nonlinear Sci. Numer. Simul. 10 (6), 741-749.
[7] P. M. Jordan, A. Puri, “Digital signal propagation in dispersive media”, Journal of Applied Physics, vol 85, no 3, pp- 1273-1282, 1999.
[8] R. K. Chaurasia, Vishal Mathur, R L Pareekh, M Tamsir, Vineet Srivastava “A computational modelling of micro strip patch antenna and its solution by RDTM” Volume 57, Issue 3, Pages 1877-1881 in Alexerdria Engineering Journal Elsevier 2018
[9] R. K. Chaurasia, Vineet K. Srivastava, Mukesh K. Awasthi, and M. Tamsir” The Telegraph Equation and Its Solution by Reduced Differential Transform Method”, International journal of Modelling and Simulation in Engineering ,Volume 2013, page 1-6, Hindawi Publishing Corporation, Oct 2013
[10] M. Caputo and F. Mainardi, “Linear models of dissipation in anelastic solids,” Rivista del Nuovo Cimento 1, 161, 1971.
[11] Dehaghan and A. Ghesmati, “Solution of the second-order one-dimensional hyperbolic telegraph equation by using the dual reciprocity boundary integral equation (DRBIE) method,” Eng. Anal. Bound. Elements, vol 34, no 51, 2010.
[12] R. Abazari, M. Ganji, Extended two-dimensional DTM and its application on nonlinear PDEs with proportional delay, International Journal of Computational Mathematics, vol 88, no 8, pp 1749-1762, 2011.