EST

Call for paper
April Edition 2017

International Journal of Applied Information Systems solicits high quality original research papers for the
March 15, 2017
April 2017 Edition of the journal.
The last date of research paper submission is
March 15, 2017
SUBMIT YOUR PAPER

Number 8

Development of a Bi-directed Routing Model for Mobile Agents in Distributed Systems

journal image
 Download
616
  • Sejal Dx92mello and Zahir Aalam and B. K. Mishra 2015. Development of a Bi-directed Routing Model for Mobile Agents in Distributed Systems. IJAIS Proceedings on International Conference and Workshop on Communication, Computing and Virtualization. ICWCCV 2015, 3 (September 2015), 44-48. DOI=http://dx.doi.org/10.5120/ijais451399
  • @article{10.5120/ijais2017451568,
    author = {Sejal Dx92mello and Zahir Aalam and B. K. Mishra},
    title = {Development of a Bi-directed Routing Model for Mobile Agents in Distributed Systems},
    journal = {IJAIS Proceedings on International Conference and Workshop on Communication, Computing and Virtualization},
    issue_date = {September 2015},
    volume = {ICWCCV 2015},
    number = {},
    month = {September},
    year = {2015},
    issn = {},
    pages = {44-48},
    numpages = {},
    url = {/archives/volumeICWCCV 2015/number3/827-827-2015451449},
    doi = { 10.5120/icwccv1582},
    publisher = { xA9 2015 by IJAIS Journal},
    address = {}
    }
    
  • %1 451399
    %A Sejal D'mello
    %A Zahir Aalam
    %A B.  K.  Mishra
    %T Development of a Bi-directed Routing Model for Mobile Agents in Distributed Systems
    %J IJAIS Proceedings on International Conference and Workshop on Communication, Computing and Virtualization
    %@ 
    %V ICWCCV 2015
    %N 
    %P 44-48
    %D 2015
    %I  xA9 2015 by IJAIS Journal
    

Abstract

The similarity solution of unsteady, incompressible MHD thermal boundary layer flow in natural convection has been investigated using group-theoretic transformations. Two parameter group transformations is applied for simultaneous elimination of more than one independent variable. Consequently the system of governing highly non-linear partial differential equations with auxiliary conditions reduces to a non-linear ordinary differential equation with appropriate auxiliary conditions. Effects of all emerging physical parameters are demonstrated with the help of graphs for both velocity and temperature distribution. The numerical solution is derived systematically in dimensionless form as an application of engineering with MATLAB.

References

    Keywords

    Chinese Postman Problem, Bi-directed Chinese Postman Problem

    Index Terms

    Computer Science
    Information Sciences