http://www.technology.eurekajournals.com/index.php/IJATATM/issue/feed 2020-10-08T08:04:46+00:00 Eureka Journals admin@eurekajournals.com Open Journal Systems <p style="text-align: justify;">International Journal of Advanced Trends in Automotive Technology &amp; Management (IJATATM) is a bi-annually published, rapidly reviewed, scholarly open access International Journal. Articles published in this journal include high quality research, surveys, review proposals, informative letters, short communications, case studies in the field of Automotive Technology &amp; Management. The Journal is not exclusive to engineering articles, instead articles of interdisciplinary nature and professional interests are most warmly welcomed. The Editorial Committee welcomes new ideas and innovations to maintain high citation and quality of publication. The journal's aim is to publish improvements and continuous developments in broad field of scientific knowledge base and its impact on today's Automotive Technology &amp; Management domain.</p> http://www.technology.eurekajournals.com/index.php/IJATATM/article/view/558 2020-08-05T15:54:24+00:00 Viroj Wiwanitkit wviroj@yahoo.com

<p>COVID-19 is a grave public health problem at present. The disease already exists worldwide and is a huge global problem. It is very contagious and has become a big global consideration. It is possible for a person to be infected with this disease while traveling. There are many reports that prove that this disease can spread from one patient to another while they are traveling in an automobile. In this short article, the author discusses the automobile technology issues during COVID-19 pandemic.</p>

http://www.technology.eurekajournals.com/index.php/IJATATM/article/view/570 2020-10-08T08:04:46+00:00 Nurun Nesha editor@eurekajournals.com

<p>The paper is used to establish precise solutions for non-linear time-fractions, using the latest fractional derivative and direct algebraic approach. The sub-equation approach is introduced in the paper to find exact solutions of non-linear, fractional PDEs. In this scenario, the fractional differential transform approach was used to simplify the fractional PDE of the non-linear system to an ordinary differential equation. From these three families were obtained mostly with the help of conceptual equations with a precise empirical solution. The results show the presented approach to obtain approximation solutions of non-linear fractional PDEs is very successful and easy to implement.</p>