Quantitative Study of Time Dilation

  IJMTT-book-cover
 
International Journal of Mathematics Trends and Technology (IJMTT)
 
© 2021 by IJMTT Journal
Volume-67 Issue-2
Year of Publication : 2021
Authors : Vaishnavi Chaudhari
  10.14445/22315373/IJMTT-V67I2P501

MLA

MLA Style: Vaishnavi Chaudhari  "Quantitative Study of Time Dilation" International Journal of Mathematics Trends and Technology 67.2 (2021):1-6. 

APA Style: Vaishnavi Chaudhari(2021). Quantitative Study of Time Dilation International Journal of Mathematics Trends and Technology, 1-6.

Abstract
This paper demonstrates one among the fundamental consequences of special relativity theory particularly, the time dilation property. The scientific conceptualization and mathematics of time dilation explain in broader sense. Mathematical derivation of time dilation derives using Lorentz transformations. Time dilation encompasses the age-old mystery of life within the space (Twin Paradox) and the time constraints that they follow that ought to with the time standards followed by our universe. Einstein proposed the idea of time dilation in 1905. With his concept of time, this paper also discussed the facts behind time travel or if it is possible in future and explode the mathematics of time!

Reference

[1] Einstein’s Theory of Special Relativity Made Relatively Simple, by Christopher P. Benton, PhD
[2] Ø. Grøn. “The twin paradox in the theory of relativity, Eur. J. Phys. 27(2006) 885-889.
[3] Eriksen and Ø. Grøn. “Relativistic dynamics in uniformly accelerated reference frames with application to the clock paradox”, Eur. J. Phys. 39(1990) 39-44.
[4] Cheng, John (2012). Astounding Wonder: Imagining Science and Science Fiction in Interwar America(illustrated ed.). University of Pennsylvania Press.180.
[5] Kowalczyński, Jerzy., Critical comments on the discussion about tachyonic causal paradoxes and on the concept of superluminal reference frame. International Journal of Theoretical Physics. Springer Science+Business Media. 23(1) 27–60.
[6] Jarrell, Mark.,The Special Theory of Relativity, (PDF)., Archived from the original (PDF) on September 13(2006) 7–11. Retrieved October 27, (2006).
[7] Thorne, Kip S. (1994). Black Holes and Time Warps. W. W. Norton. ISBN 978-0-393-31276-8.
[8] Dhananjay Shantaram Janorkar ‘Mathematics (Geometrical) Method of Determination of the New Formula of Speed of Light (Relative Speed), E=Mm² which means Energy = Mass x (Speed of Mass)²’ SSRG International Journal of Applied Physics (SSRG-IJAP) –7(1)(2020).

Keywords : Time dilation, special relativity, Lorentz transformation, time travel, mathematical derivation