Great scientist Newton told us that Time is absolute and uniformly ticks throughout the universe. But Einstein disagreed with Newton and gave us a revolutionary idea that “time is relative.” He gave us the famous theory of relativity, which is now the basis of modern physics. But there is some paradox that arose with this theory due to time dilation; one of them is the twin paradox.
However, we have many explanations for these paradoxes, but the question is how does Time appear? Faster or slower. The answer lies in the fact that the universe has more than four dimensions, and Time which we assume to have a single size, is made up of more than two dimensions, and that’s the actual reason why we find sometimes it moves faster while sometimes it moves slower. Just as justify goes through every possible size and appears weak in three or four dimensions, and that’s precisely the case with Time; we can relate its faster and slower speed at different places of the universe with Time’s multidimensional nature. Let’s learn more in this article about the Dimension of Time.
What is Multidimensional Time?
Multidimensional Time means the possibility of more than one dimension of Time. The concept of multifaceted Time has occasionally been discussed in physics, philosophy, folklore, and fantasy literature. However, the simplest explanation has been explained by Ankit Thapliyal from HNBGU, Dehradun, which we have discussed below.
Let’s first think about gravitational force. It is supposed to be the weakest force in all known details till now, but that’s only in three or four dimensions. Scientists think there may be more than three or four dimensions, but we can’t observe them directly due to our observation limit. AccordiSo according to the current theory, the gravitational force is the force that can go through all possible dimensions, and that’s why it appears weak in our three or four sizes.
Because we observe it in only three dimensions and not in all sizes, it appears weak, but that is not the truth; it is weak in three dimensions because it flows through all possible dimensions (more than three). Now let’s discuss this analogy with Time. Suppose there is not a single dimension of Time but multidimensions of Time. Then what will happen? Here we can suppose that Time flows in more than one dimension, but we observe only a one-dimension component of that Time.
Depending upon the relationship between the actual time axis and the component-time axis we observe, it may dilate or seem to us to go faster. So, in general, we can say that Time flows in multidimensionality, and we keep it in one dimension. This is not the actual time but the single component of that time, and that’s why we feel sometimes it’s going/flowing faster and sometimes it’s flowing slower.
Multidimensional Time According to Physics
According to some theories in physics, there is more than one Time dimension. The extra dimensions could be analogous to ordinary Time, compacted like the different spatial dimensions in string theory or components of a complicated time system. According to Itzhak Bars, “The 2T-physics approach in d+2 dimensions gives a highly symmetric and unified version of the phenomena described by 1T-physics in d dimensions,”
However, the metric signature of the F-theory depicts a 12 Dimensional spacetime with 2 Time dimensions (10,2). The presence of a well-posed starting value problem for the ultra-hyperbolic equation (a wave equation with multiple time dimensions) shows that initial data on a mixed (spacelike and timelike) hypersurface obeying a nonlocal constraint evolves deterministically in the remaining time dimension. Like other complex number variables, difficult Time is two-dimensional, with one actual and one imaginary time dimension, transforming Time from a natural number line to a complex plane. The Kaluza–Klein theory can be generalized by introducing it into Minkowski spacetime.
Suppose there is more than a one-time dimension. In that case, Max Tegmark argues that the behavior of physical systems cannot be reliably predicted given knowledge of the relevant partial differential equations. Intelligent life capable of managing technology could not exist in such a universe. Furthermore, protons and electrons would be unstable and may decay into particles with a mass greater than their own. (This isn’t an issue if the particles are kept at a low enough temperature.)
Multidimensional Time According to Philosophy
The idea of Time is one of the most fundamental concepts in philosophy. It is also crucial to our understanding of the world and has been a central concern for philosophers, natural scientists, and theologians. The philosopher’s conception of Time can be divided into two main types: linear and cyclical. Linear concepts of Time are based on an ontology that includes some form of progress or evolution (e.g., dialectical materialism). Cyclical conceptions are based on an ontology that provides for repeating patterns (e.g., eternal return).
Various time aspects seem to permit the breaking or re-requesting of circumstances and logical results in the progression of any one element of Time. Applied challenges with numerous actual time aspects have been brought up in present-day logical ways of thinking.
J. W. Dunne postulated an infinite hierarchy of time dimensions, inhabited by a corresponding hierarchy of levels of awareness, to solve the problem of subjective time passage. Dunne proposed that the second dimension of Time was required in the context of a “block” spacetime, as depicted by General Relativity, to gauge one’s progress along one’s timeline. This necessitated the existence of a conscious self-level at the second level of Time. However, the same logic applied to this new level, necessitating the third level, and so on in an endless regress.
A “superlative general observer” existed in eternity at the end of the regress. In his 1927 book An Experiment with Time, he published his hypothesis about precognitive dreams, and in The Serial Universe, he explored its applicability to contemporary physics (1934). Although writers such as J. B. Priestley acknowledged the potential of his second-time dimension, his endless regress was attacked as logically unsound and useless.
Multidimensional Time According to Fiction
The concept of Time is often represented as a linear progression of events. However, according to fiction, there are many other ways in which Time can be defined. Some examples of these representations are cyclical, recursive, and parallel. Fairy tales have historically had many distinct timelines in which Time moves at various rates. In some of their most renowned works, fantasy writers such as Inklings, J. R. R. Tolkien, and C. S. Lewis have used these and other multiple time dimensions, such as those hypothesized by Dunne. Tolkien appropriated them for Lórien’s period in The Lord of the Rings, while Lewis used them in The Chronicles of Narnia.
Multidimensional Time Models
- In mathematics, a dimension is an independent direction in space or Time. For example, a point has zero dimensions because it has no length, width, or height. A line has one size because it only has length but no width or height. Similarly, a plane has two dimensions because it can have both length and width but not height. In three sizes, we have length and width as well as height.
- The same idea can be applied to time models in which each dimension represents one of the four temporal aspects: past, present, future, and duration of Time. Philosophers G. C. Goddu presented more formal models of multidimensional Time in 2003 and Jack W. Meiland in 1974. Learn about their model here: http://timetravelphilosophy.net/topics/multidimensional/
According to Newton’s perspective, Time was outright and consistently ticking all through the universe. Yet, from Einstein’s point of view, Time is relative, and it’s not uniform all through the universe. In certain spots, it moves quicker in any case (as dark openings or places of the high gravitational field), it moves slower. Likewise, the clock of moving spectator generally shows an uptick gradually in another reference outline, yet it ticks regularly in its reference outline. Presently, researchers have anticipated multiple aspects, so it is Time that has more than one aspect, and it’s the parts of time pivot that we see in our day-to-day routine because of our restrictions.
Contingent on the point of the tendency of the genuine-time hub with part-time pivot, the two parts differ, and that is why we feel Time at some point moves quicker, yet, in some cases, it moves more slowly. This way, the real secret of time enlargement and change in its stream rate at better places exists in the Time multifaceted hypothesis. A further variety of points that a real-time hub makes with a part-time pivot relies on the gravity and speed of the object. As gravity changes, detectable Time parts pivot transforms; it likewise changes with changing pace, and that is the entire explanation of progress in-stream pace of Time at various spots of the universe.
- Multidimensional Time. (n.d.). A Time Travel Website.
- Thapliyal, A. (2018). Time: Multidimensional Time. Time: Multidimensional Time.
- Craig, Walter; Weinstein, Steven (2009). “On determinism and well-posedness in multiple time dimensions.” Proceedings of the Royal Society A: Mathematical, Physical and Engineering Sciences. Royal Society A. 4653023–3046 (2110): 3023–3046. arXiv:0812.0210. doi:10.1098/rspa.2009.0097. S2CID 2422562.
- Turning, J; Bars, I (2009). Extra Dimensions in Space and Time. New York: Springer. doi:10.1515/9783110697827. ISBN 9780387776385.
- Dinov, Ivo; Velev, Milen (2021). Data Science – Time Complexity, Inferential Uncertainty, and Spacekime Analytics. Boston/Berlin: De Gruyter. doi:10.1515/9783110697827. ISBN 9783110697803.
- Marcus Chown, “Time gains an extra dimension!” New Scientist, 13 October 2007.
- Penrose, Roger. (2004). The Road to Reality. Jonathan Cape. Page 915.
- Chodos, Alan; Freund, PGO; Appelquist, Thomas (1987). Modern Kaluza-Klein Theories. United Kingdom: Addison-Wesley. ISBN 9780201098297.
- Tegmark, Max (April 1997). “On the dimensionality of spacetime” (PDF). Classical and Quantum Gravity. 14 (4): L69–L75. arXiv:gr-QC/9702052. Bibcode:1997CQGra..14L..69T. doi:10.1088/0264-9381/14/4/002. S2CID 15694111.
- Weinstein, Steven. “Many Times.” Foundational Questions Institute. Retrieved 5 December 2013.
- McDonald, John Q. (15 November 2006). “John’s Book Reviews: An Experiment with Time.”
- J.A. Gunn; The Problem of Time, Unwin, 1929.
- Flieger, V.; A Question of Time: JRR Tolkien’s Road to Faerie, Kent State University Press, 1997.
- Inchbald, Guy; “The Last Serialist: C.S. Lewis and J.W. Dunne,” Mythlore, Issue 137, Vol. 37 No. 2, Spring/Summer 2019, pp. 75-88.