Introduction
Time has always been a wonder to me. The Primary wonder was the passage of various events through time, the passage of us through time even our notice!! So, How must we be viewing this invisible wonder? I was so keenly on different books on Space-Time and have understood, the mathematical model of time and space (with a combination of Space) is the most perfect model of time (and the most accepted). From this perspective, I was on a new wonder, How come we understood the influence of time in the daily events? To be more precise, How do we feel time? The theory of Highlight has been an account of my ventures on the explanation of this topic. Bu there is something that I must have your notice upon. From Space-Time Continuum, we are (in one way) clear that the reason we do feel time is because various events happen in space-time, which, when connected, forms a line and thus forming the reason why do we feel time. However, Ernst Pöppel (1978) calls ‘elementary time experiences’, or fundamental aspects of our experience of time among these we may list the experience of (i) duration; (ii) non-simultaneity; (iii) order; (iv) past and present; (v) change. But physics is a unification of different physical aspects and I am here to unify these. I am here to explain the reason, how does the time affects the description of time rather that wandering in the conscience of mutual experiences.
Pencil and Paper Illustration
I was dragged to the concept I am rightly dealing with now from a small illustration, which I call-Pencil and Paper Iluustration. for the Representation of the Cocept I am now on, this illustration proved to be Relevant.
Consider a Piece of Paper and Pencil. Imagine the paper describes x-axis and y-axis. We use the pencil make a dot on the y-axis of the paper. Consider the Position of the dot. As the dot does not occupy the x-axis region, we can say, the dot can be represented by a single axis, that is, the y-axis. No we place the tip of the pencil on the dot and move it towards the x-axis. This is for a wild understanding that the dot has moved all the way along. We stops at a point. Let the former point be A and the latter be B. Suppose B is the position of the Point A after it's motion along x-axis. Of course, a line is now formed between A and B, which can be Represented by AB. What about the dimensions that line now describes? Yes. x-axis and y-axis.
Time has always been a wonder to me. The Primary wonder was the passage of various events through time, the passage of us through time even our notice!! So, How must we be viewing this invisible wonder? I was so keenly on different books on Space-Time and have understood, the mathematical model of time and space (with a combination of Space) is the most perfect model of time (and the most accepted). From this perspective, I was on a new wonder, How come we understood the influence of time in the daily events? To be more precise, How do we feel time? The theory of Highlight has been an account of my ventures on the explanation of this topic. Bu there is something that I must have your notice upon. From Space-Time Continuum, we are (in one way) clear that the reason we do feel time is because various events happen in space-time, which, when connected, forms a line and thus forming the reason why do we feel time. However, Ernst Pöppel (1978) calls ‘elementary time experiences’, or fundamental aspects of our experience of time among these we may list the experience of (i) duration; (ii) non-simultaneity; (iii) order; (iv) past and present; (v) change. But physics is a unification of different physical aspects and I am here to unify these. I am here to explain the reason, how does the time affects the description of time rather that wandering in the conscience of mutual experiences.
Pencil and Paper Illustration
I was dragged to the concept I am rightly dealing with now from a small illustration, which I call-Pencil and Paper Iluustration. for the Representation of the Cocept I am now on, this illustration proved to be Relevant.
Consider a Piece of Paper and Pencil. Imagine the paper describes x-axis and y-axis. We use the pencil make a dot on the y-axis of the paper. Consider the Position of the dot. As the dot does not occupy the x-axis region, we can say, the dot can be represented by a single axis, that is, the y-axis. No we place the tip of the pencil on the dot and move it towards the x-axis. This is for a wild understanding that the dot has moved all the way along. We stops at a point. Let the former point be A and the latter be B. Suppose B is the position of the Point A after it's motion along x-axis. Of course, a line is now formed between A and B, which can be Represented by AB. What about the dimensions that line now describes? Yes. x-axis and y-axis.
