What is the difference between space and time
The difference between space and time is rooted in causality, i.e., the experimanetal fact that the future can be influenced.
More precisely, in nonrelativistic physics: Things at different spatial positions at the same time can be independently manipulated without influencing each other. Things at different times at the same position usually cannot, as the prior event influences the later.
In relativistic physics, this still holds in any reference frame of an observer.
Inmy opinion, as soon as there's space, there's time. Even though there might not be actual objects to experience time, in theory there can be time. Does a tree make a sound if it falls in the forest when no one's around? time = distance / speed speed = distance / time Distance = Speed x Time When you have space, you have distance, and when you have distance you will in theory have time. It will take you time to travel from one point to another, which is how space and time is related in my opinion. Space creates time, and time is space. U will study this in higher standard may be u are not able to understand some terms For your standard Space vs Time
Space and time are two of the most fundamental concepts discussed in various fields. The concept of space is one of the most intuitive concepts, and it is very hard to define. The concept of time is also an intuitive concept and hard to define. Space and time are two fundamental dimensions in Newtonian mechanics and other classical mechanics. It is vital to have a very good understanding in the concepts of space and time in order to excel in fields such as classical mechanics, relativity, quantum mechanics and even philosophy. In this article, we are going to discuss what space and time are, their most possible definitions, the applications of space and time, the similarities and finally the difference between space and time.
Space
Space can be identified as the three dimensional boundless extent in which the events occur, and objects are placed. In simpler words, everything we know occurs in space. Coordinate systems are defined to measure the space and quantify the events that occur in space. Most common of these coordinate systems are the Cartesian coordinate system, plane polar coordinate system, spherical polar coordinate system, and the cylindrical polar coordinate system. The space was assumed to be a fixed quantity in the study of classical mechanics. In classical mechanics, both space and time were independent of the events that occurred. With the rise of the general theory of relativity, it was shown that space indeed is not a fixed quantity. Space – time is “curved” depending on the events that occur in it. With this space –time contraction concept, phenomena such as length contraction and time dilation are observed. These phenomena are not explainable by the theory of a fixed space.
Time
Time can be identified as the duration it takes between two events. The concept of time is not definable. Time, along with space and mass makes up the three basic dimensions in classical mechanics. These are denoted by [T], [L] and [M] respectively. In the field of classical mechanics, time was assumed to be an invariant content. This concept means that time does not change with respect to any other phenomena. However, with the introduction of special relativity, time was proved to be a variant. The time between two events depends on the velocity the event was occurring with respect to the observer. This is known as the time dilation. In modern physics, time is taken as a variant quantity. The only invariant quantity in modern physics is the speed of light.
What is the difference between Space and Time?
• Both space and time are fundamental quantities in classical mechanics.
• The special theory of relativity describes the time dilation in relativistic speeds, whereas the general theory of relativity describes the space – time curvature
The difference between space and time is rooted in causality, i.e., the experimanetal fact that the future can be influenced.
More precisely, in nonrelativistic physics: Things at different spatial positions at the same time can be independently manipulated without influencing each other. Things at different times at the same position usually cannot, as the prior event influences the later.
In relativistic physics, this still holds in any reference frame of an observer.
Inmy opinion, as soon as there's space, there's time. Even though there might not be actual objects to experience time, in theory there can be time. Does a tree make a sound if it falls in the forest when no one's around? time = distance / speed speed = distance / time Distance = Speed x Time When you have space, you have distance, and when you have distance you will in theory have time. It will take you time to travel from one point to another, which is how space and time is related in my opinion. Space creates time, and time is space. U will study this in higher standard may be u are not able to understand some terms For your standardSpace vs Time
Space and time are two of the most fundamental concepts discussed in various fields. The concept of space is one of the most intuitive concepts, and it is very hard to define. The concept of time is also an intuitive concept and hard to define. Space and time are two fundamental dimensions in Newtonian mechanics and other classical mechanics. It is vital to have a very good understanding in the concepts of space and time in order to excel in fields such as classical mechanics, relativity, quantum mechanics and even philosophy. In this article, we are going to discuss what space and time are, their most possible definitions, the applications of space and time, the similarities and finally the difference between space and time.
Space
Space can be identified as the three dimensional boundless extent in which the events occur, and objects are placed. In simpler words, everything we know occurs in space. Coordinate systems are defined to measure the space and quantify the events that occur in space. Most common of these coordinate systems are the Cartesian coordinate system, plane polar coordinate system, spherical polar coordinate system, and the cylindrical polar coordinate system. The space was assumed to be a fixed quantity in the study of classical mechanics. In classical mechanics, both space and time were independent of the events that occurred. With the rise of the general theory of relativity, it was shown that space indeed is not a fixed quantity. Space – time is “curved” depending on the events that occur in it. With this space –time contraction concept, phenomena such as length contraction and time dilation are observed. These phenomena are not explainable by the theory of a fixed space.
Time
Time can be identified as the duration it takes between two events. The concept of time is not definable. Time, along with space and mass makes up the three basic dimensions in classical mechanics. These are denoted by [T], [L] and [M] respectively. In the field of classical mechanics, time was assumed to be an invariant content. This concept means that time does not change with respect to any other phenomena. However, with the introduction of special relativity, time was proved to be a variant. The time between two events depends on the velocity the event was occurring with respect to the observer. This is known as the time dilation. In modern physics, time is taken as a variant quantity. The only invariant quantity in modern physics is the speed of light.
| What is the difference between Space and Time? • Both space and time are fundamental quantities in classical mechanics. • The special theory of relativity describes the time dilation in relativistic speeds, whereas the general theory of relativity describes the space – time curvature |
