- #1
Umer_Latif
- 11
- 0
I want to understand Relativity theory and the physics related to it. To gain this, what important fields of Phsyics should I master?
No, you don't need calculus, although any knowledge of maths helps; special relativity, as chroot says, is accessible with only high school algebra. General relativity, on the other hand, is normally taught as an upper undergraduate or graduate course.Umer_Latif said:I guess one should be very good in differentiation/Integration for that?
rewebster said:the problem with the asterisk may be with xp, not the forum---it 'looked' fine on my 'archaic' win98 system
rewebster said:no--posts #10 and #11 are gone (the links anyway), but right after I posted them, they looked and worked fine for me
robphy said:Try hitting the QUOTE button on the lower right of the post.
MaWM said:The math in special relativity is pretty simple. To better appreciate it one should also have a firm grasp of basic physics.
rewebster said:well---isn't THAT funny (funny-unusual)----the 'link' with the asterisk came up ---that is, when I hit a 'quote' on 10 or 11
robphy said:Yup, as I said.
It might be best to just delete those two posts altogether... or at least delete the URLs in an edit.
Relativity theory is a scientific theory that explains the relationship between space and time. It states that the laws of physics are the same for all observers, regardless of their relative motion.
The theory of relativity was developed by renowned physicist Albert Einstein in the early 20th century. His theory revolutionized our understanding of space, time, and gravity.
Special relativity deals with the relationship between space and time in the absence of gravity, while general relativity includes the effects of gravity in its explanation.
There is a significant amount of evidence that supports the theory of relativity, including the observations of the bending of light around massive objects and the precise measurements of the orbit of Mercury.
Although relativity theory may seem abstract and complex, its principles have practical applications in our everyday lives. For example, GPS technology would not be accurate without taking into account the effects of relativity on the signals that are transmitted between satellites and receivers on Earth.