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Physics

Questions tagged [distance]

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6votes
3answers
536views

In special relativity, one typically works in the spacetime manifold with the Minkowski metric:$$ds^2=-c^2dt^2+d\vec x^2.$$However, I find it intuitive that in the nonrelativistic limit, if one also ...
6votes
4answers
453views

The Wikipedia pages for the Particle horizon of the universe has the following statement:"Due to the expansion of the universe, it is not simply the age of the universe times the speed of light ...
-1votes
2answers
160views

I am trying to understand triangulation, especially I am focused on the triangulation Méchain and Delambre achieved in the end of the 18th century, in order to measure the distance between Dunkirk and ...
0votes
0answers
94views

I'm reading the book Gravitation and Cosmology by Weinberg. I've a question regarding the derivation of tha parallax distance.On page 420 Weinberg derives the parallax distance:$$d_P= a(t_0) \frac{...
0votes
0answers
129views

I’m confused about what a specific observer, comoving with the Hubble flow, would measure as the distance to another comoving observer (galaxy) “far away”. I would’ve thought that this should be the “...
4votes
2answers
306views

How would a moving observer, travelling at a “relativistic” velocity, determine the distance to a star towards which they were moving, while they were in motion? (“Relativistic” meaning a large ...
1vote
1answer
225views

At the present time, we - as observers comoving with the Hubble flow - measure the value for the Hubble constant to about 70 km/s/Mpc and the distance to the our particle horizon as 46,5 Gly. Now ...
0votes
1answer
173views

Suppose there is a stationary mass located at some point in space, and the coordinate system $(t, x, y, z)$ of an observer at infinity. Consider two spatial points, (A) and (B), located along the (x)-...
1vote
1answer
177views

The relation between the chordal distance, $u$ and the geodesic distance $d$ is given in D'Hoker and Freedman at the bottom of page 53. They say,The chordal distance, is given by $u=\zeta^{-1}-1$. ...
0votes
0answers
119views

By "trajectory", I mean a time-like worldline, or maybe even a null worldline or even one that can be time-like and null in different parts. By "distance" between trajectories and, ...
-1votes
1answer
179views

Consider any non-conservative force, say friction, since the force is path dependent will the work done formula be altered accordingly. The formula for work done is $$W=\vec{F} \cdot \vec{s}\tag{1}$$...
11votes
3answers
600views

We often read in scientific publications about the diameter of massive objects like black holes. These objects are known to distort space and time, in a way that I believe we're not quite certain to ...
0votes
2answers
387views

I'm aware that the Big Crunch is practically ruled out, but I need it to ask my question. Imagine, that we live at the cosmic time of the reversal of the expansion, precisely when it stops. At the ...
1vote
1answer
175views

Comoving and proper distances on wiki.What value of the scale factor $a(t)$ for the present time $t$ should we put into the equation of the relation between the proper distance $d(t)$ and the ...
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-1votes
2answers
107views

Suppose, there is a fluid inside a container and the container itself is moving with a constant velocity'v'. Since, the velocity of each and every particle of the liquid will be same, their relative ...

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