How do find out gravitational pull according to GR?

In summary, the conversation discusses the relationship between gravity and the curvature of space time in general relativity. It is stated that an object falling with a rate of g horizontally on Earth can be represented by the formula a=g*cos x. However, in general relativity, the motion of objects under gravity is determined by the curvature of space time, not by a specific force. Therefore, there is no equation like "g*cos(theta)". Despite this, Newton's theory is still a good approximation.
  • #1
jinchuriki300
9
0
we know that on Earth, an object falling with a rate of g horizontally, and the formula for it is
a=g*cos x. So according to GR, an object falls into the warp of space time that a huge object causes. So should there be a new "g" applied to all the warp in space time? Am i right or not?
 
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  • #2
In general relativity, the motion of objects under gravity depends upon the geodesics defined by the metric tensor which itself is determined by the curvature tensor, not by a force so there is no equation like "g cos(theta)". In practice, of course, Newton's theory is a good approximation.
 

Related to How do find out gravitational pull according to GR?

1. How does General Relativity explain gravitational pull?

According to General Relativity, gravitational pull is a result of the curvature of spacetime caused by the presence of massive objects. This curvature determines the path of objects in space, causing them to move towards the center of the curvature, which we experience as gravitational pull.

2. Can General Relativity accurately predict the gravitational pull of any object?

Yes, General Relativity can accurately predict the gravitational pull of any object, as long as the mass and distance of the object are known. This is because the theory takes into account the mass and distance of objects in its equations, allowing for accurate predictions.

3. How is gravitational pull measured according to General Relativity?

Gravitational pull is measured by observing the effects of gravity on objects in space. This can be done through experiments or observations of the orbits of planets, stars, and other celestial bodies. General Relativity provides the mathematical framework for understanding these observations and making accurate measurements.

4. Is the gravitational pull the same everywhere in the universe according to General Relativity?

No, the gravitational pull can vary depending on the mass and distance of objects in a particular region of space. Additionally, the presence of dark matter and dark energy can also affect the strength of gravitational pull in different parts of the universe.

5. How does General Relativity account for the effects of time on gravitational pull?

General Relativity takes into account the concept of time dilation, which is the slowing down of time in the presence of massive objects. This means that time passes at a slower rate in regions with stronger gravitational pull. This effect has been confirmed through experiments and is an important component of General Relativity.

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