Time dilation on the surface of the sun

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Discussion Overview

The discussion revolves around the concept of gravitational time dilation, specifically comparing the time experienced on the surface of the Sun to that on the surface of the Earth. Participants explore the implications of gravitational fields and the effects of rotation on time measurement in these contexts.

Discussion Character

  • Exploratory
  • Technical explanation
  • Debate/contested
  • Mathematical reasoning

Main Points Raised

  • One participant questions the validity of their inquiry about time dilation on the Sun's surface compared to Earth.
  • Another participant clarifies that time dilation is frame-dependent and that locally, there would be no time dilation experienced on either the Earth or the Sun.
  • A participant suggests that while the gravitational field of the Sun is strong, they doubt it would cause a significant time dilation effect, estimating it to be very small.
  • One participant proposes a hypothetical scenario involving twins, one on Earth and one on the Sun, to illustrate the potential age difference due to time dilation over a specified period.
  • A participant provides a numerical example indicating that a clock on the Earth's surface would accumulate around 0.0219 fewer seconds per year compared to a distant observer, while a clock on the Sun would accumulate around 66.4 fewer seconds in the same timeframe.
  • Another participant emphasizes the importance of considering rotational effects when discussing time dilation at this scale.
  • A further contribution notes that Earth's position in the Sun's gravitational field and its orbital speed could account for an additional time difference of approximately 0.469 seconds over a year.

Areas of Agreement / Disagreement

Participants express varying views on the significance of time dilation effects, with some suggesting that the effects are negligible while others provide calculations that indicate a more substantial difference. The discussion remains unresolved regarding the exact impact of gravitational and rotational effects on time dilation.

Contextual Notes

Participants acknowledge the complexity of the topic, including the need to account for both gravitational and rotational effects, which may influence the calculations and assumptions made regarding time dilation.

Andrew Wright
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Hi,

I am wondering. Is it possible to predict the amount of time dilation on the surface of the sun compared to the surface of the earth? Is this a correct question to ask, or have I made a bad assumption?

Thanks in advance.

Ayjay
 
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What is your frame of reference?
If you are standing on the surface of the Earth there is no time dilation locally, and if you could stand on the surface of the Sun there would be no time dilation locally there either.

Time dilation is what an observer in one frame sees happening to another object which is either traveling near light speed in relation to the observer, or otherwise it's in a very strong gravitational field which the observer is not in.

As seen from Earth and object on the surface of the Sun is in a relatively strong gravitational field, however I doubt that it's strong enough to cause a noticeable time dilation effect.
I'll leave it to the math gurus here to work out the exact figure but I'd guess it would be very small.
 
Last edited:
Andrew Wright said:
I am wondering. Is it possible to predict the amount of time dilation on the surface of the sun compared to the surface of the earth? Is this a correct question to ask, or have I made a bad assumption?

Sure.

https://en.wikipedia.org/wiki/Gravitational_time_dilation
 
So, what would the age difference be for say a twin on Earth and a twin who spent their life (shielded) on the surface of the sun? Say they met up again after 70 years on earth?
 
droppedImage.png
 
To illustrate then, without accounting for the effects of rotation, proximity to the Earth's gravitational well will cause a clock on the planet's surface to accumulate around 0.0219 fewer seconds over a period of one year than would a distant observer's clock. In comparison, a clock on the surface of the sun will accumulate around 66.4 fewer seconds in one year.https://en.wikipedia.org/wiki/Gravitational_time_dilation
 
thanks :)
 
15characters said:
without accounting for the effects of rotation,

There's nothing wrong with 15Characters's reply, but OP should be aware that the rotational effects are also noticeable at the scale that we're working with here.
 
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Nugatory said:
There's nothing wrong with 15Characters's reply, but OP should be aware that the rotational effects are also noticeable at the scale that we're working with here.

For example, for that far off observer, Earth's position in the Sun's gravitational field and orbital speed alone accounts for ~0.469 sec over a year.
 
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