<p>I've used a <a href="https://docs.mesastar.org/" rel="noreferrer">research-grade tool</a> to calculate a <em>very simplified</em> and <em>definitely not research-grade</em> run of the evolution of a roughly Sun-like star roughly from birth to its white-dwarf cooling sequence. I don't often run models to the white-dwarf cooling branch so some of my parameter choices are probably poor but, all these caveats aside, it's a basis on which to discuss many of your questions.</p>
<p>Here's a snapshot of the radius from the start to a bit more than the age of the Universe and a zoom in on the stuff around 12 Gyr.
<a href="https://i.sstatic.net/e07dy.png" rel="noreferrer"><img src="https://i.sstatic.net/e07dy.png" alt="Overview" /></a>
<a href="https://i.sstatic.net/Htz6T.png" rel="noreferrer"><img src="https://i.sstatic.net/Htz6T.png" alt="RGB and AGB" /></a>
The main things you can see here are that most of the time is spent on the main sequence, followed by a short subgiant phase and the various phases of evolution in the red. The dip around 12.2 Gyr is the &quot;red giant bump&quot;, which is a bit complicated to explain. The convective envelope grows inwards in mass during the first part of the red giant branch before receding, which leaves a composition discontinuity. When the hydrogen-burning shell reaches that discontinuity, there's a brief adjustment in the star's structure, which manifests as a contraction. (See <a href="https://www.astro.ru.nl/%7Eonnop/education/stev_utrecht_notes/chapter9-11.pdf" rel="noreferrer">Fig. 10.5 in Onno Pols' lecture notes</a>.)</p>
<p>The greatest radius is reached at the tip of the ascent of the first giant branch and is about 185 solar radii (0.86ish AU), not quite as large as the Earth's orbit. The roughly constant radius phase lasting ~0.1 Gyr around 12.3 Gyr is core helium burning, which we'd observe as the red clump.</p>
<p>But this is only a Sun-<em>like</em> model: I used a initial hydrogen mass fraction of 70% and helium mass fraction of 28%, which, though not crazy, aren't quite right. I also haven't calibrated the model to reproduce the Sun's luminosity and radius at the age known from radioisotopes (I'm off by a few per cent). Even so, the models have a free parameter to define the efficiency of convection whose value mainly changes the radius of the model and could reasonably vary somewhat over the star's life. So there's some uncertainty there too.</p>
<p>The biggest uncertainty I expect, though, is in the rate at which the model loses mass through it's wind.  I've thrown in some not-insane values that are probably a bit too high.  The model started core helium burning with a total mass of only about 0.52 solar masses, whereas those same lecture notes have 0.7 solar masses. The core helium burning is probably not too far off¹ but the evolution after that is questionable. So I won't claim to answer whether or not the model reaches a larger maximum extent on the AGB. If it has a weaker wind than my parameters, I wouldn't be surprised if it's somewhat larger than my model's ~60 solar radii. This may explain why you've seen conflicting numbers.</p>
<p>The final expansion is what we associate with the planetary nebula phase, though my model hasn't gone through any thermal pulses on the AGB, probably because of my aggressive mass loss parameters.</p>
<p>¹ For experts, I say that because the envelope remains large and cool and a normal helium-burning shell appears to start after core helium burning.</p>

CC BY-SA 4.0
2021-10-05T20:35:36.220Z
This matches the well-known paper by Schroder & Connon-Smith (2008) https://academic.oup.com/mnras/article/386/1/155/977315 and most definitely contradicts and corrects a lot of pop-sci nonsense (e.g. like this    https://astronomy.com/magazine/ask-astro/2020/09/what-will-happen-to-the-planets-when-the-sun-becomes-a-red-giant ). In particular that the red giant phase takes place in more than 7 billion years time and  it appears the Sun will reach a maximum size in the first ascent red giant branch, not the asymptotic giant branch. But much depends on the mass-loss prescription.
ProfRob
CC BY-SA 4.0
2021-10-07T18:44:21.040Z
Thanks for this in-depth answer. Although I'm aware how exaggerated pop science is, I had no idea the Sun's lifetime was so horribly underestimated, especially considering what numerous Wikipedia articles state on the matter; I wouldn't expect Wikipedia to be entirely accurate, but also wouldn't anticipate an error of margin this large. Would anyone have more sources on the matter that could back this ~11.5Gy main sequence model up?
Cryoraptor
CC BY-SA 4.0
2021-10-17T17:34:53.460Z
e.g. Sackmann et al. (1993) https://ui.adsabs.harvard.edu/abs/1993ApJ...418..457S/abstract (see Fig 4) @Cryoraptor in addition to the paper I referenced in my first comment.
ProfRob
CC BY-SA 4.0
2021-10-18T15:39:19.967Z
In my experience, it does depend a bit on exactly what number is being quoted. In my professional discussions, we normally talk about the main-sequence ending when hydrogen is exhausted at the centre of the star. This is already a bit vague—this model reaches zero central hydrogen at 11 Gyr but it's only $2\times10^{-7}$ at 10 Gyr—but closer to the usually quoted "10 Gyr" lifetime. This might be a source of confusion.
Warrick
CC BY-SA 4.0
2021-10-05T20:07:29.297Z
2021-10-05T20:07:29.297Z
Warrick
<p>I've seen numerous claims surrounding this, with some claiming the expansion of the Sun from its end-main sequence radius to its peak red giant radius will take over 1 billion years, while others claim it will happen in two phases (a slow expansion followed by a faster one over the same time frame (I'm not talking about the AGB, this is within the initial RGB)), or a far more rapid expansion, covering 5 million years or less. Furthermore, I have seen some claim that the Sun's maximum radius will be achieved during the RGB, while others claim that it is within the AGB that this will be reached (roughly 256x modern day value, or 1.5AU or so, from what I've heard). It was also always my understanding that the Sun will continuously expand throughout both stages, reaching its peak shortly before collapsing to the red clump or finally destroying itself, for the RGB and AGB respectively. But I have seen some allude that the Sun will reach its peak RGB radius, and then remain relatively static for some time longer, around a billion years, before collapsing to the red clump. From what I can tell, nobody seems to disagree that the AGB is marked by continual expansion with little time spent at a static radius, the peak AGB radius being achieved before the last pulse fully destroys the outer layers of the Sun and begins ejecting them into a planetary nebula. I have also heard conflicting things about the fate of the  surviving planets when the Sun finally dies.</p>
<p>What do our latest models, calculations and observations suggest will occur? How fast is the Sun's expansion to a red giant? In which stage of the red giant phase will the maximum radius be achieved, the RGB or the AGB? What will be the rate of luminosity increase and mass loss in both stages? Which planets are likely to be engulfed in which stages; will all three survive until the AGB, is, say, Mercury destined to be destroyed in the RGB but the rest of the inner planets (bar Mars) will survive until the AGB, or will they all survive until the AGB? Will the Sun's radius remain static for any time during the RGB or AGB (I know it stays constant during the red clump)? What will the Sun's radius and luminosity be during the red clump? How long will the AGB last? In which phase will the peak luminosity be achieved, and what is that value, to the best accuracy? When the Sun finally does destroy itself, what will happen to the surviving planets that didn't get engulfed? Will the surviving inner planets (Mars and Earth if in the unlikely event it survives) be destroyed by this event, due to their proximity? Will other orbiting bodies around the Sun be ejected or will they just move further outwards? How likely is it that the four giant planets will be transformed into cthonian planets? I would assume that it's almost guaranteed that the Kuiper Belt, SD and Oort Cloud will be either largely destroyed (in the KB's case considering it will find itself within the red giant Sun's snow line and thus lose its volatiles and gases, which make up a major percentage of its mass) or lost to interstellar space during the red giant phase and final destruction of the Sun?</p>
<p>Lots and lots of questions, I know. I just want to know the latest information we have about the Sun's fate, since the web seems to be polluted with ambiguous and old info.</p>

CC BY-SA 4.0
2021-10-03T21:04:47.950Z
I think my suggested duplicate answers the main question here.  I know that there are other questions... I think this should be split up,  Ask one question at a time.
James K
CC BY-SA 4.0
2021-10-03T21:11:45.070Z
I know I asked a lot of questions, but I was hoping for a sort of 'timeline' answer, from the end of the main sequence to the planetary nebula. As for your suggested thread, from what I can gather the Sun will exponentially expand, with most of the expansion occurring within a couple hundred million years? In which case, the Sun does not remain as a static red giant at any point?
Cryoraptor
CC BY-SA 4.0
2021-10-03T23:24:41.750Z
@Cryoraptor I think you definitely (can) have a different question than the proposed duplicate but that's not yet clear. What you can do is begin this question with "I have read answers to..." but here I'd like to ask something different. I'm looking for a *timeline* of sorts; a graphic or table or plot vs time of the Sun's predicted characteristics at it evolves."  If you want, you can keep the long paragraphs, but add a heading that "These are the kinds of question's I'm contemplating, and the timeline will hopefully address at least some of them.
uhoh
CC BY-SA 4.0
2021-10-03T23:25:31.923Z
@Cryoraptor but your actual question itself, *as written* (not only as clarified in comments below it) should be short, clear, clearly marked and fairly well *constrained* so that it's clear what answer should be and how it will differ from answers to the proposed duplicate. *Thanks!*
uhoh
CC BY-SA 4.0
2021-10-04T10:37:36.013Z
@uhoh Yes, this isn't the same question as the duplicate, as that only explains how fast the Sun's expansion will be during the RGB. You would be correct in saying that I should have clarified that I wanted a timeline from the end of the Sun's main sequence (or today, either would be fine) to the planetary nebula. I didn't know how to really break it down at the time. If I need to post a new question with this format, then I will do so.
Cryoraptor
CC BY-SA 4.0
2021-10-04T10:42:04.737Z
I will also add that one of my main questions was whether the Sun would remain dynamically stable as a red giant for any time after it reached a peak radius before it collapsed to the red clump, or whether the red giant phase is purely unstable and the peak radius is achieved shortly before the red clump or planetary nebula. I have always understood it as the latter, but I saw some conflicting information suggesting the former. Hence the question in the first place.
Cryoraptor
CC BY-SA 4.0
2021-10-04T11:10:52.427Z
One question at a time in Stack Exchange
uhoh
<the-sun><red-giant>
What exactly will happen when the Sun leaves the main sequence? I know it expands to a red giant twice, but what happens exactly? What's the timeline?
Cryoraptor
# What exactly will happen when the Sun leaves the main sequence? I know it expands to a red giant twice, but what happens exactly? What's the timeline?

(Asked by: username_0 on 2021-10-03)

I've seen numerous claims surrounding this, with some claiming the expansion of the Sun from its end-main sequence radius to its peak red giant radius will take over 1 billion years, while others claim it will happen in two phases (a slow expansion followed by a faster one over the same time frame (I'm not talking about the AGB, this is within the initial RGB)), or a far more rapid expansion, covering 5 million years or less. Furthermore, I have seen some claim that the Sun's maximum radius will be achieved during the RGB, while others claim that it is within the AGB that this will be reached (roughly 256x modern day value, or 1.5AU or so, from what I've heard). It was also always my understanding that the Sun will continuously expand throughout both stages, reaching its peak shortly before collapsing to the red clump or finally destroying itself, for the RGB and AGB respectively. But I have seen some allude that the Sun will reach its peak RGB radius, and then remain relatively static for some time longer, around a billion years, before collapsing to the red clump. From what I can tell, nobody seems to disagree that the AGB is marked by continual expansion with little time spent at a static radius, the peak AGB radius being achieved before the last pulse fully destroys the outer layers of the Sun and begins ejecting them into a planetary nebula. I have also heard conflicting things about the fate of the surviving planets when the Sun finally dies.

What do our latest models, calculations and observations suggest will occur? How fast is the Sun's expansion to a red giant? In which stage of the red giant phase will the maximum radius be achieved, the RGB or the AGB? What will be the rate of luminosity increase and mass loss in both stages? Which planets are likely to be engulfed in which stages; will all three survive until the AGB, is, say, Mercury destined to be destroyed in the RGB but the rest of the inner planets (bar Mars) will survive until the AGB, or will they all survive until the AGB? Will the Sun's radius remain static for any time during the RGB or AGB (I know it stays constant during the red clump)? What will the Sun's radius and luminosity be during the red clump? How long will the AGB last? In which phase will the peak luminosity be achieved, and what is that value, to the best accuracy? When the Sun finally does destroy itself, what will happen to the surviving planets that didn't get engulfed? Will the surviving inner planets (Mars and Earth if in the unlikely event it survives) be destroyed by this event, due to their proximity? Will other orbiting bodies around the Sun be ejected or will they just move further outwards? How likely is it that the four giant planets will be transformed into cthonian planets? I would assume that it's almost guaranteed that the Kuiper Belt, SD and Oort Cloud will be either largely destroyed (in the KB's case considering it will find itself within the red giant Sun's snow line and thus lose its volatiles and gases, which make up a major percentage of its mass) or lost to interstellar space during the red giant phase and final destruction of the Sun?

Lots and lots of questions, I know. I just want to know the latest information we have about the Sun's fate, since the web seems to be polluted with ambiguous and old info.

**Tags:** the-sun, red-giant

> **Comments:**
> **username_1**: I think my suggested duplicate answers the main question here.  I know that there are other questions... I think this should be split up,  Ask one question at a time.  
> **username_0**: I know I asked a lot of questions, but I was hoping for a sort of 'timeline' answer, from the end of the main sequence to the planetary nebula. As for your suggested thread, from what I can gather the Sun will exponentially expand, with most of the expansion occurring within a couple hundred million years? In which case, the Sun does not remain as a static red giant at any point?  
> **username_2**: @username_0 I think you definitely (can) have a different question than the proposed duplicate but that's not yet clear. What you can do is begin this question with "I have read answers to..." but here I'd like to ask something different. I'm looking for a *timeline* of sorts; a graphic or table or plot vs time of the Sun's predicted characteristics at it evolves."  If you want, you can keep the long paragraphs, but add a heading that "These are the kinds of question's I'm contemplating, and the timeline will hopefully address at least some of them.  
> **username_2**: @username_0 but your actual question itself, *as written* (not only as clarified in comments below it) should be short, clear, clearly marked and fairly well *constrained* so that it's clear what answer should be and how it will differ from answers to the proposed duplicate. *Thanks!*  
> **username_0**: @username_2 Yes, this isn't the same question as the duplicate, as that only explains how fast the Sun's expansion will be during the RGB. You would be correct in saying that I should have clarified that I wanted a timeline from the end of the Sun's main sequence (or today, either would be fine) to the planetary nebula. I didn't know how to really break it down at the time. If I need to post a new question with this format, then I will do so.  
> **username_0**: I will also add that one of my main questions was whether the Sun would remain dynamically stable as a red giant for any time after it reached a peak radius before it collapsed to the red clump, or whether the red giant phase is purely unstable and the peak radius is achieved shortly before the red clump or planetary nebula. I have always understood it as the latter, but I saw some conflicting information suggesting the former. Hence the question in the first place.  
> **username_2**: One question at a time in Stack Exchange  

---

## 1 answers

### Answer by username_3 on 2021-10-05. Score: 5 | Accepted answer

I've used a [research-grade tool](https://docs.mesastar.org/) to calculate a *very simplified* and *definitely not research-grade* run of the evolution of a roughly Sun-like star roughly from birth to its white-dwarf cooling sequence. I don't often run models to the white-dwarf cooling branch so some of my parameter choices are probably poor but, all these caveats aside, it's a basis on which to discuss many of your questions.

Here's a snapshot of the radius from the start to a bit more than the age of the Universe and a zoom in on the stuff around 12 Gyr.
[![Overview](https://i.sstatic.net/e07dy.png)](https://i.sstatic.net/e07dy.png)
[![RGB and AGB](https://i.sstatic.net/Htz6T.png)](https://i.sstatic.net/Htz6T.png)
The main things you can see here are that most of the time is spent on the main sequence, followed by a short subgiant phase and the various phases of evolution in the red. The dip around 12.2 Gyr is the "red giant bump", which is a bit complicated to explain. The convective envelope grows inwards in mass during the first part of the red giant branch before receding, which leaves a composition discontinuity. When the hydrogen-burning shell reaches that discontinuity, there's a brief adjustment in the star's structure, which manifests as a contraction. (See [Fig. 10.5 in Onno Pols' lecture notes](https://www.astro.ru.nl/%7Eonnop/education/stev_utrecht_notes/chapter9-11.pdf).)

The greatest radius is reached at the tip of the ascent of the first giant branch and is about 185 solar radii (0.86ish AU), not quite as large as the Earth's orbit. The roughly constant radius phase lasting ~0.1 Gyr around 12.3 Gyr is core helium burning, which we'd observe as the red clump.

But this is only a Sun-*like* model: I used a initial hydrogen mass fraction of 70% and helium mass fraction of 28%, which, though not crazy, aren't quite right. I also haven't calibrated the model to reproduce the Sun's luminosity and radius at the age known from radioisotopes (I'm off by a few per cent). Even so, the models have a free parameter to define the efficiency of convection whose value mainly changes the radius of the model and could reasonably vary somewhat over the star's life. So there's some uncertainty there too.

The biggest uncertainty I expect, though, is in the rate at which the model loses mass through it's wind. I've thrown in some not-insane values that are probably a bit too high. The model started core helium burning with a total mass of only about 0.52 solar masses, whereas those same lecture notes have 0.7 solar masses. The core helium burning is probably not too far off¹ but the evolution after that is questionable. So I won't claim to answer whether or not the model reaches a larger maximum extent on the AGB. If it has a weaker wind than my parameters, I wouldn't be surprised if it's somewhat larger than my model's ~60 solar radii. This may explain why you've seen conflicting numbers.

The final expansion is what we associate with the planetary nebula phase, though my model hasn't gone through any thermal pulses on the AGB, probably because of my aggressive mass loss parameters.

¹ For experts, I say that because the envelope remains large and cool and a normal helium-burning shell appears to start after core helium burning.

> **Comments:**
> **username_4**: This matches the well-known paper by Schroder & Connon-Smith (2008) https://academic.oup.com/mnras/article/386/1/155/977315 and most definitely contradicts and corrects a lot of pop-sci nonsense (e.g. like this    https://astronomy.com/magazine/ask-astro/2020/09/what-will-happen-to-the-planets-when-the-sun-becomes-a-red-giant ). In particular that the red giant phase takes place in more than 7 billion years time and  it appears the Sun will reach a maximum size in the first ascent red giant branch, not the asymptotic giant branch. But much depends on the mass-loss prescription.  
> **username_0**: Thanks for this in-depth answer. Although I'm aware how exaggerated pop science is, I had no idea the Sun's lifetime was so horribly underestimated, especially considering what numerous Wikipedia articles state on the matter; I wouldn't expect Wikipedia to be entirely accurate, but also wouldn't anticipate an error of margin this large. Would anyone have more sources on the matter that could back this ~11.5Gy main sequence model up?  
> **username_4**: e.g. Sackmann et al. (1993) https://ui.adsabs.harvard.edu/abs/1993ApJ...418..457S/abstract (see Fig 4) @username_0 in addition to the paper I referenced in my first comment.  
> **username_3**: In my experience, it does depend a bit on exactly what number is being quoted. In my professional discussions, we normally talk about the main-sequence ending when hydrogen is exhausted at the centre of the star. This is already a bit vague—this model reaches zero central hydrogen at 11 Gyr but it's only $2\times10^{-7}$ at 10 Gyr—but closer to the usually quoted "10 Gyr" lifetime. This might be a source of confusion.  

---

