Why Do Stars in Binary Systems Assume a Teardrop Shape?

  • #1
Joe Prendergast
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In binary star systems, it is said that one of the stars can assume a teardrop shape resulting from the gravitational pull of the companion star. This shape is typically portrayed as asymmetric (i.e., there is no teardrop shape on side of the star away from the companion star). Yet the gravitational force of the moon on the earth causes tidal bulges on both the sides of the earth: the side of the earth facing the moon as well as the side of the earth facing away from the moon. Does anyone know the reason for this apparent contradiction?
 
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  • #2
Joe Prendergast said:
it is said
By whom? Where?
 
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  • #3
In almost any astrophysics textbook, for example, Modern Astrophysics by Carrol and Ostlie
 
  • #4
<sigh>

More teeth pulling. Most binaries are not teardrop shaped. So what exactly are you talking about? "It's in lots of books" is not helpful.
 
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  • #5
Probably thinking about the Roche lobe. Wiki has an article on this. Key point being that there's the revolution of the system to take into account when drawing the equipotential (Earth-Moon tidal deformations can neglect revolution).
 
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  • #6
Vanadium 50 said:
<sigh>

More teeth pulling. Most binaries are not teardrop shaped. So what exactly are you talking about? "It's in lots of books" is not helpful.
See the answer below. This is what I was looking for.
 
  • #7
Bandersnatch said:
Probably thinking about the Roche lobe. Wiki has an article on this. Key point being that there's the revolution of the system to take into account when drawing the equipotential (Earth-Moon tidal deformations can neglect revolution).
Thank you, just what I was looking for.
 
  • #8
Vanadium 50 said:
By whom? Where?
Most depictions in pop media of such binary stars employ teardrop-shapes.

1705596307535.png

1705596341269.png
 
  • #9
"Pop media" is unreliable. I don't know what those artists' conceptions are supposed to be of, but I doubt very much that there are many contact binaries that look anything at all like that. The top one is less unrealistic than the bottom.
 
  • #10
Well, this is what Wiki has under Roche Lobe:
1705627823346.png
 
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  • #11
Vanadium 50 said:
"Pop media" is unreliable. I don't know what those artists' conceptions are supposed to be of, but I doubt very much that there are many contact binaries that look anything at all like that. The top one is less unrealistic than the bottom.
Educate yourself with a college level textbook. Start with Roche lobes.
 
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  • #12
Joe Prendergast said:
Educate yourself with a college level textbook. Start with Roche lobes.
That is not acceptable. On PF you are required to provide actual references. Do you have any or not?
 
  • #13
russ_watters said:
That is not acceptable. On PF you are required to provide actual references. Do you have any or not?
I did provide a reference above, but I will repeat it for you: Modern Astrophysics by Carrol and Ostlie. Additionally, Teardrop stars (associated with Roche Lobes) are covered on page 662.
 
  • #14
Vanadium 50 said:
I doubt very much that there are many contact binaries that look anything at all like that.
Do you have any references? What you "doubt" is not helpful.
Props to Bandersnatch for answering the question.

A binary will look like that when one star is large enough to fill its Roche lobe, and starts transferring mass to the other star.
"Mass transfer due to Roche-lobe overflow is responsible for a number of astronomical phenomena, including Algol systems, recurring novae (binary stars consisting of a red giant and a white dwarf that are sufficiently close that material from the red giant dribbles down onto the white dwarf), X-ray binaries and millisecond pulsars."
https://en.wikipedia.org/wiki/Roche_lobe
 
  • #15
Since you like Wkipedia, you can see a more accurate picture at https://en.wikipedia.org/wiki/W_Ursae_Majoris_variable

Neither picture Dave posted share an envelope and are not even the same color. Actual stars that close to each other surely would. Remember, a star doesn't really have a surface - it has a photosphere, which is a tenuous region where the cattering finally becomes low enough to allow the light to escape so we can see it.

These stars tend to have a common envelope, lots of mass transfer, and it is not completely wrong to describe them as one outer envelope heated by two cores.
 
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Related to Why Do Stars in Binary Systems Assume a Teardrop Shape?

Why do stars in binary systems assume a teardrop shape?

Stars in binary systems can assume a teardrop shape due to the gravitational interaction between the two stars. This distortion is primarily caused by tidal forces, where the gravity of one star stretches the other star towards it, leading to an elongated, teardrop-like appearance.

What are tidal forces in the context of binary star systems?

Tidal forces in binary star systems refer to the gravitational forces exerted by each star on the other. These forces cause distortions in the shape of the stars, stretching them along the line connecting the two stars and compressing them perpendicular to this line, resulting in a teardrop shape.

How does the Roche lobe affect the shape of stars in binary systems?

The Roche lobe is the region around a star in a binary system within which material is gravitationally bound to that star. When a star fills its Roche lobe, its outer layers can be distorted by the gravitational pull of its companion star, often leading to a teardrop shape as the material is pulled towards the companion.

Can the teardrop shape lead to mass transfer between stars in a binary system?

Yes, the teardrop shape can lead to mass transfer between stars in a binary system. If one star fills its Roche lobe, material from its outer layers can flow towards the companion star, leading to mass transfer. This process can significantly affect the evolution and appearance of both stars.

Do all binary star systems exhibit teardrop-shaped stars?

No, not all binary star systems exhibit teardrop-shaped stars. The shape distortion depends on several factors, including the distance between the stars, their masses, and their evolutionary stages. Teardrop shapes are more common in close binary systems where tidal forces are strong enough to cause significant deformation.

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