- #1
Kenai
- 4
- 0
Hi guys,
If I have a [tex]\Sigma[/tex] triplet of baryons, how do I calculate the EM and gravitational binding energy of these baryons? (assuming there is 1fm of distance between quarks and that each quark has 1/3 the mass of the [tex]\Sigma[/tex]),
I guess I have to use the EM and Gravitational Potential Energies for this.
Will be ok using the Rydberg Energy Formula for thr EM binding energie?
[tex]E = \frac{1}{2} {\alpha}^2 (\mu {c}^2)[/tex]
With [tex]\mu[/tex] being the reduced mass.
http://books.google.com.pe/books?id...ge&q="electromagnetic binding energy"&f=false
And what about the Gravitational thing? (just U = G m1m2 /r ?)
Thank you.
If I have a [tex]\Sigma[/tex] triplet of baryons, how do I calculate the EM and gravitational binding energy of these baryons? (assuming there is 1fm of distance between quarks and that each quark has 1/3 the mass of the [tex]\Sigma[/tex]),
I guess I have to use the EM and Gravitational Potential Energies for this.
Will be ok using the Rydberg Energy Formula for thr EM binding energie?
[tex]E = \frac{1}{2} {\alpha}^2 (\mu {c}^2)[/tex]
With [tex]\mu[/tex] being the reduced mass.
http://books.google.com.pe/books?id...ge&q="electromagnetic binding energy"&f=false
And what about the Gravitational thing? (just U = G m1m2 /r ?)
Thank you.