- #1

olgerm

Gold Member

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## Main Question or Discussion Point

Schrödinger equation for N-particles is:

[itex]U_{System Potential Energy}(r_1,r_2,r_3,...,r_n,t)-\sum_{n=1}^{n_{max}}(\sum_{d=0}^{d_{max}}(\frac{d^2Ψ(r_1,r_2,r_3,...,r_n,t)}{dx_n^2})*\frac{ħ^2}{m_n})=i*ħ \frac{dΨ(r_1,r_2,r_3,...,r_n,t)}{dt}[/itex]

Where [itex]\sum_{d=0}^{d_{max}}[/itex] is summation over dimensions.

Where [itex]\sum_{n=1}^{n_{max}}[/itex] is summation over particles.

1.Which formula is used to calculate U_

2.Is there any potential between 2 particles with different color charges?

3.Is there any potential between 2 or more particles with same color charges?

4.Which is U_

a) One green Up-quark and one blue Down-quark?

b) Two blue Up-quark?

c) One red Down-quark ,one green Up-quark and one blue Down-quark?

d) One blue Up-quark and one green Charm-quark?

[itex]U_{System Potential Energy}(r_1,r_2,r_3,...,r_n,t)-\sum_{n=1}^{n_{max}}(\sum_{d=0}^{d_{max}}(\frac{d^2Ψ(r_1,r_2,r_3,...,r_n,t)}{dx_n^2})*\frac{ħ^2}{m_n})=i*ħ \frac{dΨ(r_1,r_2,r_3,...,r_n,t)}{dt}[/itex]

Where [itex]\sum_{d=0}^{d_{max}}[/itex] is summation over dimensions.

Where [itex]\sum_{n=1}^{n_{max}}[/itex] is summation over particles.

1.Which formula is used to calculate U_

_{System Potential Energy}(r_1,r_2,r_3,...,r_n,t) energy if we also consider weak nuclear and strong nuclear interaction?2.Is there any potential between 2 particles with different color charges?

3.Is there any potential between 2 or more particles with same color charges?

4.Which is U_

_{System Potential Energy}(r_1,r_2,r_3,...,r_n,t) for particle system:a) One green Up-quark and one blue Down-quark?

b) Two blue Up-quark?

c) One red Down-quark ,one green Up-quark and one blue Down-quark?

d) One blue Up-quark and one green Charm-quark?