Chapter 14 Eϕ1 vs E3ϕ0

14.0.1 P=(0,0,0)

14.0.1.1 ground state

2426283032340.1340.1360.1380.140.1420.144
.shape.color(0,-4.9 -4.68)(0.06,-4.895 -4.669)(0.06,-4.895 -4.674)(0.06,-4.895 -4.6745)(0.06,-4.895 -4.675)(0.06,-4.895 -4.677)(0.25,-4.864 -4.705)(0.25,-4.864 -4.71)(0.25,-4.868 -4.71)LmE(p=(0,0,0))/m

14.0.1.2 second and third state

3.544.52.9533.053.13.153.2
m0,m1g(0,-4.9 -4.68)(0.06,-4.895 -4.669)(0.06,-4.895 -4.674)(0.06,-4.895 -4.6745)(0.06,-4.895 -4.675)(0.06,-4.895 -4.677)(0.25,-4.864 -4.705)(0.25,-4.864 -4.71)(0.25,-4.868 -4.71)LmE(p=(0,0,0))/m
2426283032340.4150.420.4250.430.4350.440.4450.45
m0,m1g(0,-4.9 -4.68)(0.06,-4.895 -4.669)(0.06,-4.895 -4.674)(0.06,-4.895 -4.6745)(0.06,-4.895 -4.675)(0.06,-4.895 -4.677)(0.25,-4.864 -4.705)(0.25,-4.864 -4.71)(0.25,-4.868 -4.71)LmE(p=(0,0,0))
3.544.500.010.020.030.040.050.060.070.080.09
m0,m1g(0,-4.9 -4.68)(0.25,-4.868 -4.71)Lm(E1-E3)/m (p=(0,0,0))
−4.69−4.68−4.67−4.66−4.652.933.13.23.33.43.5
.shape.color-4.9 -4.65-4.9 -4.665-4.9 -4.67-4.9 -4.68-4.9 -4.69$g=0$LmE(p=(0,0,0))/m
#> 
#> We set $m_0=1$ for the plot below
253035400.20.40.60.811.2
.shape.color(-0.1,-4.9 -4.65)(0,-4.9 -4.65)(0,-4.9 -4.665)(0,-4.9 -4.67)(0,-4.9 -4.68)(0,-4.9 -4.69)(0.025,-4.9 -4.65)(0.06,-4.895 -4.669)(0.06,-4.895 -4.674)(0.06,-4.895 -4.6745)(0.06,-4.895 -4.675)(0.06,-4.895 -4.677)(0.1,-4.893 -4.65)(0.1,-4.895 -4.65)(0.1,-4.9 -4.65)(0.25,-4.72 -4.7)(0.25,-4.8 -4.69)(0.25,-4.8 -4.7)(0.25,-4.864 -4.705)(0.25,-4.864 -4.71)(0.25,-4.868 -4.65)(0.25,-4.868 -4.67)(0.25,-4.868 -4.68)(0.25,-4.868 -4.7)(0.25,-4.868 -4.71)(0.25,-4.868 -4.72)(0.25,-4.87 -4.72)(0.25,-4.872 -4.65)(0.25,-4.875 -4.65)(0.25,-4.88 -4.7)(0.25,-4.886 -4.65)(0.25,-4.8875 -4.65)(0.25,-4.9 -4.65)(0.25,-4.9 -4.68)(0.5,-4.75 -4.72)(0.5,-4.75 -5)(0.5,-4.755 -4.72)(0.5,-4.755 -4.8)(0.5,-4.765 -4.7)(0.5,-4.78 -4.69)(0.5,-4.792 -4.685)LmE(p=(0,0,0))
#> 
#> We set $m_0=1$ for the plot below
024601020304050607080
.color.shape(-0.1,-4.9)(0,-4.9)(0.025,-4.9)(0.06,-4.895)(0.1,-4.9)(0.1,-4.895)(0.1,-4.893)(0.25,-4.9)(0.25,-4.8875)(0.25,-4.886)(0.25,-4.88)(0.25,-4.875)(0.25,-4.872)(0.25,-4.87)(0.25,-4.868)(0.25,-4.864)(0.25,-4.8)(0.25,-4.72)(0.5,-4.792)(0.5,-4.78)(0.5,-4.765)(0.5,-4.755)(0.5,-4.75)LmE3-E1(p=(0,0,0))

14.0.2 P=(1,0,0)

024602004006008001000
.shape.color(-0.1,-4.9 -4.65)(0,-4.9 -4.65)(0,-4.9 -4.665)(0,-4.9 -4.67)(0,-4.9 -4.68)(0,-4.9 -4.69)(0.025,-4.9 -4.65)(0.06,-4.895 -4.669)(0.06,-4.895 -4.674)(0.06,-4.895 -4.6745)(0.06,-4.895 -4.675)(0.06,-4.895 -4.677)(0.1,-4.893 -4.65)(0.1,-4.895 -4.65)(0.1,-4.9 -4.65)(0.25,-4.72 -4.7)(0.25,-4.8 -4.69)(0.25,-4.8 -4.7)(0.25,-4.864 -4.705)(0.25,-4.864 -4.71)(0.25,-4.868 -4.65)(0.25,-4.868 -4.67)(0.25,-4.868 -4.68)(0.25,-4.868 -4.7)(0.25,-4.868 -4.71)(0.25,-4.868 -4.72)(0.25,-4.87 -4.72)(0.25,-4.872 -4.65)(0.25,-4.875 -4.65)(0.25,-4.88 -4.7)(0.25,-4.886 -4.65)(0.25,-4.8875 -4.65)(0.25,-4.9 -4.65)(0.25,-4.9 -4.68)(0.5,-4.75 -4.72)(0.5,-4.75 -5)(0.5,-4.755 -4.72)(0.5,-4.755 -4.8)(0.5,-4.765 -4.7)(0.5,-4.78 -4.69)(0.5,-4.792 -4.685)LmE_{cm}(p=(1,0,0))/m
#> 
#> We set $m_0=1$ for the plot below
024602004006008001000
.color.shape(-0.1,-4.9)(0,-4.9)(0.025,-4.9)(0.06,-4.895)(0.1,-4.9)(0.1,-4.895)(0.1,-4.893)(0.25,-4.9)(0.25,-4.8875)(0.25,-4.886)(0.25,-4.88)(0.25,-4.875)(0.25,-4.872)(0.25,-4.87)(0.25,-4.868)(0.25,-4.864)(0.25,-4.8)(0.25,-4.72)(0.5,-4.792)(0.5,-4.78)(0.5,-4.765)(0.5,-4.755)(0.5,-4.75)LmE3/E1 (p=(1,0,0))

14.0.3 P=(1,1,0)