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Chapter 3 Trivial U

`here we set U=11 and m0=0

3.1 b5.85/L20T40/trivialU/eta_0.0_M02_0.0_mu03_0.0_csw_1.0_rho0.98_trivialU

T L rho eta csw mu03 m0
40 20 0.98 0 1 0 0

mPS = 0.0095563(31)

0510152000.20.40.60.811.21.41.61.8
($m_PS$,1)$m_PS$$x_0/a$$m_PS$

mDS3 = 1

mS0 = 0.0095550(31)

0510152000.20.40.60.811.21.41.6
($m_S0$,1)$m_S0$$x_0/a$$m_S0$

rAWI = -0.0038(21)

mPCAC = 2.5(0.7)e-6

mnum = 1

0510152000.511.522.533.54
($m_num$,1)$m_num$$x_0/a$$m_num$

mden = 1

0510152000.511.522.533.5
($m_den$,1)$m_den$$x_0/a$$m_den$

3.2 b5.85/L20T40/trivialU/eta_m0.1_M02_0.0_mu03_0.0_csw_1.0_rho0.98_trivialU

T L rho eta csw mu03 m0
40 20 0.98 -0.1 1 0 0

mPS = 0.01048(21)

0510152000.20.40.60.811.21.41.61.8
($m_PS$,1)$m_PS$$x_0/a$$m_PS$

mDS3 = 1

mS0 = 0.01050(21)

0510152000.20.40.60.811.21.41.6
($m_S0$,1)$m_S0$$x_0/a$$m_S0$

rAWI = -0.2110(56)

mPCAC = 0.00045(11)

mnum = 1

05101520−0.500.511.522.533.5
($m_num$,1)$m_num$$x_0/a$$m_num$

mden = 1

0510152000.511.522.533.5
($m_den$,1)$m_den$$x_0/a$$m_den$

3.3 b5.85/L20T40/trivialU/eta_m1.0_M02_0.0_mu03_0.0_csw_1.0_rho0.98_trivialU

T L rho eta csw mu03 m0
40 20 0.98 -1 1 0 0

mPS = 0.0272(22)

0510152000.20.40.60.811.21.41.61.8
($m_PS$,1)$m_PS$$x_0/a$$m_PS$

mDS3 = 1

mS0 = 0.0164(33)

0510152000.20.40.60.811.21.41.6
($m_S0$,1)$m_S0$$x_0/a$$m_S0$

rAWI = -2.57(27)

mPCAC = 0.0220(11)

mnum = 1

mden = 1

0510152000.511.522.533.54
($m_den$,1)$m_den$$x_0/a$$m_den$
T L rho eta csw mu03 m0 m_ps m_Ds3 m_S0 r_awi m_pcac
40 20 0.98 0.0 1 0 0 0.0095563(31) 1 0.0095550(31) -0.0038(21) 2.5(0.7)e-6
40 20 0.98 -0.1 1 0 0 0.01048(21) 1 0.01050(21) -0.2110(56) 0.00045(11)
40 20 0.98 -1.0 1 0 0 0.0272(22) 1 0.0164(33) -2.57(27) 0.0220(11)

3.4 compare plots Trivial ρ=1.96

the chi2 of the fit is the radius of the red circle around the points

3.5 Summary table trivial

rhoetamu03m0m_psm_S0r_awim_pcac
-1.0 0.0
0.980000.0095563(31)0.0095550(31)-0.0038(21)2.5(0.7)e-6
0.98-0.1000.01048(21)0.01050(21)-0.2110(56)0.00045(11)
0.98-1000.0272(22)0.0164(33)-2.57(27)0.0220(11)
Showing 1 to 3 of 3 entries

3.6 Summary Plots trivial

We did not find a plateau in MPS. The radius of the red circles represent of the χ2, notice that the radius is relative to the plot and do not compare radius from different plots

−1−0.8−0.6−0.4−0.200.010.0150.020.0250.03
0.98$\eta$$M_{PS}$$(\rho)$
−1−0.8−0.6−0.4−0.20−3−2.5−2−1.5−1−0.50
0.98$\eta$$r_{AWI}$$(\rho)$
−1−0.8−0.6−0.4−0.2000.0050.010.0150.02
0.98$\eta$$m_{pcac}$$(\rho)$