Chapter 16 Continuum fits aWμphys Lref separate

16.0.1 separate

The continuum fit is done with the function aWμ(eq,ℓ)=P[0]+P[2]a2aWμ(op,ℓ)=P[1]+P[3]a2

the data are interpolated to Lref=5.46 fm (only the B, for C and D we assume they already are there)

16.0.1.1 amu_W_lphys_Lref_separate_OS__w1__cov

χ2dof= 3.25546

P[0]= 2.0359(15)e-8

16.0.1.2 amu_W_lphys_separate_TM__w1__cov

χ2dof= 2.16718

P[0]= 2.0524(18)e-8

16.0.1.3 amu_W_lphys_separate_OS__w1_a2_cov

χ2dof= 5.50891

P[0]= 2.0352(87)e-8

P[1]= 2(16)e-9

16.0.1.4 amu_W_lphys_separate_TM__w1_a2_cov

χ2dof= 2.34727

P[0]= 2.0639(76)e-8

P[1]= -2.3(1.5)e-8

00.0010.0020.0030.0040.0050.0060.0070.0082.025e−82.03e−82.035e−82.04e−82.045e−82.05e−82.055e−82.06e−82.065e−82.07e−8
OSTMamu_W_lphys_separate_TM__w1_a2_cov$a^2(\mbox{fm})$$a_{\mu}^W$

16.0.2 cuts

16.0.2.1 amu_W_lphys_Lref___w1_a2_cov

χ2dof= 6.93378

P[0]= 2.0462(77)e-8

P[1]= -2.0(1.4)e-8

P[2]= 1.6(1.5)e-8

00.0010.0020.0030.0040.0050.0060.0070.0082.025e−82.03e−82.035e−82.04e−82.045e−82.05e−82.055e−82.06e−82.065e−8
amu_W_lphys_Lref___w1_a2_cov$a^2(\mbox{fm})$$a_{\mu}^W$

16.0.2.2 amu_W_lphys_Lref_OS2__w1_a2_cov

χ2dof= 1.19325

P[0]= 2.0644(81)e-8

P[1]= -7.2(1.7)e-8

P[2]= -2.4(1.6)e-8

00.0010.0020.0030.0040.0050.0060.0070.0082e−82.01e−82.02e−82.03e−82.04e−82.05e−82.06e−82.07e−8
amu_W_lphys_Lref_OS2__w1_a2_cov$a^2(\mbox{fm})$$a_{\mu}^W$

16.0.2.3 amu_W_lphys_Lref_TM2__w1_a2_cov

χ2dof= 7.1121

P[0]= 2.0443(90)e-8

P[1]= -1.5(1.6)e-8

P[2]= 2.0(2.0)e-8

00.0010.0020.0030.0040.0050.0060.0070.0082.03e−82.035e−82.04e−82.045e−82.05e−82.055e−82.06e−82.065e−82.07e−8
amu_W_lphys_Lref_TM2__w1_a2_cov$a^2(\mbox{fm})$$a_{\mu}^W$

16.0.2.4 amu_W_lphys_Lref_OS2_TM2__w1_a2_cov

χ2dof= 1.72314

P[0]= 2.079(17)e-8

P[1]= -1.05(39)e-7

P[2]= -6.1(4.0)e-8

00.0010.0020.0030.0040.0050.0060.0070.0081.98e−82e−82.02e−82.04e−82.06e−82.08e−82.1e−8
amu_W_lphys_Lref_OS2_TM2__w1_a2_cov$a^2(\mbox{fm})$$a_{\mu}^W$

16.0.3 Padè

16.0.3.1 amu_W_lphys_pade_TM__w1_cov

χ2dof= 2.72418

P[0]= 2.0610(60)e-8

P[1]= -1.6(1.3)e-8

P[2]= 2795.9(4.5)

P[3]= 2832.3(4.6)

00.0010.0020.0030.0040.0050.0060.0070.0082.03e−82.035e−82.04e−82.045e−82.05e−82.055e−82.06e−82.065e−8
amu_W_lphys_pade_TM__w1_cov$a^2(\mbox{fm})$$a_{\mu}^W$

16.0.3.2 amu_W_lphys_pade_OS__w1_cov

χ2dof= 3.12531

P[0]= 2.0312(63)e-8

P[1]= 9(12)e-9

P[2]= 5.829(62)e+7

P[3]= 5.769(64)e+7

00.0010.0020.0030.0040.0050.0060.0070.0082.025e−82.03e−82.035e−82.04e−82.045e−82.05e−82.055e−82.06e−82.065e−8
amu_W_lphys_pade_OS__w1_cov$a^2(\mbox{fm})$$a_{\mu}^W$

16.0.4 diff-Ratio

16.0.4.1 amu_W_lphys_DR_R__w1__cov

χ2dof= 4.29314

P[0]= -3.39(40)e-8

P[1]= -1.65(19)

00.0020.0040.0060.008−3e−10−2.5e−10−2e−10−1.5e−10−1e−10−0.5e−100
amu_W_lphys_DR_R__w1__cov$a^2(\mbox{fm})$$D$
00.0010.0020.0030.0040.0050.0060.0070.0080.9860.9880.990.9920.9940.9960.9981
amu_W_lphys_DR_R__w1__cov$a^2(\mbox{fm})$$R$

16.0.5 a4

16.0.5.1 amu_W_lphys_poly__w1_a4OS_cov

χ2dof= 1.56557

P[0]= 2.0621(79)e-8

P[1]= -1.14(23)e-7

P[2]= -1.9(1.6)e-8

P[3]= 1.17(27)e-5

00.0010.0020.0030.0040.0050.0060.0070.0082.03e−82.035e−82.04e−82.045e−82.05e−82.055e−82.06e−82.065e−82.07e−8
amu_W_lphys_poly__w1_a4OS_cov$a^2(\mbox{fm})$$a_{\mu}^W$

16.0.6 STrange

16.0.6.1 amu_W_sphys_Mphi_DR_R1_log3_w3_+log_cov

χ2dof= 46.352

P[0]= -4.24(17)e-9

P[1]= -1.437(71)

P[2]= -6.7(1.8)

00.0020.0040.0060.008−4e−11−3.5e−11−3e−11−2.5e−11−2e−11−1.5e−11−1e−11−0.5e−110
amu_W_sphys_Mphi_DR_R1_log3_w3_+log_cov$a^2(\mbox{fm})$$D$
00.0010.0020.0030.0040.0050.0060.0070.0080.9860.9880.990.9920.9940.9960.9981
amu_W_sphys_Mphi_DR_R1_log3_w3_+log_cov$a^2(\mbox{fm})$$R$
00.0010.0020.0030.0040.0050.0060.0070.0082.65e−92.7e−92.75e−92.8e−92.85e−92.9e−9
amu_W_sphys_Mphi_DR_R1_log3_w3_+log_cov$a^2(\mbox{fm})$$R$