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susy_flavor.in
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susy_flavor.in
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# Example input of SUSY_FLAVOR in Les Houches-like format
#
# CAUTION: users can modify numerical data in this file but they
# should not remove existing data lines within blocks SMINPUTS,
# VCKMIN, EXTPAR, MSL2IN, MSE2IN, MSQ2IN, MSU2IN, MSD2IN, TEIN, TUIN,
# TDIN, IMMSL2IN, IMMSE2IN, IMMSQ2IN, IMMSU2IN, IMMSD2IN, IMTEIN,
# IMTUIN, IMTDIN. New data lines in each block can be added but only
# after the already defined ones. Also, comment-only lines starting
# from # as a first character can be added only just after or before
# Block XXX statements, i.e. not between data lines. Otherwise
# SUSY_FLAVOR input routine sflav_input will denounce input file as
# corrupted or read incorrect values.
#
# Full new data blocks can be added, sflav_input will ignore them.
#
Block MODSEL # Select model
1 0 # General MSSM
3 0 # MSSM particle content
4 0 # R-parity conserving MSSM
5 2 # CP violated
6 3 # Lepton and quark flavor violated
Block SOFTINP # Choose convention for the soft terms
#
# Block SOFTINP is optional - standard SLHA2 used if it is missing,
# i.e. convention=1, input_type=2, ilev=2. Otherwise:
#
# convention = 1(2): input parameters in SLHA2(hep-ph/9511250) conventions
# input_type = 1:
# sfermion off-diagonal terms given as dimensionless mass insertions
# LR diagonal terms given as dimensionless parameters
# input_type = 2:
# sfermion soft terms given as absolute values (default)
# ilev = 0
# no resummation of chirally enhanced corrections
# ilev = 1
# analytical resummation of chirally enhanced corrections
# in the limit v1,v2 << M_SUSY
# ilev = 2 (default)
# numerical iterative resummation of chirally enhanced corrections
# See comment in Blocks MSXIN2, TXIN below
1 1 # iconv (conventions, SLHA2 or hep-ph/9511250)
2 2 # input_type (dimension of soft mass entries)
3 2 # ilev (level of chiral corrections resummation)
Block SMINPUTS # Standard Model inputs
1 1.279340000e+02 # alpha^(-1) SM MSbar(MZ)
3 1.172000000e-01 # alpha_s(MZ) SM MSbar
4 9.118760000e+01 # MZ(pole)
5 4.180000000e+00 # mb(mb) SM MSbar
6 1.735000000e+02 # mtop(pole)
7 1.776840000e+00 # mtau(pole)
11 5.109989000e-04 # me(pole)
13 1.056580000e-01 # mmu(pole)
21 4.700000000e-03 # md(2 GeV) MSbar
22 2.100000000e-03 # mu(2 GeV) MSbar
23 9.340000000e-02 # ms(2 GeV) MSbar
24 1.279000000e+00 # mc(mc) MSbar
30 8.039800000e+01 # MW (pole), not a standard SLHA2 entry !!!
31 0.231160000e+00 # s_W^2 (MSbar), not a standard SLHA2 entry !!!
Block VCKMIN # CKM matrix
1 2.258000000e-01 # lambda
2 8.080000000e-01 # A
3 1.770000000e-01 # rho bar
4 3.600000000e-01 # eta bar
Block EXTPAR # non-minimal input parameters, real part
0 -1.000000000e+00 # input scale, cannot be modified (input at EW scale only)!!!
1 200 # Re(m1), U(1) gaugino mass
2 300 # Re(m2), SU(2) gaugino mass
3 600 # m3, SU(3) gaugino mass
23 200 # Re(mu)
25 4.000000000e+00 # tan(beta)
26 2.000000000e+02 # MA
Block IMEXTPAR # non-minimal input parameters, imaginary part
1 0.000000000e+02 # Im(m1), U(1) gaugino mass
2 0.000000000e+02 # Im(m2), SU(2) gaugino mass
23 1.000000000e+02 # Im(mu)
# if abs(m1) = 0 SUSY_FLAVOR uses m1=5/3 s_W^2/c_W^2 m2
#
# Soft sfermion mass matrices
#
# Off-diagonal entries may be given as absolute entries or as
# dimensionless mass insertions - then real off-diagonal entries of
# SLHA2 blocks are calculated by SUSY_FLAVOR as
# M^2(I,J) = (mass insertion)(I,J) sqrt(M^2(I,I) M^2(J,J))
# (see comments at the top of subroutine sflav_input)
#
# Below we give an example of dimensionful off-diagonal entries
#
Block MSL2IN # Left soft slepton mass matrix, real part
1 1 9.000000000e+04 # Left slepton diagonal mass^2, 1st generation
2 2 9.000000000e+04 # Left slepton diagonal mass^2, 2nd generation
3 3 9.000000000e+04 # Left slepton diagonal mass^2, 3rd generation
1 2 1.800000000e+03 # Left slepton mass insertion 12
2 3 0.000000000e+00 # Left slepton mass insertion 23
1 3 0.000000000e+00 # Left slepton mass insertion 13
Block IMMSL2IN # Left soft slepton mass matrix, imaginary part
1 2 2.700000000e+03 # Left slepton mass insertion 12
2 3 0.000000000e+00 # Left slepton mass insertion 23
1 3 0.000000000e+00 # Left slepton mass insertion 13
Block MSE2IN # Right soft slepton mass matrix, real part
1 1 9.000000000e+04 # Right selectron diagonal mass^2
2 2 9.000000000e+04 # Right smuon diagonal mass^2
3 3 9.000000000e+04 # Right stau diagonal mass^2
1 2 0.000000000e+00 # Right slepton mass insertion 12
2 3 0.000000000e+00 # Right slepton mass insertion 23
1 3 0.000000000e+00 # Right slepton mass insertion 13
Block IMMSE2IN # Right soft slepton mass matrix, imaginary part
1 2 0.000000000e+00 # Right slepton mass insertion 12
2 3 0.000000000e+00 # Right slepton mass insertion 23
1 3 0.000000000e+00 # Right slepton mass insertion 13
Block MSQ2IN # Left soft squark mass matrix, real part
1 1 2.500000000e+05 # Left squark diagonal mass^2, 1st generation
2 2 2.025000000e+05 # Left squark diagonal mass^2, 2nd generation
3 3 1.600000000e+05 # Left squark diagonal mass^2, 3rd generation
1 2 0.000000000e+00 # Left squark mass insertion 12
2 3 -1.800000000e+03 # Left squark mass insertion 23
1 3 0.000000000e+00 # Left squark mass insertion 13
Block IMMSQ2IN # Left soft squark mass matrix, imaginary part
1 2 0.000000000e+00 # Left squark mass insertion 12
2 3 1.800000000e+03 # Left squark mass insertion 23
1 3 0.000000000e+00 # Left squark mass insertion 13
Block MSU2IN # Right soft up-squark mass matrix, real part
1 1 2.025000000e+05 # Right u-squark diagonal mass^2
2 2 2.025000000e+05 # Right c-squark diagonal mass^2
3 3 4.000000000e+04 # Right stop diagonal mass^2
1 2 0.000000000e+00 # Right up-squark mass insertion 12
2 3 0.000000000e+00 # Right up-squark mass insertion 23
1 3 0.000000000e+00 # Right up-squark mass insertion 13
Block IMMSU2IN # Right soft up-squark mass matrix, imaginary part
1 2 0.000000000e+00 # Right up-squark mass insertion 12
2 3 0.000000000e+00 # Right up-squark mass insertion 23
1 3 0.000000000e+00 # Right up-squark mass insertion 13
Block MSD2IN # Right soft down-squark mass matrix, real part
1 1 3.025000000e+05 # Right d-squark diagonal mass^2
2 2 3.025000000e+05 # Right s-squark diagonal mass^2
3 3 9.000000000e+04 # Right sbottom diagonal mass^2
1 2 0.000000000e+00 # Right down-squark mass insertion 12
2 3 0.000000000e+00 # Right down-squark mass insertion 23
1 3 0.000000000e+00 # Right down-squark mass insertion 13
Block IMMSD2IN # Right soft down-squark mass matrix, imaginary part
1 2 0.000000000e+00 # Right down-squark mass insertion 12
2 3 0.000000000e+00 # Right down-squark mass insertion 23
1 3 0.000000000e+00 # Right down-squark mass insertion 13
#
# Soft sfermion trilinear mixing matrices
#
# LR mixing parameters can be given as absolute entries or as
# dimensionless diagonal A-terms and dimensionless ff-diagonal mass
# insertions - see comments at the top of subroutine sflav_input
#
# Dimensionless Entries of SLHA2 LR blocks are expanded by SUSY_FLAVOR as
# TL(I,J) = AL(I,J) (ML^2(I,I)*ME^2(J,J))**(1/4)
# TU(I,J) = AU(I,J) (MQ^2(I,I)*MU^2(J,J))**(1/4)
# TD(I,J) = AD(I,J) (MQ^2(I,I)*MD^2(J,J))**(1/4)
#
# Below we give an example of dimensionful "A terms".
#
Block TEIN # slepton trilinear mixing, real part
1 1 3.000000000e-02 # Diagonal AL term, 1st generation
2 2 3.000000000e+00 # Diagonal AL term, 2nd generation
3 3 3.000000000e+01 # Diagonal AL term, 3rd generation
1 2 0.000000000e+00 # Slepton LR mass insertion 12
2 1 0.000000000e+00 # Slepton LR mass insertion 21
2 3 6.000000000e-00 # Slepton LR mass insertion 23
3 2 0.000000000e+00 # Slepton LR mass insertion 32
1 3 0.000000000e+00 # Slepton LR mass insertion 13
3 1 0.000000000e+00 # Slepton LR mass insertion 31
Block IMTEIN # slepton trilinear mixing, imaginary part
1 1 0.000000000e+00 # Diagonal AL term, 1st generation
2 2 0.000000000e+00 # Diagonal AL term, 2nd generation
3 3 0.000000000e+00 # Diagonal AL term, 3rd generation
1 2 0.000000000e+00 # Slepton LR mass insertion 12
2 1 0.000000000e+00 # Slepton LR mass insertion 21
2 3 3.000000000e-00 # Slepton LR mass insertion 23
3 2 0.000000000e+00 # Slepton LR mass insertion 32
1 3 0.000000000e+00 # Slepton LR mass insertion 13
3 1 0.000000000e+00 # Slepton LR mass insertion 31
Block TUIN # up-squark trilinear mixing, real part
1 1 4.743000000e-03 # Diagonal AU term, 1st generation
2 2 1.800000000e-00 # Diagonal AU term, 2nd generation
3 3 2.828000000e+02 # Diagonal AU term, 3rd generation
1 2 0.000000000e+00 # Up-squark LR mass insertion 12
2 1 0.000000000e+00 # Up-squark LR mass insertion 21
2 3 0.000000000e-02 # Up-squark LR mass insertion 23
3 2 0.000000000e-02 # Up-squark LR mass insertion 32
1 3 0.000000000e+00 # Up-squark LR mass insertion 13
3 1 0.000000000e+00 # Up-squark LR mass insertion 31
Block IMTUIN # up-squark trilinear mixing, imaginary part
1 1 0.000000000e+00 # Diagonal AU term, 1st generation
2 2 0.000000000e+00 # Diagonal AU term, 2nd generation
3 3 0.000000000e+00 # Diagonal AU term, 3rd generation
1 2 0.000000000e+00 # Up-squark LR mass insertion 12
2 1 0.000000000e+00 # Up-squark LR mass insertion 21
2 3 0.000000000e-02 # Up-squark LR mass insertion 23
3 2 0.000000000e-02 # Up-squark LR mass insertion 32
1 3 0.000000000e+00 # Up-squark LR mass insertion 13
3 1 0.000000000e+00 # Up-squark LR mass insertion 31
Block TDIN # down-squark trilinear mixing, real part
1 1 -5.244000000e-02 # Diagonal AD term, 1st generation
2 2 -9.950000000e-01 # Diagonal AD term, 2nd generation
3 3 -2.771000000e+01 # Diagonal AD term, 3rd generation
1 2 0.000000000e+00 # Down-squark LR mass insertion 12
2 1 0.000000000e+00 # Down-squark LR mass insertion 21
2 3 3.674000000e-00 # Down-squark LR mass insertion 23
3 2 0.000000000e+00 # Down-squark LR mass insertion 32
1 3 0.000000000e+00 # Down-squark LR mass insertion 13
3 1 0.000000000e+00 # Down-squark LR mass insertion 31
Block IMTDIN # down-squark trilinear mixing, imaginary part
1 1 0.000000000e+00 # Diagonal AD term, 1st generation
2 2 0.000000000e+00 # Diagonal AD term, 2nd generation
3 3 0.000000000e-00 # Diagonal AD term, 3rd generation
1 2 0.000000000e+00 # Down-squark LR mass insertion 12
2 1 0.000000000e+00 # Down-squark LR mass insertion 21
2 3 -3.674000000e-00 # Down-squark LR mass insertion 23
3 2 0.000000000e+00 # Down-squark LR mass insertion 32
1 3 0.000000000e+00 # Down-squark LR mass insertion 13
3 1 0.000000000e+00 # Down-squark LR mass insertion 31
Block SFLAV_HADRON
1 0.156d0 # f_K
2 0.2d0 # f_D
3 0.193d0 # f_B_d
4 0.232d0 # f_B_s
5 0.724d0 # B_K for SM contribution to KKbar
6 1.87d0 # eta_cc in KK mixing (SM)
7 0.496d0 # eta_ct in KK mixing (SM)
8 0.577d0 # eta_ct in KK mixing (SM)
9 2.d0 # scale for B_K (non-SM)
10 0.61d0 # B_K for VLL (non-SM)
11 0.76d0 # B_K for SLL1
12 0.51d0 # B_K for SLL2
13 0.96d0 # B_K for LR1
14 1.30d0 # B_K for LR2
15 1.d0 # B_D for SM contribution
16 2.d0 # scale for B_D (non-SM)
17 1.d0 # B_D for VLL
18 1.d0 # B_D for SLL1
19 1.d0 # B_D for SLL2
20 1.d0 # B_D for LR1
21 1.d0 # B_D for LR2
22 1.22d0 # B_Bd for SM contribution
23 4.6d0 # scale for B_B (non-SM, both Bd and Bs)
24 0.87d0 # B_Bd for VLL (non-SM)
25 0.8d0 # B_Bd for SLL1
26 0.71d0 # B_Bd for SLL2
27 1.71d0 # B_Bd for LR1
28 1.16d0 # B_Bd for LR2
29 1.22d0 # B_Bs for SM contribution
30 0.55d0 # eta_b for BsBs (SM)
31 0.87d0 # B_Bs for VLL (non-SM)
32 0.8d0 # B_Bs for SLL1
33 0.71d0 # B_Bs for SLL2
34 1.71d0 # B_Bs for LR1
35 1.16d0 # B_Bs for LR2
36 1.519d-12 # Bd lifetime (experimental)
37 1.512d-12 # Bs lifetime (experimental)
38 5.27958d0 # Bd mass (experimental)
39 5.36677d0 # Bs mass (experimental)
40 3.337d-13 # Delta Bd (experimental)
41 1.17d-11 # Delta Bs (experimental)
42 0.497614d0 # K0 mass (experimental)
43 3.483d-15 # Delta mK (experimental)
44 2.229d-3 # eps_K (experimental)
45 1.8645d0 # D0 mass (experimental)
46 1.56d-14 # Delta mD (experimental)
47 2.231d-10 # parameter kappa in K^0->pi^0vv calculations
48 5.173d-11 # parameter kappa in K^+->pi^+vv calculations
49 0.41d0 # parameter P_c in K->pivv calculations
50 0.013d-10 # error of ak0
51 0.024d-11 # error of akp
52 0.03d0 # error of pc
53 0.79d0 # neutron EDM_d QCD coefficient
54 -0.2d0 # neutron EDM_u QCD coefficient
55 0.59d0 # neutron CDM_d QCD coefficient
56 0.3d0 # neutron CDM_u QCD coefficient
57 3.4d0 # neutron CDM_g QCD coefficient
58 1.18d0 # neutron EDM chiral symmetry breaking scale
59 1.5d0 # pole c quark mass (in B-->X_s gamma and t->cH)
60 0.1872d0 # Br(tau->evv)
61 5.27917d0 # M_B+
62 0.297d0 # Br(B->D tau nu)/Br(B->D l nu) in SM
63 0.017d0 # error of Br(B->D tau nu)/Br(B->D l nu) in SM
64 0.252d0 # Br(B->D* tau nu)/Br(B->D* l nu) in SM
65 0.003d0 # error of Br(B->D* tau nu)/Br(B->D* l nu) in SM