 &nt
 !
 ! Input for xedge
 ! JT60U 16101
 !
      lbound(1)   = 1            ! Use power threshold model
      lbound(2)   = 1            ! Use a simple empirical model
      lbound(3)   = 3            ! Use normalized pressure model
      rminor      = 0.842E+00    ! Minor Radius [m]
      rmajor      = 3.194E+00    ! Major Radius [m]
      kappa       = 1.624E+00    ! Elongation
      delta       = 0.084E+00    ! Triangularity
      current     = 2.480E+00    ! Current [MA]
      btor        = 4.204E+00    ! Magnetic Field [Tesla]
      nebar       = 2.260E+19    ! Line Average Density [particles/m^3]
      hydmass     = 2.000E+00    ! Average Hydrogenic Mass [AMU]
      zeff        = 2.500E+00    ! Effective charge
      ploss       = 1.600E+01	 ! Power crossing separatrix [MW]
 /
 ------------------
 Summary of Results
 ------------------

 Model used for predicting L-H transition: 
 Power threshold model

 Plasma is in H mode

 Model used for predicting pedestal density: 
 Simple empirical model

 Density at the top of the pedestal (nped)  = .160E+20 particles/m^3
 Greenwald Density (nGr)                    = .111E+21 particles/m^3
 nped/nGr                                   = 0.144

 Model used for predicting pedestal temperature: 
 Flow shear stabilization

 Predicted pedestal temperature (keV)          = 4.274
 Predicted pedestal width (cm)                 = 4.171
 Predicted critical pressure gradient (Pa/m)   = 0.527E+06
 Number of iteration used for temperature      = 21
