
---- Minimum Surface Area With Plate Problem -----
mx:8, my:6, bmx:3, bmy:3, height:0.2
iter =   0, Function value 1.67039, Residual: 0.47529 
iter =   0, Function value 1.58436, Residual: 0.551899 
iter =   1, Function value 1.52951, Residual: 0.184763 
iter =   2, Function value 1.51894, Residual: 0.301819 
iter =   3, Function value 1.51123, Residual: 0.112218 
iter =   4, Function value 1.50982, Residual: 0.0929645 
iter =   5, Function value 1.50903, Residual: 0.0692067 
iter =   6, Function value 1.50882, Residual: 0.153327 
iter =   7, Function value 1.50811, Residual: 0.117845 
iter =   8, Function value 1.50762, Residual: 0.0977029 
iter =   9, Function value 1.50726, Residual: 0.0787403 
iter =  10, Function value 1.50697, Residual: 0.064851 
iter =  11, Function value 1.50675, Residual: 0.0527147 
iter =  12, Function value 1.50657, Residual: 0.0436322 
iter =  13, Function value 1.50642, Residual: 0.0383386 
iter =  14, Function value 1.5063, Residual: 0.0334914 
iter =  15, Function value 1.5062, Residual: 0.0303921 
iter =  16, Function value 1.50611, Residual: 0.0268841 
iter =  17, Function value 1.50604, Residual: 0.0240955 
iter =  18, Function value 1.50598, Residual: 0.021272 
iter =  19, Function value 1.50593, Residual: 0.0189403 
iter =  20, Function value 1.50589, Residual: 0.0175742 
iter =  21, Function value 1.50585, Residual: 0.0157372 
iter =  22, Function value 1.50582, Residual: 0.0146013 
iter =  23, Function value 1.5058, Residual: 0.013093 
iter =  24, Function value 1.50577, Residual: 0.0121483 
iter =  25, Function value 1.50576, Residual: 0.0109073 
iter =  26, Function value 1.50574, Residual: 0.0101209 
iter =  27, Function value 1.50573, Residual: 0.00909719 
iter =  28, Function value 1.50572, Residual: 0.00844177 
iter =  29, Function value 1.50571, Residual: 0.00759479 
iter =  30, Function value 1.5057, Residual: 0.00704786 
iter =  31, Function value 1.5057, Residual: 0.00634527 
iter =  32, Function value 1.50569, Residual: 0.00588837 
iter =  33, Function value 1.50569, Residual: 0.00530425 
iter =  34, Function value 1.50568, Residual: 0.00492224 
iter =  35, Function value 1.50568, Residual: 0.00443575 
iter =  36, Function value 1.50568, Residual: 0.00411615 
iter =  37, Function value 1.50567, Residual: 0.00371042 
iter =  38, Function value 1.50567, Residual: 0.00344294 
iter =  39, Function value 1.50567, Residual: 0.00310423 
iter =  40, Function value 1.50567, Residual: 0.0028803 
iter =  41, Function value 1.50567, Residual: 0.00259734 
iter =  42, Function value 1.50567, Residual: 0.00240986 
iter =  43, Function value 1.50567, Residual: 0.00217335 
iter =  44, Function value 1.50567, Residual: 0.00201637 
iter =  45, Function value 1.50567, Residual: 0.00181862 
iter =  46, Function value 1.50567, Residual: 0.00168719 
iter =  47, Function value 1.50566, Residual: 0.0015218 
iter =  48, Function value 1.50566, Residual: 0.00141176 
iter =  49, Function value 1.50566, Residual: 0.00127343 
iter =  50, Function value 1.50566, Residual: 0.0011813 
iter =  51, Function value 1.50566, Residual: 0.00106558 
iter =  52, Function value 1.50566, Residual: 0.000988455 
iter =  53, Function value 1.50566, Residual: 0.00089165 
iter =  54, Function value 1.50566, Residual: 0.000827084 
iter =  55, Function value 1.50566, Residual: 0.000746097 
iter =  56, Function value 1.50566, Residual: 0.000692051 
iter =  57, Function value 1.50566, Residual: 0.000624294 
iter =  58, Function value 1.50566, Residual: 0.000579057 
iter =  59, Function value 1.50566, Residual: 0.000522369 
iter =  60, Function value 1.50566, Residual: 0.000484508 
iter =  61, Function value 1.50566, Residual: 0.000437079 
iter =  62, Function value 1.50566, Residual: 0.000405392 
iter =  63, Function value 1.50566, Residual: 0.00036571 
iter =  64, Function value 1.50566, Residual: 0.000339193 
iter =  65, Function value 1.50566, Residual: 0.000305992 
iter =  66, Function value 1.50566, Residual: 0.000283801 
iter =  67, Function value 1.50566, Residual: 0.000256023 
iter =  68, Function value 1.50566, Residual: 0.000237453 
iter =  69, Function value 1.50566, Residual: 0.000214213 
iter =  70, Function value 1.50566, Residual: 0.000198673 
iter =  71, Function value 1.50566, Residual: 0.000179229 
iter =  72, Function value 1.50566, Residual: 0.000166226 
iter =  73, Function value 1.50566, Residual: 0.000149957 
iter =  74, Function value 1.50566, Residual: 0.000139077 
iter =  75, Function value 1.50566, Residual: 0.000125466 
iter =  76, Function value 1.50566, Residual: 0.000116362 
iter =  77, Function value 1.50566, Residual: 0.000104974 
iter =  78, Function value 1.50566, Residual: 9.73568e-05 
Tao Object: 1 MPI process
  type: bncg
    CG Type: pcgd
    Skipped Stepdirection Updates: 0
    Scaled gradient steps: 0
    Pure gradient steps: 1
    Not a descent direction: 0
    Line search fails: 0
  TaoLineSearch Object: 1 MPI process
    type: more-thuente
    maximum function evaluations=30
    tolerances: ftol=0.0001, rtol=1e-10, gtol=0.9
    total number of function evaluations=0
    total number of gradient evaluations=0
    total number of function/gradient evaluations=2
    using variable bounds
    Termination reason: 1
  Active Set subset type: subvec
  convergence tolerances: gatol=0.0001,   grtol=1e-08,  steptol=0.,   gttol=0.
  Residual in Function/Gradient:=9.73568e-05
  Objective value=1.50566
  total number of iterations=78,                          (max: 2000)
  total number of function/gradient evaluations=165,      (max: 4000)
  Solution converged:    ||g(X)|| <= gatol
