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Required arguments to surface: -G sets output grd File name -I sets the Increment of the grid; enter xinc, optionally xinc/yinc. Default is yinc = xinc. Append an m [or c] to xinc or yinc to indicate minutes [or seconds] e.g. -I10m/5m grids longitude every 10 minutes, latitude every 5 minutes. OPTIONS: -A = 1.0 by default which gives an isotropic solution. i.e. xinc and yinc assumed to give derivatives of equal weight; if not, specify such that yinc = xinc / . e.g. if gridding lon,lat use = cosine(middle of lat range). -C iteration stops when max abs change is less than default will choose 0.001 of the range of your z data (1 ppt precision). Enter your own convergence limit in same units as z data. -L without any modifiers indicate that x is longitude and periodic in 360: -L constrain the range of output values: -Ll specifies lower limit; forces solution to be >= . -Lu specifies upper limit; forces solution to be <= . can be any number, or the letter d for min (or max) input data value, or the filename of a grdfile with bounding values. [Default solution unconstrained]. Example: -Ll0 gives a non-negative solution. -N sets max in each cycle; default = 250. -S sets to initialize grid; default = 0 will skip this step. This step is slow and not needed unless grid dimensions are pathological; i.e., have few or no common factors. Append m to give in minutes. -T adds Tension to the gridding equation; use a value between 0 and 1. default = 0 gives minimum curvature (smoothest; bicubic) solution. 1 gives a harmonic spline solution (local max/min occur only at data points). typically 0.25 or more is good for potential field (smooth) data; 0.75 or so for topography. Experiment. Append B or b to set tension in boundary conditions only; Append I or i to set tension in interior equations only; No appended letter sets tension for both to same value. -Q Query for grid sizes that might run faster than your -R -I give. Append l for long verbose -Z sets . Default = 1.4 Use a value between 1 and 2. Larger number accelerates convergence but can be unstable. Use 1 if you want to be sure to have (slow) stable convergence. Default is 3 input columns. (For additional details, see Smith & Wessel, Geophysics, 55, 293-305, 1990.) %s: GMT SYNTAX ERROR: Must specify -R option %s: GMT SYNTAX ERROR -I option. Must specify positive increment(s) %s: GMT SYNTAX ERROR -N option. Max iterations must be nonzero %s: GMT SYNTAX ERROR -Z option. Relaxation value must be 1 <= z <= 2 %s: GMT SYNTAX ERROR option -G: Must specify output file %s: GMT SYNTAX ERROR. Binary input data cannot have header -H %s: GMT SYNTAX ERROR. Binary input data (-bi) must have at least 3 columns %s: GMT SYNTAX ERROR. Only one input file allowed. Preprocess you files with blockmean/median/mode first doublesingle%s: Expects %d-column %s-precision binary data W: %s E: %s S: %s N: %s nx: %%d ny: %%d %s: WARNING: Your grid dimensions are mutually prime. Grid Mode Iteration Max Change Conv Limit Total Iterations %%s: Warning: no data inside search radius at: %s %s %s: Mismatch between actual (%d) and expected (%d) fields near line %d %s: No datapoints inside region, aborts %s %s %s %s: Minimum value of your dataset x,y,z at: %s: Maximum value of your dataset x,y,z at: %s: Warning: Your lower value is > than min data value. %s: Warning: Your upper value is < than max data value. %s: Error writing file %s %%4d %%c %%8d %s %s %%10d Fit info: N data points N nodes mean error rms error curvature %%8d %%8d %s %s %s %s: %d unusable points were supplied; these will be ignored. You should have pre-processed the data with block-mean, -median, or -mode. %s: WARNING: Input data lie exactly on a plane. %s: Error opening file %s %s: lower limit file not of proper dimension! %s: Error reading file %s %s: upper limit file not of proper dimension! %s: HINT: Choosing nx = %d, ny = %d might cut run time by a factor of %.8lg %s: Cannot suggest any nx,ny better than your -R -I define. N@?@?@@@$@ @?????@?@???@@@?@@@??@?MbP?P(⍀(PPP⍀PPP⍀PPP⍀PlPgP⍀PSPNP⍀P:P5P⍀P!PP⍀PPP⍀POOk⍀kPOOV⍀VPOOA⍀APOO,⍀,POO⍀PrOmO⍀PYOTO⍀P@O;O⍀P'O"O⍀PO O⍀PNN⍀PNN⍀PNNo⍀oPNNZ⍀ZPNNE⍀EPxNsN0⍀0P_NZN⍀PFNAN⍀P-N(N⍀PNN⍀PMM⍀PMM⍀PMM⍀PMM⍀PMMs⍀sP~MyM^⍀^PeM`MI⍀IPLMGM4⍀4P3M.M⍀PMM ⍀ PML⍀PLL⍀PLL⍀PLL⍀PLL⍀PLL⍀PkLfLw⍀wPRLMLb⍀bP9L4LM⍀MP LL8⍀8PLL#⍀#PKK⍀PKK⍀PKK⍀PK=Voӯ7PiͰ1Jc|DZ+D]vڲ %>WpԳ8Q$Ë$0 TP PXPڐTPАPXPiI<PvXPUlL /ՌŒ Y Q|=|0( |͋||rR@, TOX̊|ЮЮЮЮ4rfVTL>X, TXщP|~xfܔ^IC-X'|ܔ Ԉ ̈xx0j(d \xHx( x͇TOsXbGx7Ю'ЮЮЮ4цTdž XuTk]XL"HxؔمąXxؔ hȮƒ^ƒXƒDƒ:ƒ ƒ ƒƒƒ̄ƒƄƒ ƒƒƒ ƒTƒƒrXƒ^ƒTƒLƒF/ƒƒƒڃƒăƒ T`xTn `XB@:0$XׂÂ@s\A7+@ ˁ0%(% %%@%@%_Ĕ%Y%G%.%! 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