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EUiE EU eE E U$aE $E$U(]E (E(U,YE ,E,U0UE 0E0U4QE 4E4U8ME 8E8U;:(:x8$74310ABSACOSACOSHADDANDASINASINHATANATAN2ATANHBEIBERCEILCHIDISTCOSCOSDCOSHD2DT2D2RDILOGDIVDDTDUPERFERFCERFINVEQEXCHEXPFDISTFLOORFMODGEGTHYPOTI0I1ININTINVISNANJ0J1JNK0K1KNKEIKERLELMSSCLLOGLOG10LOG1PLOWERLTMADMAXMEANMEDMINMODEMULNANNEGNRANDORPLMPOPPOWR2R2DRANDRINTSIGNSINSINDSINHSQRTSTDSTEPSTEPTSUBSUMTANTANDTANHTDISTUPPERXORY0Y1YNPIpiEexT+-^3.4.1gmtmath %s - Reverse Polish Notation (RPN) calculator for table data usage: gmtmath [-C] [-H[]] [-N/] [-Q] [-S] [-T[]] [-bi[s][]] [-bo[s][]] [-V] A B op C op ... = [outfile] A, B, etc are table files, constants, or symbols (see below) The stack can hold up to %d entries (given enough memory) Trigonometric operators expect radians. The operators are: Name #args Returns: ----------------------- ABS 1 abs (A). ACOS 1 acos (A). ACOSH 1 acosh (A). ADD(+) 2 A + B. AND 2 NaN if A and B == NaN, B if A == NaN, else A. ASIN 1 asin (A). ASINH 1 asinh (A). ATAN 1 atan (A). ATAN2 2 atan2 (A, B). ATANH 1 atanh (A). BEI 1 bei (A). BER 1 ber (A). CEIL 1 ceil (A) (smallest integer >= A). CHIDIST 2 Chi-squared-distribution P(chi2,nu), with chi2 = A and nu = B. COS 1 cos (A) (A in radians). COSD 1 cos (A) (A in degrees). COSH 1 cosh (A). D2DT2 1 d^2(A)/dt^2 2nd derivative. D2R 1 Converts Degrees to Radians. DILOG 1 Dilog (A). DIV(/) 2 A / B. DDT 1 d(A)/dt 1st derivative. DUP 1 Places duplicate of A on the stack. ERF 1 Error function of A. ERFC 1 Complimentory Error function of A. ERFINV 1 Inverse error function of A. EQ 2 1 if A == B, else 0. EXCH 2 Exchanges A and B on the stack. EXP 1 exp (A). FDIST 4 F-dist Q(var1,var2,nu1,nu2), with var1 = A, var2 = B, nu1 = C, and nu2 = D. FLOOR 1 floor (A) (greatest integer <= A). FMOD 2 A %% B (remainder). GE 2 1 if A >= B, else 0. GT 2 1 if A > B, else 0. HYPOT 2 hypot (A, B). I0 1 Modified Bessel function of A (1st kind, order 0). I1 1 Modified Bessel function of A (1st kind, order 1). IN 2 Modified Bessel function of A (1st kind, order B). INT 1 Numerically integrate A. INV 1 1 / A. ISNAN 1 1 if A == NaN, else 0. J0 1 Bessel function of A (1st kind, order 0). J1 1 Bessel function of A (1st kind, order 1). JN 2 Bessel function of A (1st kind, order B). K0 1 Modified Kelvin function of A (2nd kind, order 0). K1 1 Modified Bessel function of A (2nd kind, order 1). KN 2 Modified Bessel function of A (2nd kind, order B). KEI 1 kei (A). KER 1 ker (A). LE 2 1 if A <= B, else 0. LMSSCL 1 LMS scale estimate (LMS STD) of A. LOG 1 log (A) (natural log). LOG10 1 log10 (A). LOG1P 1 log (1+A) (accurate for small A). LOWER 1 The lowest (minimum) value of A. LT 2 1 if A < B, else 0. MAD 1 Median Absolute Deviation (L1 STD) of A. MAX 2 Maximum of A and B. MEAN 1 Mean value of A. MED 1 Median value of A. MIN 2 Minimum of A and B. MODE 1 Mode value (LMS) of A. MUL(x) 2 A * B. NAN 2 NaN if A == B, else A. NEG 1 -A. NRAND 2 Normal, random values with mean A and std. deviation B. OR 2 NaN if A or B == NaN, else A. PLM 3 Associated Legendre polynomial P(-1 = outfile %s Warning: Your file %s may be confused with a %s operator! =-b-H%d/%d%lf/%lf/%lf%s: GMT SYNTAX ERROR. Binary input data cannot have header -H %s: GMT SYNTAX ERROR: -N must have positive n_cols and 0 <= t_col < n_col %s: GMT SYNTAX ERROR: Cannot use -T when data files are specified %s: GMT SYNTAX ERROR -T: (max - min) is not a whole multiple of inc %s: GMT SYNTAX ERROR -T: inc is <= 0 %s: GMT SYNTAX ERROR -T: (max - min) is <= 0 %s: GMT SYNTAX ERROR: Expression must contain at least one table file or -T [and -N] -T-N-Q-S-V-C%lf%lg %s: T is not defined for plain data files!T %s %s: tables not of same size! %s: tables do not cover the same domain! %s: GMT SYNTAX ERROR: Unrecognized operator %s %s: GMT SYNTAX ERROR: Operation "%s" requires %d operands %s: GMT SYNTAX ERROR: Unable to decode constant %s (File not found?) %s: GMT SYNTAX ERROR: Stack overflow (%s) = %s %s: Warning: %d more operands left on the stack! %s: Error opening file %s %s: Error reading 1st record of file %s %s: Error creating file %s %s# gmtmath header record ,%d-%d%d%s: Warning, operand == 0! %s: Warning, |operand| > 1 for ACOS! %s: Warning, operand < 1 for ACOSH! %s: Warning, operand one == 0! %s: Warning, operand two == 0! %s: Warning, |operand| > 1 for ASIN! %s: Warning, operand one == 0 for ATAN2! %s: Warning, operand two == 0 for ATAN2! %s: Warning, |operand| >= 1 for ATANH! %s: Warning, operand one == 0 for CHIDIST! %s: Warning, operand two == 0 for CHIDIST! %s: Warning, operand to DDT is constant! %s: Warning, operand to D2DT2 is constant! %s: GMT SYNTAX ERROR: Cannot divide by zero %s: Warning, operand one == 0 for FDIST! %s: Warning, operand two == 0 for FDIST! %s: Warning, operand three == 0 for FDIST! %s: Warning, operand four == 0 for FDIST! %s: Warning, order < 0 for IN! %s: Warning, order not an integer for IN! %s: Error, Cannot take inverse of zero! %s: Warning, order < 0 for JN! %s: Warning, order not an integer for JN! %s: Warning, order < 0 for KN! %s: Warning, order not an integer for KN! %s: Warning, argument to log = 0! %s: Warning, argument to log10 = 0! %s: Warning, argument to log1p < 0! %s: L and M must be constants in PLM! %s: Warning, argument to PLM outside domain! %s: Warning, operand one == 0 for TDIST! %s: Warning, operand two == 0 for TDIST! %s: Warning, operand = 0 for Y0! %s: Warning, operand = 0 for Y1! %s: Warning, order < 0 for YN! %s: Warning, order not an integer for YN! %s: Warning, argument = 0 for YN! /t%s: ERROR: Option %s not recognized ?-C6?-DT! @iW @?-DT! @??-DT!??9RFߑ???9RFߑ?????-C6???-C6?-C6??????cܥL@?9RFߑ??????9RFߑ?-C6?⍀P⍀P⍀Pm⍀mPX⍀XP~C⍀CPje.⍀.PQL⍀P83⍀P⍀P⍀P⍀P⍀P⍀P⍀Pq⍀qPpk\⍀\PWRG⍀GP>92⍀2P% ⍀P ⍀P⍀P⍀P⍀P⍀P⍀Pvq⍀P]Xu⍀uPD?`⍀`P+&K⍀KP 6⍀6P!⍀!P ⍀ P⍀P⍀P⍀P|w⍀Pc^⍀PJE⍀P1,y⍀yPd⍀dPO⍀OP:⍀:P%⍀%P⍀P⍀P}⍀Pid⍀PPK⍀P72⍀P⍀P}⍀}Ph⍀hPS⍀SP>⍀>P)⍀)P⍀Poj⍀PVQ⍀P=8⍀P$⍀P ⍀P⍀P⍀Pl⍀lPW⍀WPB⍀BPup-⍀-P\W⍀PC>⍀P*%⍀P ⍀P⍀P⍀P⍀P⍀Pp⍀pP{v[⍀[Pb]F⍀FPID1⍀1P0+⍀P⍀P⍀P⍀P⍀P⍀P⍀P|⍀Phct⍀tPO &?Xq 9Rk3Le~-F_x ' @ Y r       ! : S l        4 M f        . 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