Bernese错误：SR RDCMC: NO CMC INFOR

针对海潮负荷BLQ文件的错误。
解决错误方式：
把示例中的BLQ头部信息完全复制，替换。也就是网上生成的文件，仅需要复制关于各站的改正信息即可。

 PROTOCOL FILE FOR BPE SCRIPT
 ----------------------------
 Campaign           : ${P}\ngs
 Year               : 20
 Session            : 0010
 PCF name           : PPP_BAS.PCF
 Script name        : PRETAB
 Path to executables: ${XG}
 Option directory   : PPP_GEN
 Process ID         : 112
 Sub-process ID     : 000
 Server host        : localhost
 Remote host        : win10  (system pid: 2172)
 CPU name           : localhost
 Path to work area  : c:\Bern\GPSTEMP/BPE_PPP_BAS_49830_20_0010_112_000
 User name          : zzh_m

 Date         Time      Run time  Pgm.time  Sta Program   Message
 ----------------------------------------------------------------------------
 20-FEB-2020  16:51:38  00:00:00            MSG RUNBPE.pm SCRIPT  STARTED
 20-FEB-2020  16:51:38  00:00:00            MSG PRETAB    PROGRAM STARTED

 *** SR RDCMC: NO CMC INFORMATION FOUND IN FILE.
               Filename: ${P}\ngs\STA\ngs.BLQ

 20-FEB-2020  16:51:38  00:00:00  00:00:00  ERR PRETAB    ERROR IN MAIN PROGRAM
 20-FEB-2020  16:51:38  00:00:00            MSG RUNBPE.pm SCRIPT  ENDED
 -------------------------------------------------------------------------

正确的BLQ头信息如下：

$$ Ocean loading displacement
$$
$$ Calculated on froste using olfg/olmpp of H.-G. Scherneck
$$
$$ COLUMN ORDER:  M2  S2  N2  K2  K1  O1  P1  Q1  MF  MM SSA
$$
$$ ROW ORDER:
$$ AMPLITUDES (m)
$$   RADIAL
$$   TANGENTL    EW
$$   TANGENTL    NS
$$ PHASES (degrees)
$$   RADIAL
$$   TANGENTL    EW
$$   TANGENTL    NS
$$
$$ Displacement is defined positive in upwards, South and West direction.
$$ The phase lag is relative to Greenwich and lags positive. The 
$$ Gutenberg-Bullen Greens function is used. In the ocean tide model the 
$$ deficit of tidal water mass has been corrected by subtracting a uniform 
$$ layer of water with a certain phase lag globally.
$$
$$ Complete <model name> : No interpolation of ocean model was necessary
$$ <model name>_PP       : Ocean model has been interpolated near the station 
$$                         (PP = Post-Processing)
$$ 
$$ CMC:  NO   (corr.tide centre of mass)
$$
$$ Ocean tide model: FES2004
$$
$$ CMC start : center of mass coefficient file content
$$ CMC format: (a,1p,t42,3(2x,2e12.4))
$$ CMC frequ : M2   NCDF_FES2004                           -1.2661E-03 -1.4298E-03   -1.3724E-03  8.2077E-04    1.1479E-03  2.3005E-04
$$ CMC frequ : S2   NCDF_FES2004                           -1.7763E-04 -5.7273E-04   -5.3350E-04 -3.1591E-04   -5.1370E-05  2.8184E-04
$$ CMC frequ : N2   NCDF_FES2004                           -3.2372E-04 -2.8986E-04   -2.7121E-04  1.9849E-04    2.6018E-04 -1.4302E-04
$$ CMC frequ : K2   NCDF_FES2004                           -1.1814E-04 -1.5250E-04   -1.1223E-04 -1.0889E-05   -1.5751E-05  1.2367E-04
$$ CMC frequ : K1   NCDF_FES2004                           -1.1370E-03  4.4839E-03   -1.8539E-03 -8.6426E-04   -9.1022E-04 -1.7823E-03
$$ CMC frequ : O1   NCDF_FES2004                           -1.6802E-04  2.9702E-03   -1.3985E-03 -2.2975E-04   -8.8858E-04 -6.4989E-04
$$ CMC frequ : P1   NCDF_FES2004                           -3.6495E-04  1.4941E-03   -6.1436E-04 -2.9129E-04   -2.9261E-04 -5.7461E-04
$$ CMC frequ : Q1   NCDF_FES2004                            3.0709E-05  4.5472E-04   -2.7831E-04 -2.9313E-05   -2.1734E-04 -4.1637E-05
$$ CMC frequ : Mf   NCDF_FES2004                           -5.0643E-04 -7.3040E-05   -2.2065E-04  4.1472E-04   -1.0212E-04  8.2276E-05
$$ CMC frequ : Mm   NCDF_FES2004                           -2.7885E-04  2.0596E-05    4.6882E-05  1.8399E-04   -7.4897E-06  1.3209E-05
$$ CMC frequ : Ssa  NCDF_FES2004                           -1.4899E-04  2.6146E-06    1.3687E-04  3.5475E-05   -2.4093E-05  3.1666E-07
$$ CMC end   :
$$
$$ END HEADER