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An example of the output for station Onsala in BLQ-format
$$ Ocean loading displacement
$$
$$ Calculated using olfg/olmpp of H.-G. Scherneck
$$
$$ COLUMN ORDER: M2 S2 N2 K2 K1 O1 P1 Q1 MF MM SSA
$$
$$ ROW ORDER:
$$ 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
$$ Gutenberg-Bullen Green's function is used. In the ocean tide model the
$$ 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
$$ <model name>_PP : Ocean model has near the station been interpolated
$$
$$ Ocean tide model: GOT00.2, long period tides from FES99
$$
$$
Onsala
$$ GOT00.2_PP ID: Aug 16, 2001 13:35
$$ Computed by OLMPP by H G Scherneck, Onsala Space Observatory, 2001
$$ Onsala, RADI TANG lon/lat: 11.9264 57.3958
.00366 .00123 .00089 .00032 .00223 .00115 .00071 .00009 .00091 .00048 .00042
.00149 .00035 .00040 .00009 .00046 .00043 .00015 .00009 .00013 .00006 .00007
.00069 .00027 .00020 .00004 .00029 .00014 .00009 .00004 .00003 .00002 .00001
-62.3 -51.3 -94.8 -39.7 -57.7 -110.6 -60.3 -164.6 9.9 5.8 2.1
87.0 114.0 57.2 126.4 102.3 35.4 97.0 -6.8 -166.3 -169.8 -177.7
109.9 152.4 86.4 149.1 50.7 -59.4 47.7 173.6 -27.8 -1.5 7.3
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