GMT_観測点地図作成備忘録 06.Apr.2013
GMTの日本語表示を試みる.pstextでの表示だけなら,日本語化パッチを通さず,インストールのデフォルトのままで,ここの情報から,
Ryumin-Light-EUC-H 0.700 1
Ryumin-Light-EUC-V 0.700 1
GothicBBB-Medium-EUC-H 0.700 1
GothicBBB-Medium-EUC-V 0.700 1
をCUSTOM_font_info.dで保存.これをgmtのディレクトリ,自分の場合は,下記にコピー.
sudo cp CUSTOM_font_info.d /usr/local/gmt/share/pslib/
これで,フォント番号35〜38で使える.
ただし,日本語の入ったテキストファイルはEUC-JPで保存しておくこと.これが他だと文字化けする.最初これでつまづいた.保存方法はエディタの別名で保存で出るメニュー画面でエンコーディングの設定をする.
これで無事例えば
awk '{print $4, $3, 20, 0, 37, "LB", $2}' NIED_station_2.txt | pstext -R -J -D+0.1/-0.1 -B -N -O -K>> $out_file
などとすることで無事日本語観測点名が表示された.
次に,気象庁ほかの観測点データは,地震調査本部サイトから
http://www.jishin.go.jp/main/p_chousakansoku01.htm
から辿って,
http://www.jishin.go.jp/main/kansoku/kansoku12/high_sens_2012.htm
より,すべて選択でエディタに落とし,途中の観測点名のローマ字が入るところと入らないところで分けて下記のように,まとめる.
csvでもいいが,これも操作がちと面倒.
awk '{print $3,$2,$5,$4,$6,$7}' temp22.txt > temp33.txt
などとして,観測点ファイルJAPAN_OBS.txtの作成.
ESH 恵山 141.0075 41.8867 40 北海道大学大学院理学研究院
HSS 簾舞 141.2289 42.9672 215 北海道大学大学院理学研究院
HIC 日高 142.4547 42.8928 210 北海道大学大学院理学研究院
MSN 御園 142.4847 42.4322 130 北海道大学大学院理学研究院
という感じ.
あとこれをJMAとそれ以外に分ける.JMA_obs.txt
SUZUYA 鹿児島錫山 130.4527 31.5093 400 気象庁
KUCHIE 口永良部島 130.1935 30.4656 20 気象庁
TANEG3 種子島西之表 130.9774 30.6579 240 気象庁
それ以外.ELSE_obs.txt
MUT 室戸 134.1741 33.2650 140 高知大学理学部
KUB 窪川 133.1160 33.2388 250 高知大学理学部
TMO 富岡 130.0327 32.5287 5 九州大学大学院理学研究院
TKD 竹田 131.3876 32.8178 751 九州大学大学院理学研究院
最終的スクリプトはWSJ_obs3.sh
#!/bin/bash
# [WSJ_obs3.sh]**********************************
# GMTで西日本の地震年報観測点を書くスクリプト
# by Y.Okamoto 05/Octber 2012, 06/Apr. 2013
# **********************************************
export PATH=$PATH:/usr/lib/gmt/bin
out_file="WSJ_obs3.eps"
Area=130/138/32/37 # Draw area
scale=135/32/1:800000 # center & scale
#
pscoast -R$Area -Jt$scale -Df -B2g2 -W6 -Lf135.8/32.9/35/200k -K> $out_file
# 県境
psxy Japan_PB.dat -R -J -B -W1 -m -N -O -K >> $out_file
# JMA観測点
awk '{print $3,$4}' JMA_obs.txt | psxy -R -J -Sc0.12 -B -m -W4 -N -O -K >> $out_file
awk '{print $3,$4}' JMA_obs.txt | psxy -R -J -Sc0.10 -B -m -W4 -N -O -K >> $out_file
# その他観測点
#awk '{print $3,$4}' ELSE_obs.txt | psxy -R -J -Sc0.10 -B -m -W6 -G0/0/255 -N -O -K >> $out_file
awk '{print $3,$4}' ELSE_obs.txt | psxy -R -J -Sc0.10 -B -m -W4/0/0/255 -N -O -K >> $out_file
# JMA観測点名
awk '{print $3, $4, 12, 0, 37, "LB", $2}' JMA_obs.txt | pstext -R -J -D+0.1/-0.1 -B -N -O -K>> $out_file
# その他の観測点名
awk '{print $3, $4, 8, 0, 37, "LB", $2}' ELSE_obs.txt | pstext -R -J -D+0.1/-0.1 -G0/0/255 -B -N -O>> $out_file
なお,
#awk '{print $3,$4}' ELSE_obs.txt | psxy -R -J -Sc0.10 -B -m -W6 -G0/0/255 -N -O -K >> $out_file
を使うと,観測点の丸の中を塗れるので,これは初動分布などに使える.
![](data:image/png;base64,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)
※ただ気をつけるべきは,気象庁の観測点の古いものは全部消えている.これ古いデータを用いるときは要注意.
Copyright
(c)
Yoshio Okamoto 2013, all rights reserved.