ᱧผㇺᏒ㒐ἴ⺰ᢥ㓸 Vol.2㧔2008 ᐕ 10 㧕
శࡈࠔࠗࡃࡦࠨߦࠃࠆ㊀ⷐᢥൻ⽷ᓟ⢛ᢳ㕙ߩ㕙ᄌ⸘᷹
Ground displacement measurement of a slope behind an important cultural asset
using optical fiber sensors
㈬൬৻ᚑ
1㉿⍮ᤘ
2ᷓᎹ⦟৻
3ખ⍫㗅ሶ
4⍹↰ఝሶ
5Kazunari Sako, Taro Nakagawa, Tomoaki Satomi, Ryoichi Fukagawa, Junko Nakaya, Yuko Ishida
1┙㙚ᄢቇࡐࠬ࠼ࠢ⎇ⓥຬ ✚วℂᎿቇ⎇ⓥᯏ᭴㧔ޥ525-8577 ṑ⾐⋵⨲ᵤᏒ㊁〝᧲1-1-1㧕
Postdoctoral fellow, Ritsumeikan University, Research Organization of Science and Engineering
3┙㙚ᄢቇᄢቇ㒮D2 ℂᎿቇ⎇ⓥ⑼㧔ޥ525-8577 ṑ⾐⋵⨲ᵤᏒ㊁〝᧲ 1-1-1㧕
Graduate student, Ritsumeikan University, Graduate School of Science and Engineering
4┙㙚ᄢቇᢎ ℂᎿቇㇱㇺᏒࠪࠬ࠹ࡓᎿቇ⑼㧔ޥ525-8577 ṑ⾐⋵⨲ᵤᏒ㊁〝᧲ 1-1-1㧕
Professor, Ritsumeikan University, Dept. of Civil Engineering
5ߣ߽߃⋚ᖱႎቶઍ㧔ᄢᵤᏒർᲧ⦟1275-20㧕
Head, Tomoe Geo Info
6CF ࠪࡆ࡞ઍ㧔ޥ544-0003 ᄢ㒋Ꮢ↢㊁ዊ〝᧲ 1-5-2㧕
Head, CF Civil
The purpose of this research is to investigate a relationship between ground displacement and seepage behavior on slopes. We have set up a filed monitoring system on the slope behind a structure, which is an important cultural asset in July 2004, and pore-water pressure, temperature and rainfall intensity are measured. Moreover, ground displacement is measured using optical fiber sensors. In this paper, monitoring results are explained. And, the influences of rainfall on ground displacement measurement are described.
Key Words: Ground displacement, Optical fiver sensor, rainfall, pore-water pressure
㧝㧚ߪߓߦ ੩ㇺ⋆ㄝߩጊ⣻ጊ㣽ߦߪޔ⇇ᢥൻㆮ↥ࠍߪߓᢙᄙߊߩ㊀ⷐߥᢥൻ⽷߇㓸Ⓧߒߡࠆޕߎࠇࠄߩ ᢥൻㆮ↥ߪޔߎࠇ߹ߢߦἫἴޔ㔡ޔ㒠㔎ޔ㘑ߥߤߦࠃߞߡᐞᐲ߽ⵍኂࠍฃߌߡ߈ߡࠆޕㄭᐕޔᣣᧄฦ ߢ⇣Ᏹ᳇⽎߇㗫⊒ߒߡ߅ࠅޔ㒠㔎߿㔡ߦࠃࠆᢳ㕙፣უ߇↢ߓޔᄙߊߩੱ߿␠ળ⾗ᧄ߇ᄬࠊࠇߡࠆޕ㊀ ⷐᢥൻ⽷ߦߟߡߪઍᦧᕈ߇ߥߊޔ߹ߚޔߩ␠ળ⚻ᷣ⁁ᴫࠍ⠨ᘦߔࠆߣⵍἴᓟߩ㊀ⷐᢥൻ⽷ߩୃᓳࠍ ⴕ߁ߎߣߪޔኈᤃߢߥߎߣ߇੍ᗐߐࠇࠆޕߒߚ߇ߞߡޔߎࠇࠄߩᢥൻㆮ↥ࠍ᧪ߦࠊߚߞߡోߔࠆߚ ߦߪޔ⥄ὼἴኂߦኻߔࠆ㒐ἴࠪࠬ࠹ࡓߩ⏕┙߇ᔅⷐߢࠆޕ⪺⠪ࠄߪޔߎࠇ߹ߢߦ੩ㇺᏒ᧲ጊጊ㣽ㄝߩ㊀ ⷐᢥൻ⽷ᓟ⢛ᢳ㕙ߦ߅ߡޔᢳ㕙ࡕ࠾࠲ࡦࠣ߅ࠃ߮ᢙ୯ࠪࡒࡘ࡚ࠪࡦߦࠃࠆᢳ㕙ߩቯᕈ⹏ଔࠍ ⴕ߁ߚߩ㒐ἴࠪࠬ࠹ࡓߩ⏕┙ߦขࠅ⚵ࠎߢ߈ߡࠆ1)ޕࡕ࠾࠲ࡦࠣߢߪޔ2004 ᐕ 7 ߆ࠄ⽶ߩ㑆㓗 ᳓ޔਛ᷷ᐲޔ㔎㊂ߩ⸘᷹ࠍⴕߞߡ߈ߡ߅ࠅޔ2006 ᐕ 7 26 ᣣ߆ࠄߪᐢၞߩᢳ㕙ࡕ࠾࠲ࡦࠣࠍⴕ߁ߚ ߦ⸘᷹ὐߩᄙὐൻࠍታᣉߒߚޕߐࠄߦޔశࡈࠔࠗࡃࡦࠨ㧔B-OTDR ᣇᑼ㧕ࠍ⸳⟎ߒޔ2006 ᐕ 5 26 ᣣ߆ࠄᢳ㕙ߩ㕙ᄌߩ⸘᷹ࠍⴕߞߡࠆޕᧄ⺰ᢥߢߪޔ㕙ᄌߩ㐳ᦼ⸘᷹⚿ᨐࠍ␜ߒޔ㒠㔎㊂ߣ 㕙ᄌߩ㑐ଥߦߟߡ⠨ኤࠍⴕ߁ޕ
㧞㧚ࡕ࠾࠲ࡦࠣࠪࠬ࠹ࡓߩⷐ ࿑1 ߦ⸘᷹ὐ߅ࠃ߮ᄙὐ⸘᷹ࠪࠬ࠹ࡓߩ⸳⟎⟎ࠍ␜ߔޕ ࿑1 ߦߪޔㆊߩ፣უ▎ᚲ߽␜ߒߡࠆޕ߹ߚޔ⸘᷹ᯏེ⸳ ⟎ߦవ┙ߞߡ᷹㊂߅ࠃ߮◲ᤃ⽾⹜㛎ࠍⴕߞߚޕ࿑2 ߪ⾰ ᢿ㕙࿑߅ࠃ߮⸘᷹ᯏེߩ⸳⟎⟎ࠍ␜ߒߡࠆޕ࿁ޔኻ⽎ ᢳ㕙ߦ߅ߡ4 ▎ᚲߢ◲ᤃ⽾⹜㛎ࠍⴕߞߡ߅ࠅޔߘߩ⚿ᨐ ࠍ߽ߣߦၮ⋚㕙ࠍផቯߒߚޕ⸘᷹⟎ߦ߅ߌࠆ㕙߆ࠄᗐ ቯၮ⋚㕙߹ߢߩᷓߐߪޔ⚂120cm ߢߞߚޕ ὐM ߪޔ2004 ᐕᐲߦ⸘᷹ࠍ㐿ᆎߒߚὐߢࠆޕ౮⌀ 1 ߦὐ M ߩ⸘᷹ࠪࠬ࠹ࡓ⸳⟎⁁ᴫࠍ␜ߔޕ࠹ࡦࠪࠝࡔ࠲ 㧔20ޔ40ޔ60ޔ80ޔ100cm ߩᷓߐߦ⸘ 5 ᧄ㧕ޔ᷷ᐲ⸘㧔10ޔ20ޔ 30cm ߩᷓߐߦ 3 ᧄ㧕ޔォୟ߹ߔᑼ㔎㊂⸘߇⸳⟎ߐࠇߡ߅ࠅޔ 㑆㓗᳓ޔਛ᷷ᐲޔ10 ಽ㑆㔎㊂ߩ⸘᷹ࠍⴕߞߡࠆޕჇ⸳ ߒߚ⸘᷹ὐ A㨪D ߦߪޔ࠹ࡦࠪࠝࡔ࠲㧔40ޔ80ޔ100cm ߩᷓߐߦ⸘3 ᧄ㧕ޔ᷷ᐲ⸘㧔0ޔ20ޔ40cm ߩᷓߐߦ 3 ᧄ㧕߇⸳ ⟎ߐࠇߡࠆޕ ߹ߚޔᧄ⎇ⓥߩኻ⽎ᢳ㕙ߦ߅ߡߪޔ㕙ᄌࠍ⸘᷹ߔ ࠆߚߦޔశࡈࠔࠗࡃࡦࠨߩ⸳⟎ࠍⴕޔ2006 ᐕ 5 26 ᣣ߆ࠄ⸘᷹ࠍታᣉߒߚޕ࿁↪ߒߚశࡈࠔࠗࡃࡦࠨߪޔ B-OTDR㧔Brillouin Optical Time Domain
Reflectometor㧕ᣇᑼߩ߽ߩߢࠆޕߎ ߩᣇᑼߪޔశࡈࠔࠗࡃਛߦ⊒↢ߔࠆᄌ ⁁ߦࠃࠅᢔੂశߩᵄᢙ߇ᄌൻߔࠆߣ ߁․ᕈࠍᜬߟࡉ࡞ࠕࡦᓟᣇᢔੂశ ࠍᬌߔࠆߎߣߦࠃࠅᄌ߭ߕߺߩ ᷹ቯࠍⴕ߁߽ߩߢࠅޔࡦࠨㇱಽߦ ടࠊࠆછᗧߩ႐ᚲߩ߭ߕߺಽᏓߩㅪ⛯ ᬌ߇น⢻ߢࠆ 2)ޕߎࠇ߹ߢߦ߽ട ⮮ࠄ 3)ޔฎ⼱ࠄ 4)ߦࠃࠅᢳ㕙ߩ⋙ ⷞᚻᴺߩ⏕┙ࠍ⋡ᜰߒߚ⎇ⓥߩਛߢ↪ ࠄࠇߡࠆޕ࿑ 2 ਛߩ BޔMޔC ὐߦᴪ߁᷹✢ߦޔ1 ࠬࡄࡦ 5m ߩశࡈ ࠔࠗࡃࡦࠨ߇⸘5 ࠬࡄࡦ㧔ὐ M ࠃ ࿑2 ⾰ᢿ㕙࿑߅ࠃ߮⸘᷹ὐ㧔❑ᢿ࿑㧕 - - - - 0F୯ &.O &.O &.O ၮ⋚ጀ ፗ㍙ၸⓍ‛ ⸘᷹⟎ 䋺 ፗ㍙ၸⓍ‛ 䋺 ၮ⋚ጀ 㧔ᐕ㨪㧕 %ὐ㧔ᐕ㨪㧕 /ὐ㧔ᐕ㨪㧕 㽲 㽳 㽴 㽵 㽶 D.L.=120.00 m D.L.=130.00 m D.L.=140.00 m $ὐ㧔ᐕ㨪㧕 - - - - 0F୯ &.O &.O &.O ၮ⋚ጀ ፗ㍙ၸⓍ‛ ⸘᷹⟎ 䋺 ፗ㍙ၸⓍ‛ 䋺 ၮ⋚ጀ 䋺 ፗ㍙ၸⓍ‛ 䋺 ၮ⋚ጀ 㧔ᐕ㨪㧕 %ὐ㧔ᐕ㨪㧕 /ὐ㧔ᐕ㨪㧕 㽲 㽳 㽴 㽵 㽶 D.L.=120.00 m D.L.=130.00 m D.L.=140.00 m $ὐ㧔ᐕ㨪㧕 0F୯ ⽾ᷓᐲO &.O ὐ㧦- ᷓ ᐲ EO ⽾ᷓᐲO &.O ὐ㧦- ᷓᐲ E O 0F୯ ᷓ ᐲ EO ὐ㧦- &.O ⽾ᷓᐲO 0F୯ 0F୯ ⽾ᷓᐲO &.O ὐ㧦- ᷓ ᐲ E O ౮⌀ 1 ⸘᷹ᯏེ⸳⟎⁁ᴫ㧔M ὐ㧕 ࠹ࡦࠪࠝࡔ࠲ 㔎㊂⸘ ᷹ቯBOX శࡈࠔࠗࡃࡦࠨ ࿑1 ᄙὐ⸘᷹ࠪࠬ࠹ࡓⷐ 䊥䊝䊷䊃ዪ A 䊁䊮䉲䉥䊜䊷䉺䋺3▎ᚲ䋯᷷ᐲ⸘䋺3▎ᚲ D 䊁䊮䉲䉥䊜䊷䉺䋺3▎ᚲ䋯᷷ᐲ⸘䋺3▎ᚲ 䊙䉴䉺䊷ዪ B 䊁䊮䉲䉥䊜䊷䉺䋺3▎ᚲ䋯᷷ᐲ⸘䋺3▎ᚲ C 䊁䊮䉲䉥䊜䊷䉺䋺3▎ᚲ䋯᷷ᐲ⸘䋺3▎ᚲ M 䊁䊮䉲䉥䊜䊷䉺䋺5▎ᚲ䋯᷷ᐲ⸘䋺3▎ᚲ 䋯㔎㊂⸘䋺1▎ᚲ A B M C D 㔚Ḯ䊤䉟䊮 䉶䊮䉰䊶㔚Ḯ䊤䉟䊮 Ⴧ⸳᷹ⷰὐ ᷹ⷰὐ ፣უ⊒↢ (1972ᐕ) ፣უ⊒↢ (1999ᐕ) ㊀ⷐᢥൻ⽷ 䊥䊝䊷䊃ዪ A 䊁䊮䉲䉥䊜䊷䉺䋺3▎ᚲ䋯᷷ᐲ⸘䋺3▎ᚲ D 䊁䊮䉲䉥䊜䊷䉺䋺3▎ᚲ䋯᷷ᐲ⸘䋺3▎ᚲ 䊙䉴䉺䊷ዪ B 䊁䊮䉲䉥䊜䊷䉺䋺3▎ᚲ䋯᷷ᐲ⸘䋺3▎ᚲ C 䊁䊮䉲䉥䊜䊷䉺䋺3▎ᚲ䋯᷷ᐲ⸘䋺3▎ᚲ M 䊁䊮䉲䉥䊜䊷䉺䋺5▎ᚲ䋯᷷ᐲ⸘䋺3▎ᚲ 䋯㔎㊂⸘䋺1▎ᚲ 䊥䊝䊷䊃ዪ A 䊁䊮䉲䉥䊜䊷䉺䋺3▎ᚲ䋯᷷ᐲ⸘䋺3▎ᚲ D 䊁䊮䉲䉥䊜䊷䉺䋺3▎ᚲ䋯᷷ᐲ⸘䋺3▎ᚲ 䊙䉴䉺䊷ዪ B 䊁䊮䉲䉥䊜䊷䉺䋺3▎ᚲ䋯᷷ᐲ⸘䋺3▎ᚲ C 䊁䊮䉲䉥䊜䊷䉺䋺3▎ᚲ䋯᷷ᐲ⸘䋺3▎ᚲ M 䊁䊮䉲䉥䊜䊷䉺䋺5▎ᚲ䋯᷷ᐲ⸘䋺3▎ᚲ 䋯㔎㊂⸘䋺1▎ᚲ A B M C D 㔚Ḯ䊤䉟䊮 䉶䊮䉰䊶㔚Ḯ䊤䉟䊮 Ⴧ⸳᷹ⷰὐ ᷹ⷰὐ ፣უ⊒↢ (1972ᐕ) ፣უ⊒↢ (1999ᐕ) ㊀ⷐᢥൻ⽷ ᯏ᪾ቶ
ࠅㇱߦ2 ࠬࡄࡦޔਅㇱߦ 3 ࠬࡄࡦ㧕⸳ ⟎ߒߚޕࡦࠨߩ♖ᐲߪ0.1mm/m ߢࠆޕ ࿑3 ߦశࡈࠔࠗࡃࡦࠨߩ⸳⟎ⷐ࿑ࠍ ␜ߔޕࡦࠨㇱߪႮࡆ㑆ߦࠃࠅ⼔ߐࠇ 㕙߆ࠄ 30㨪80cm 㔌ࠇߚ⟎ߦ⸳⟎ߐ ࠇࠆޕ߹ߚޔㇱ┵ࠍ࿕ቯ┵ߣߒޔਅㇱ ┵ࠍ⒖േ┵ߣߒߡࠆޕ߹ߚޔ౮⌀2 ߦ ␜ߔࠃ߁ߥశࡈࠔࠗࡃࡦࠨߩ⸘᷹ࠪࠬ ࠹ࡓߪޔ࿑1 ߦ␜ߐࠇࠆᯏ᪾ቶߦ⸳⟎ߐ ࠇߡࠆޕ⸘᷹㑆㓒ߪ10 ಽߢࠅޔ⸘᷹ ߐࠇߚ࠺࠲ߪޔశࡈࠔࠗࡃࠤࡉ࡞ߢ ᯏ᪾ቶౝߩಽᨆᯏེߦขࠅㄟ߹ࠇޔᄌ ㊂ߣߒߡ PC ߦ⸥㍳ߐࠇࠆޕ⸥㍳࠺࠲ ߪޔ⸘᷹ὐ A ߦ⸳⟎ߐࠇߡࠆή✢ LAN ࠕࠢࠬࡐࠗࡦ࠻ࠍߒߡޔኹോᚲ ߳ォㅍߐࠇࠆޕ 㧟㧚⸘᷹⚿ᨐ 㑆㓗᳓ޔ㔎㊂߅ࠃ᷷߮ᐲߩᤨ♽ ᄌൻ ࿑4 ߦ 2006 ᐕ 6 ߩ M ὐߦ߅ߌࠆ 㑆㓗᳓ޔ㔎㊂߅ࠃ᷷߮ᐲߩᤨ♽ᄌൻ ࠍ␜ߒߡࠆޕ࿑ࠃࠅޔ㒠㔎ᤨߦߪ㑆㓗 ᳓߇ߒߡ߅ࠅޔ᥍ᄤᤨߦߪ㑆㓗᳓ ߪᷫዋߒߡࠆޕ․ߦ6 ᣨߪ㐳ᦼ 㑆ޔή㒠㔎ߢߞߚߚ㑆㓗᳓ߩ࿁ᓳ 㧔ᷫዋ㧕ߩᐲว߇ᄢ߈ߊߥߞߡࠆޕ ߹ߚޔ6 ਛᣨએ㒠ߪޔ㒠㔎߇ᄙ߆ߞߚ ߚ㑆㓗᳓߇-20kPa એߦߥߞߡ߅ࠅޔ ᢳ㕙ౝߩ᳓㊂߇ᄙߊߥߞߡࠆߎߣ߇ ࿑3 శࡈࠔࠗࡃࡦࠨ㧔B-OTDR㧕ߩ⸳⟎ⷐ࿑ ⼔Ⴎ䊎▤ ฃ䈔บ 䋨න▤䊌䉟䊒 㱢㪌㪇㫄㫄䋩 ᩮ࿕䉄䉮䊮䉪䊥䊷䊃 䋨䈎䉌㪈㪇㪺㫄䌾㪉㪇㪺㫄⒟ᐲ䋩 ࿕ቯ㊄ౕ䋨⒖േὐ䋩 䊶ᡰᜬጀ䉁䈪ᛂㄟ䉂 䉶䊮䉰⼔Ⴎ䊎▤ 䋨㱢㪈㪇㪇㫄㫄䋩 ࿕ቯ㊄ౕ䋨ਇേὐ䋩 䊶ᡰᜬጀ䉁䈪ᛂㄟ䉂 శ䊐䉜䉟䊋䉶䊮䉰 䋨㪙㪄㪦㪫㪛㪩ᣇᑼ䋩 䉶䊮䉰┵ㇱ䈲㪠䊨䉾䉪 䈮䈩࿕ቯ䊶ᒛജዉ 䉶䊮䉰⼔Ⴎ䊎▤䈱⸳⟎㜞䈘䈲 ⚂㪇㪅㪊㫄䌾㪇㪅㪏㫄䈫䈜䉎 ⚂㪈㪅㪌 䌾㪉㪅㪇 㫄 ⼔Ⴎ䊎▤ ฃ䈔บ 䋨න▤䊌䉟䊒 㱢㪌㪇㫄㫄䋩 ᩮ࿕䉄䉮䊮䉪䊥䊷䊃 䋨䈎䉌㪈㪇㪺㫄䌾㪉㪇㪺㫄⒟ᐲ䋩 ࿕ቯ㊄ౕ䋨⒖േὐ䋩 䊶ᡰᜬጀ䉁䈪ᛂㄟ䉂 䉶䊮䉰⼔Ⴎ䊎▤ 䋨㱢㪈㪇㪇㫄㫄䋩 ࿕ቯ㊄ౕ䋨ਇേὐ䋩 䊶ᡰᜬጀ䉁䈪ᛂㄟ䉂 శ䊐䉜䉟䊋䉶䊮䉰 䋨㪙㪄㪦㪫㪛㪩ᣇᑼ䋩 䉶䊮䉰┵ㇱ䈲㪠䊨䉾䉪 䈮䈩࿕ቯ䊶ᒛജዉ 䉶䊮䉰⼔Ⴎ䊎▤䈱⸳⟎㜞䈘䈲 ⚂㪇㪅㪊㫄䌾㪇㪅㪏㫄䈫䈜䉎 ⚂㪈㪅㪌 䌾㪉㪅㪇 㫄 ౮⌀2 శࡈࠔࠗࡃࡦࠨ㧔B-OTDR㧕ߩ⸘᷹ࠪࠬ࠹ࡓ B-OTDR⸘᷹䉲䉴䊁䊛 B-OTDR⸘᷹䉲䉴䊁䊛 EO EO EO EO EO 㑆㓗᳓㧔M2C 㔎㊂ ᷷ᐲEO ᷷ᐲEO ᷷ᐲEO 㔎㊂㧔OOOKP ᷷ᐲ㧔͠㧕 ᤨ㑆 ࿑4 㑆㓗᳓ޔ㔎㊂߅ࠃ᷷߮ᐲߩᤨ♽ᄌൻ㧔M ὐ㧦2006 ᐕ 6 㧕
ផ᷹ߐࠇࠆޕ᷷ᐲߪޔ0cmޔ10cm ߩᷓߐߦ߅ߡߪޔᣣᄌൻ߇ỗߒ߇ޔᷓߐ 30cm ߩ᷷ᐲߩᄌൻߪ✭߿߆ ߢࠆޕ߹ߚޔ㒠㔎ᤨߪ᳇᷷ߩᄌേ߇ዊߐߊߥߞߡࠆߎߣ߇ࠊ߆ࠆޕ 㕙ᄌߩᤨ♽ᄌൻ ࿑5 ߦ 2006 ᐕ 5 26 ᣣ߆ࠄ 12 31 ᣣ߹ߢߩశࡈࠔࠗࡃࡦࠨߩᤨ♽ᄌൻࠍ␜ߔޕࡦࠨԘ㨪Ԝߩ⸳ ⟎⟎ߪ࿑2 ߦ␜ߐࠇߡࠆޕశࡈࠔࠗࡃࡦࠨߩ 2006 ᐕ 5 26 ᣣ 15:00 ߩ࠺࠲ࠍၮḰߣߒޔฦὐߩ ࿑5 శࡈࠔࠗࡃࡦࠨߩᤨ♽ᄌൻ㧔2006 ᐕ 5 㨪2006 ᐕ 12 㧕 Ԙ ⚥Ⓧ ᄌ 㧔OO ԙ ⚥ Ⓧᄌ 㧔OO Ԛ ⚥ Ⓧᄌ 㧔OO ԛ ⚥Ⓧᄌ 㧔OO Ԝ ⚥Ⓧᄌ 㧔OO ᤨ㑆㔎㊂ ᷷ᐲ/EO ᷷ᐲ/EO ᷷ᐲ/EO ᤨ㑆㔎㊂ 㧔OOJT ᷷ᐲ 㧔͠㧕 ᤨ㑆
⚥Ⓧᄌ㊂ࠍ␜ߒߡࠆޕ⚥Ⓧᄌ㊂ߪޔᱜ୯ࠍ ᒁᒛޔ⽶୯ࠍ❗ߣߒߡࠆޕ⚥Ⓧᄌ࠺࠲ ߩ৻ㇱߩᰳ៊ߪޔ⪭㔗╬ߦࠃࠆᯏེߩ㓚ߩߚ ߢࠆޕ߹ߚޔᤨ㑆㔎㊂߅ࠃ᷷߮ᐲߩᤨ♽ ᄌൻ߽วࠊߖߡ␜ߒߡࠆޕߎߎߢޔ㔎㊂⸘ߩ ⋡߹ࠅߩߚޔ5 ޔ7 ޔ8 ߩ㔎㊂࠺࠲ ߪޔ᳇⽎ᐡ㧔੩ㇺ㧕ߢ⸘᷹ߐࠇߚ࠺࠲ࠍ↪ ߡࠆޕ7 26 ᣣ߆ࠄᄙὐ⸘᷹ࠪࠬ࠹ࡓ߇ዉ ߐࠇߚ߇ޔ᷷ᐲ⸘ߩਇౕวߦࠃࠅ᷷ᐲߩᄌേ߇ ᄢ߈ߊߥߞߚߚޔ8 એ㒠᷷ᐲ⸘᷹ࠍᱛߒ ߡࠆޕ ࿑5 ࠃࠅޔฦὐߩ⚥Ⓧᄌ㊂࠺࠲ߦ߅ ߡ୯߇ੂࠇߡࠆ߇ޔߎࠇߪ᷷ᐲᄌൻߦ߁ੂ ࠇߢࠆޕో⊛ߥᄌൻะߪޔὐԘޔԚޔ Ԝߦ߅ߡޔ❗ะ߇ࠄࠇࠆޕὐԙޔԛ - - - - 0F୯ &.O &.O &.O ၮ⋚ጀ ፗ㍙ၸⓍ‛ ⸘᷹⟎㧔M ὐ㧕 Ԙ ԙ Ԛ ԛ Ԝ ⚂ OO ߩ❗ ⚂ OO ߩᒁᒛ ⚂ OO ߩ❗ ⚂ OO ߩᒁᒛ ⚂ OO ߩ❗ ࿑ 6 శࡈࠔࠗࡃࡦࠨߩ⸳⟎⟎߅ࠃ߮⸳⟎ᣣ߆ࠄ 2006 ᐕ12 31 ᣣ߹ߢߩ⚥Ⓧᄌ ࿑7 2006 ᐕ 7 ߦ߅ߌࠆ⚥Ⓧᄌ߅ࠃ߮߭ߕߺㅦᐲߩᤨ♽ᄌൻ ԛ ⚥Ⓧᄌ 㧔OO ԛ ߭ߕߺㅦᐲ㧔J T Ԝ ⚥Ⓧᄌ 㧔OO Ԝ ߭ߕߺㅦᐲ㧔 JT ᤨ㑆㔎㊂㧔᳇⽎ᐡ࠺࠲㧕 ᷷ᐲ/EO ᷷ᐲ/EO ᷷ᐲ/EO ᤨ㑆㔎㊂ 㧔OOJT ᷷ᐲ 㧔͠㧕 ᤨ㑆
ߪޔᒁᒛะߢࠆޕ2006 ᐕߩ⚥Ⓧᄌ㊂ߪޔὐԘ㧦-1㨪-2mmޔὐԙ㧦0.5㨪1mmޔὐԚ㧦-1mmޔ ὐԛ㧦2mmޔὐԜ㧦-2.5㨪-3mm ⒟ᐲߢࠆ㧔࿑ 6 ߦ␜ߔ㧕ޕߎࠇࠄߩ⚥Ⓧᄌ㊂ߦߪޔ㒠㔎߿᷷ᐲᄌൻߦ ߁⋚ߩᄌ㊂߇߹ࠇߡࠆߣ⠨߃ࠄࠇࠆޕ ࿑7 ߦ㒠㔎㊂ߩᄙ߆ߞߚ 2006 ᐕ 7 ߩ࠺࠲ࠍ␜ߔޕ⚥Ⓧᄌ㊂ߩᄢ߈߆ߞߚὐԛޔԜߦ߅ߌࠆ࠺ ࠲ࠍ␜ߒߚޕ߭ߕߺㅦᐲߪޔ⚥Ⓧᄌߩ୯߆ࠄ1 ᤨ㑆ߏߣߩ߭ߕߺ㊂㧔%㧕ࠍ▚ߒߡᓧࠄࠇߚ߽ߩߢࠆޕ ࿑ࠃࠅޔ․ߦ㒠㔎߇ỗߒ߆ߞߚ16 ᣣ㨪21 ᣣߦߪޔᄌ㊂߇ᄢ߈ߊߥߞߡࠆޕ߹ߚޔ߭ߕߺㅦᐲߪޔో ⊛ߦr0.002%/hour ౝߢ߭ߕߺ߇⊒↢ߒߡࠆߎߣ߇ࠊ߆ࠆޕᄌ㊂߅ࠃ߮߭ߕߺㅦᐲߦߪޔ㒠㔎߿᷷ᐲߩᓇ 㗀߇߹ࠇࠆߣ⠨߃ࠄࠇࠆ߇ޔ㒠㔎ᤨߩ᷷ᐲᄌൻߪዋߥߚޔᄌ㊂߅ࠃ߮߭ߕߺㅦᐲߦኻߔࠆ᷷ᐲᄌൻ ߩᓇ㗀ߪዋߥ߽ߩߣ⠨߃ࠄࠇࠆޕࠃߞߡޔ16 ᣣ㨪21 ᣣߩᄌ߿߭ߕߺߪ㒠㔎ߦࠃߞߡᒁ߈ߎߐࠇߚ߽ߩ ߣ⠨߃ࠄࠇࠆޕߎࠇࠄߩߎߣ߆ࠄޔశࡈࠔࠗࡃࡦࠨࠍ↪ߡᢳ㕙ߩ▤ℂࠍⴕ߁႐วޔ߭ߕߺㅦᐲߦࠃࠅ▤ ℂߒޔ㒠㔎ᤨߩ᷷ᐲᄌൻ㊂߇ዊߐᤨ㑆Ꮺߦ߅ߌࠆ㗼⪺ߥᄌ㊂߇ࠄࠇߥߣ߈ߩ߭ߕߺㅦᐲߩ୯ࠍ⸘᷹ ߒޔ▤ℂၮḰ୯ࠍ⸳ቯߔࠆߎߣߦࠃࠅޔ㗼⪺ߥᄌࠍᒁ߈ߎߔ⇣Ᏹߥ߭ߕߺㅦᐲࠍ᷹ቯߔࠆߎߣ߇ߢ߈ࠆ ߩߢߪߥ߆ߣ⠨߃ࠄࠇࠆޕ