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         ´N¤½¸ôÀG¹D©ÎÅK¸ôÀG¹D¦Ó¨¥¡ANMT¬O¥Ñ³\¦h¦U¦¡¦U¼ËªºÀG¹D¸gÅç©Ò²Ö¿n¡A³o¨Ç§C¦¨¥»°ª§Þ³Nªº®¿«ÂÀG¹D¨ä¶}«õ­±¿n±q45¥­¤è¤½¤Ø¨ì110¥­¤è¤½¤Ø¡C¤U¦C¬ONMTªº°ò¥»­n¯À¡G
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         (3)®Ú¾Ú¬I¤u¹Lµ{©ÒÀò±oÀG¹D©¥¥Û«~½è¤ÎQ¨t²Î¤ä¼µ«Øij¨Ó¿ï¾Ü³Ì«á¤ä¼µ¡C
         (4)¤j³¡¥÷±`¥Îªº¥Ã¤[¤ä¼µÃþ§O§Q¥Î¤G¦V«×Â÷´²¤¸¯À(¥i¤ÀªR¸`²z)UDEC-BBµ{¦¡¤Î¤T¦V«×3DEC(¥i¤ÀªR3D¸`²z)µ{¦¡¨Ó½T»{¡CNGI©Òµo®iªºUDEC-S(fr)¥iÀˮּQ¾®¤g©Ò©Ó¨üªº¤O¡C
         (5)°ò¥»¤W±Ä¥ÎNMT©Ò³]­pªº¤½¸ôÀG¹D¬O¤¹³\±Æ¤ôªº¡A¦pªG¬°¤F±±¨îÀG¹D¤ºªº¤ô¤ÎÁ÷­á¡A¥i±Ä¥Î²V¾®¤g¹jª©±N¤ô¹jÂ÷¡C
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         (3)·~¥D¤ñ©Ó¥]°Ó©Ó¾á¸û¦hªº­·ÀI¡C
         (4)©Ò±Ä¥Îªº¤ä¼µ¬O¥Ñ·~¥D»P©Ó¥]°Ó©Ò¦P·NªºQ­È¡A¦Ó¥B¸g±`§ïÅÜ¡C
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         (2)Á{®É¤ä¼µ¦pSb¡AB©ÎS(fr)¬O¥Ã¤[¤ä¼µªº¤@³¡¥÷¡C
         (3)¥Ã¤[¤ä¼µÃþ§O¬O¦bÀG¹D¶}«õ¹Lµ{¤¤¤~¿ï©w¡C
         (4)¥Ã¤[¤ä¼µ¤@¯ë¬O¥Ñ°ª«~½èªºÀ㦡¿ûÅÖ¼Q¾®¤g¤Î¥þµÛ«¬©¥®ê©Òºc¦¨¡A©¥®ê¨ã¦³¨¾»G»k¯à¤O¡C
         (5)©¥½L¦a½è±ø¥ó«Ü®t®É¡A¤~¨Ï¥ÎŨ¬ä²V¾®¤g¡C
         NMT¤£¦P©óNATM¡G(1)NMT§Q¥Î¹w¨¥©Êªº©¥Åé¤ÀÃþ©ó¤ä¼µ³]­p¡A(2)NATM§Q¥Î­p´ú©ó¤ä¼µ³]­p¿ï¾Ü¡A(3)NMT±Ä¥Îªº¥Ã¤[¤ä¼µ¤£¬OŨ¬ä²V¾®¤g(°£«D»Ý­n)¡A(4)NATM±Ä¥ÎÁ{®É¤ä¼µ¡AŨ¬ä²V¾®¤g¬°¥Ã¤[¤ä¼µ¡A(5)NMT±Ä¥Î¾÷±ñÁu¬I¼Q¿ûÅÖ¼Q¾®¤g(10-25m3/hr)¡A(6)NATM±Ä¥Î¿û½uºô¡A¤@¯ë±Ä¥Î¤â«ù°®¦¡¼Q¾®¤g¡C
         ¥Ñ©óÀ㦡¼Q¾®¤g¤Ï¼u¶q§C(¤@¯ë¬O4% - 6%)¡A¤Î¤£±Ä¥Î¤ºÅ¨¬ä²V¾®¤g¨Ó¨¾¤ô¡A¥Î©óNMT»PNATMÀG¹Dªº²V¾®¤g¶q¦³«Ü¤jªº¤£¦P(NMT²V¾®¤g¥Î¶q¬ù¥u¦³NATMªº1/2 ¡V 1/5)¡A¬I¤u¤u´Á¤]©úÅã¨ü¨ì¼vÅT¡C¥Ñ©óNMT±Ä¥Î¾÷±ñ¤Æ¬I¤u(¾÷±ñÁu¡B¹q¸£±±¨îÆp³ù)¡AÀG¹D¶}«õ­±ªº¤u¤H¨C¯Z¥u¦³¤T¤H¡C
         NMT¥Nªí©Ê¯SÂI¡A¹Ï(¤@)¡G
         (1)®Ú¾ÚÅSÀY¡B©¥¤ß¡BÀG¹D¾À­±ªº©¥Åé¯S¼x´y­z§@¬°¼µÃþ§O¦ôºâ¡C
         (2)·í¦³¾_´ú¸ê®Æ¥i¥Î®É¡A¥i§Q¾_´ú¸ê®Æ¨Ó«Ø¥ß©¥Åé«~½è¡C
         (3)²{¦a±Ä¥ÎQ¨t²Î¨Ó¿ï¾Ü¤ä¼µÃþ§O¡C
         (4)§Q¥Î¼Æ­È¤ÀªR¼Ò¦¡¨Ó½T»{¨Ì¸gÅç³]­pªº¤ä¼µ¨t²Î¡C
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         ¦b1970¦~§Q¥ÎQ¨t²Î¨Ó´y­z©¥Åé¯S©Ê¡A·í®É¿ûÅÖ¼Q¾®¤g©|¥¼°Ý¥@(³Ì¦­§Q¥Î¿ûÅÖ¼Q¾®¤g¬O1972¦~¡AÀ³¥Î©óRirieÅQªºÀG¹D)¡C¤G¤Q¦~¨ÓQ¨t²Î§ó·s¤F¨â¦¸¡A¬O¬°¤F°t¦X³Ìªñ¤»¦~À㦡¿ûÅÖ¼Q¾®¤g§Þ³N¤Î®¿«Â©Ò«Ø¥ßªº¸gÅç¡C²{¤µªºQ¨t²Î(Barton©MGrimstad,1994)©M¤G¤Q¦~«eªº¨t²Î¤j­P¤W¨S¦³§ïÅÜ¡A¥u¦³¦b¦aÀ³¤Oªº¶µ¥Ø§@¤F§ï¶i¡A©¥Åé«~½è¼Æ(Q­È)½d³ò§ï¬°0.001¦Ü1000¡A¦p¦¹¸û¯à½T¹ê¦a¤ÏÀ³ÀG¹D¦a½èª¬ªpªº¥¨¤jÅܤơA¬J±q¿±µÈ©ÎÀ½À£©¥½L©MÂH¤g¨ì«p¶ôª¬¡BµL¸`²z©¥½L¡CQ­Èªº­pºâ¤½¦¡¥Ñ¤»­Ó°Ñ¼Æ²Õ¦¨¡G
         Q = (RQD/Jn)(Jr/Ja)(Jw/SRF)
         ¤»­Ó°Ñ¼Æ¬O¸gÅçµû¤À¡A¨äµû¤À¦pªí¤@©Ò¥Ü¡A¨Ã§Q¥Î²Î­p¤èªk±N¤»­Ó°Ñ¼ÆºK­n¦b¦p¹Ï(¤G)¡C
ªí¤@ Q¨t²Îµû¤Àªí(Barton and Grimstad, 1994)
1.Rock Quality Designation RQD
A Very poor 0¡D25
B Poor 25¡D50
C Fair 50¡D75
D Good 75¡D90
E Excellent 90¡D100
Note: i ) Where RQD is reported or measured as¡Ø10(including 0),a nominal value of 10 is used to evaluate 0.
ii) RQD intervals of 5,i.e., 100,95,90,etc.,are sufficiently accurate.
¡@ ¡@
2.Joint Set Number Jn
A Massive, no or few joints 0.5¡D1.0
B One joint set 2
C One joint set plus random joints 3
D Two joint sets 4
E Two joint sets plus random joints 6
F Three joint sets 9
G Three joint sets plus random joints 12
H Four or more joint sets, random, heavly jointed,
"sugar cube", etc.
15
J Crushed rock, earthlike 20
Note: i ) For intersections, use(3.0¡ÑJn)
ii) For portals, (use2.0¡ÑJn)
¡@ ¡@
3.Joint Roughness Number Jr
a)Rock-wall contact, and b) rock-wall contact before 10 cm shear
A Discontinuous joints 4
B Rough or irregular, undulating 3
C Smooth, undulating 2
D Slickensided, undulating 1.5
E Rough or irregular, planar 1.5
F Smooth, planar 1.0
G Slickensided, planar 0.5
Notel: i ) Descnptions refer to small scale features and intermediate scale features, in that order. ¡@
c)No rock-wall contact when sheared
H Zoon containing clay minerals thick enough to prevent rock-wall contact 10
J Sandy,gravelly or crushed zone thick enough to prevent rock-wall contact 10
Note: i ) Add 1.0 if the mean spacing of the relevant joint set is greater than 3m
ii) Jr = 0.5 can be used for planar slickensided joints having lineation, provided the lineations are oriented for minmum strength.
¡@ ¡@
4.Joint Alteration Number ¡ír
approx.
Ja
a)Rock-wall contact (no mineral fillings, only coatings) ¡@
A Tightly healed, hard, non-softening, impermeable filling, i.e., quartx or epidote ¡@ 0.75
B Unaltered joint walls, surface staining only 25-35¢X 1.0
C Slightly altered joint walls. Non-softening mineral coatings, sandy particles, clay-free disintegrated rock, etc. 25-30¢X 2.0
D Silty-or sandy-clay coatings, small clay fraction (non-softening) 20-25¢X 3.0
E Softening or low fnction clay mineral coatings, i.e., kaolinite or mica. Also chlorite, talc, gypsum, graphite, etc., and small quantities of swelling clays. 8-16¢X 4.0
b)Rock-wall contact before 10 cm shear (thin mineral fillings) ¡@
F Sandy particles, clay-free disintegrate drock, etc. 25-30¢X 4.0
G Strongly over-consolldated non-softening clay mineral fillings (continuous, but<5mm thickness) 16-24¢X 6.0
H Medium or low over-consolidation, softening, clsy mineral fillings(continuous, but<5mm thickness) 12-16¢X 8.0
J Swelling-clay fillings, i.e., montmorillonite (continuous,but<5mm thickness).Value of Ja depends on percent of swelling clay-size particles, and access to water, etc. 6-12¢X 8-12
c)No rock-wall contact when sheared(thick minaral fillings) ¡@
KLM Zones or bands of disintegrated or crushed rock and clay (see G, H, j for description of clay condition) 6-24¢X 6, 8, or
8-12
N Zones or bands of silty-or sandy-clay, small clay fraction(non-softening) - 5.0
OPR Thick, continuous zones or bands of clay (see G, H, J for description of clay condition) 6-24¢X 10, 13,
or 13-20
1/3 (Mpa) where r = rock density in kN/m3(Singh,1993)
5.Joint Water Reduction Factor Jw
A Dry excavations or minor inflow, i.e.,<5mm 1/min locally 10
B Medium inflow or pressure, occasional outwash of joint fillings 0.66
C Large inflow or high pressure, in competent rock with unfilled joints 0.5
D Large inflow or high pressure, considerable outwash or joint fillings 0.33
E Exceptionally high inflow or water pressure at blasting, decaying with time 0.2¡D0.1
F Exceptionally high inflow or water pressure continuing without noticeable decay 0.1¡D0.05
Note: i ) Factors C to F are crude estimates. Increase Jw if drainage measures are installed.
ii) Special problems caused by ice formation are not considered
¡@ ¡@
6.Stress Reduction Factor SRF
a)Weakness zones in intersecting excavation, which may cause lossening of rock mass when tunnel excavated
A Multiple occurrences of weakness zones containing clay or chemically disintegrated rock, very loose surrounding rock (any depth) 10
B Single weakness zones containing clay or chemically disintegrated rock (depth of excavation¡Ø50m) 5
C Single weakness zones containing clay or chemically disintegrated rock (depth of excavation>50m) 2.5
D Multiple shear zones in competent rock (clay-free), loose surrounding rock (any depth) 7.5
E Single shear zones in competent rock (clay-free) (depth of excavation¡Ø50m) 5.0
F Single shear zones in competent rock (clay-free) (depth of excavation>50m) 2.5
G Loose, open joints, heavily jointed or "sugar cube" .etc (any depth) 5.0
Note: i ) Reduce these values of SRF by 25.50% if the relevant shear zones only influence but do not intersect the excavation
b)Competent rock, rock stress problems £m3 /£m1 £m£c /£mc SRF
H Low stress, near surface. Open joints 200 <0.01 25
J Medium stress, favourable stress condition 200¡D10 0.01¡D0.3 1
K High stress, vary tight structure Usually favourable to stability, may be unfavourable for wall stability 10¡D5 0.3¡D0.4 0.5¡D2
L Moderate slabbing after 1 hour in massive rock 5¡D3 0.5¡D0.65 5¡D50
M Slabbing and rock burst after a few minutes in massive rock 3¡D2 0.65¡D1 50¡D200
N Heavy rock burst (strain burst) and immediate dynamic deformations in massive rock <2 >1 200¡D400
Note: ii ) For strongly anisotropic virgin stress field (if measured) when 5¡Ø£m1 /£m3¡Ø10. Reduce £mc to 0.75£mc when£m1 /£m3 >10. Reduce £mc to 0.5£mc' where £mc = unconfined compression strength, £m1 and £m3 are the major and minor pnncipal stresses, and £mc = maximum tangential stress (estimated from elastic theory)
iii ) Few case records available where depth of crown below surface is less than span width. Suggest SRF increase from 2.5 to 5 for such cases(see H).
C)Squeezing rock :plastic flow of incompetent rock under the influence of high rock pressure £m£c /£mc SRF
O Mild squeezing rock pressure 1.5 5-10
P Heavy squeezing rock pressure >5 10-20
Note: iv ) Cases of squeezing rock may occur for depth H > 350Q1/3(Singh et al., 1992). Rock mass compression strength can be estimated from q = 0.7 £^ Q
d)Swelling rock: chemical swelling depending on presence of water
R Mild swelling rock pressure 5-10
S Heavy swelling rock pressure 10-15
Note: Jr and Ja classification is applied to the joint set or discontinuity that is least favourable for stability both from the point of view orientation and shear resistance, T ( where T =£mn tan-1(Jr / Ja)
Choose the most likely feature to allow failure to initiate
¡@ Q = RQD ¡Ñ Jr ¡Ñ Jw ¡@
Jn Ja SRF ¡@


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         ¨Ì¾ÚNMT­ì²z¡A©¥Åé¤ÀÃþ¥D­n¥Î¨Ó¤ä¼µÃþ§O¿ï¾Ü¦Ó«DºÊ´ú¡AµM¦Ó´NÀG¹Dªº¦æ¬°¤Î©¥Åé«~½è¡AºÊ´ú¸ê®Æ¥i´£¨Ñ¦³¥Îªº§PÂ_¡ABarton et al(1994)«ØijÀG¹D¾À­±Åܦì¡G
         (mm)¡×SPAN(m)¡Ñ£mc)1/2 ¡ÑQ
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         NMT±Ä¥ÎB+S(fr)(©¥®ê¡ÏÀ㦡¿ûÅÖ¼Q¾®¤g)§@¬°¥Ã¤[©Ê¤ä¼µ¡A¤£»ÝŨ¬ä²V¾®¤g¡A©Ò¥H¿ûÅ֤Ω¥®ê¶·¨ã¦³¨¾»G»k¥\¯à¡C©¥®ê¨ü¨¾»k³B²z¡BÂHµÛ¾¯¤ÎPVC®MºÞ«OÅ@¡A©Î±Ä¥Î¬Á¼þÅÖºû©¥®ê¡C

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¨ä¤¤¥]¬A¾÷±ñÁu¼Q¼ß¾÷ªº°ª¼Q¶q(25m3/hr)¡B°ª«~½è¡B§C¤Ï¼u¶q¡C¹Ï(¤@)¤¤¥ªÃä²Ä¤T­Ó¹ÏºK­n²{¥N¼Q¾®¤gªºÃöÁä­n¯À¡A¨ä¦b¦w¥þªº¡B¨³³tªº¤Î¸gÀÙªºÀG¹D¬I¤u¤è­±¥NªíµÛ¤@ºØ­²©R¡C
         S(fr)ªºÃöÁä©Ê½è¥]¬A«Ü§Cªºº¯³z²v¡A¿ûÅÖ¨ü¨ì«OÅ@(¼Q¾®¤g«~½è¦n¡A§C§t¤ô¶q¡AW/(C+F)=0.4 ¡V 0.45)¡AS(fr)Åܧήɧl¦¬¯}µõªº¯à¶q¬°¯Â¼Q¾®¤gªº30¦Ü40­¿¡A¥Bµ¥©ó¤G¼h¿û½uºô¼Q¾®¤g¡CS(fr)ªº¥t¤@ÀuÂI¬OS(fr)¥i¥H±K¶K©ó¤£¥­¾ãªº©¥¾À­±(¿û½uºô¬O¤£¥i¯à¡A·|§Î¦¨¤Õ¬}¡A¼W¥[»G»kªº¼ç¦b©Ê)¡CS(fr)¥i¥H©M©Ò¦³©¥¾À±K¦X¡A¥iµo´§³Ì°ªªº¥i¯àªºÂHµÛ¤O¡B¾®»E¤O¤Î¿iÀ¿¤O¡C

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         Vp¡×log10Qc¡×3.5 km/s (1)
         Vp¡×¬OPªi³t«×
         Qc¡×Q¡Ñ£mc/100
         ¹Ï(¥|)»¡©úQc»PVp¡B²`«×¡B©¥Åé²Õºc¤Õ»Ø¡B³æ¶b§ÜÀ£¤Î©¥ÅéÅܧμҼƪºÃö«Y¡A©¥¥Û¤Õ»Ø²vn¶V¤j¡AVp¶V¤p¡A²`«×¶V¤j¡AVp¶V¤j¡A¦a¼h²`«×µ¥©ó©Î¤p©ó25m®É¡A§Q¥Î(1)¦¡¶·¦Ò¼{n­È§@­×¥¿¡A¦a¼h²`«×µ¥¤j©ó25m®É¡AVp¥ç¶·­×¥¿¡C¹ï¸û¤j²`«×¦a¼h¡A¦pªG¥i¯à¡A¥i±Ä¥Î¤Õ¤º¾_´ú¡A¥Ñ©ó²`«×¸û¤j¡A¸`²z¸û¬°ºò³¬¡A©¥½L¾Ú¦³¸û°ªªº¼u©Êªi³t¤ÎÅܧμҼơA¦ý¥i¯àµLªk´£°ªÀG¹DÀG¹D«~½è¡]Q­È¡^¡A¦]¬°°ªÀ³¤O²£¥ÍÀ½À£¡BÀ£¸H©ÎªOµõ(slabbing)¡A©è®ø¦]¸`²z¸û¬°ºò³¬¨Ï©¥½L¨ã¦³¸û°ªªº¼u©Êªi³t¤Î¼Ò¼Æ¡A©Ò¥HÀ³¥ÎQc-VpÃö«Y­n¤p¤ß¡C°²³]Q­È=2¡A£mc=50MPa¡AQc =2¡Ñ50/100=1¡A°²³]n = 10¢M¡AÀG¹D²`«×¬O100¤½¤Ø¡An´î¤ÖVp¡AÀG¹D²`«×¼W¥[Vp¡A¨âªÌ®Ä¥Î´Xªñ¬Û©è®ø¡A©Ò¥H±Ä¥Î(1)¦¡¹w¦ô²{¦aVp=3.5km/s¤ÎÅܧμҼÆM=10GPa¡CM = 10QC1/3 GPa¡C


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¹Ï¤E NMTÀG¹DŨ¬ä¨ã¦³±Æ¤ô³]¬I¡A¦ý¨®¹D¬O°®Àꪺ(Kveldsvik¤ÎKarlsrud, 1995)

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         1. Nick Barton & Panayiotis Chryssanthakis(1996) "Design of Tunnels for NMT Using Fibre Reinforced Shotcrete and Bolting as Permanent Support", Second International Symposium on Sprayed Concrete.