ࡱ> KJRoot EntryE{L FileHeader|DocInfoUBodyText{P8{IaMNOPQRSTVWXYZ[\]^_`cdefghijklmnopqrstuvwxyz{|}~Root Entry FileHeader|DocInfoBodyTextww # !"%&'()*+,-./0123456789:;<=>?@ABCDEFGHHwpSummaryInformation.=PrvImage PrvTextSection0$ !"#$%&'()*+,-./0123456789:;<>?@ABC}~<<.....>  D0l\ Q̹ xX<ǘ \ Q  X  췤œ(xǜ@ H()t iȲ. @ t Ǹ %t @ ȄX X\ QxǜD iȲ. \ D<@ o Ĭ0 : ļ\ DՔX̹ 82(X-Rij) Ĭ8 , L tǩ o   : tǘ \ 1` L tǩ o Ɛ : ( , ܭ ) L tǩ o Q 췤œ 4 : t D 

< 8 > : ѩ Q&A 141(2007.5.6) XՔ Ȳ̹ \ HŘ( 8\, 81 8 ̭t, 82 8 $XŵȲ. <| 8> 1. ֥X XlЬ 2. XlЬX l1 ƥD Ȕ x  l1 E 3. XlЬ 0i$ĬX x ( 4. $Ĭ0ij@ 0iij X $X <-XD )(2P 1 ) 5. sJ@ XlЬX Ux \ X X@  6. lp< ȍX hX )E(4P 6 ) 7. 乤XlЬ  XlЬX T(1P 11 ) 8. XlЬX 9. XlЬX ) 10. XlЬX ij ƥD XΔ x(3P 1 ) 11. \ XlЬX 12.  XlЬX 13. ٳT XlЬ X`   E 14. ¸ XlЬX ɀ) 15. ͥ  ѥ ) 16. TX 1 ЬX X@ 17. ӬX 18. CBR 19. YX t`  ) 20. YX |DŽX 21. lЬX 22. t$Ĭ>GIF89atɻxxxkkk]]]PPPCCC555((( d`LH00`Hذ̘`H0|pdXL@`0H `H0`dHL`H0xp`XH@0d LȰ``HH00dLؘȀ`H0xp`XH@d0L `H0d`LH`H0|pdXL@0`$H`dHL00`HذȘdL0xp`XH@0` HdH0ȳ``HHdL0xp`XH@`0H Ը̰ĠऀؘpȈXxHp@h@d8`8X0xT0pH dxddxd`d`p`|``x`p``x`!,t H*\ȰÇ#JHŋ3jȱǏ CIɓ(S\ɲ˗0cʜI͛8sɳϟ@ ѣH*]ʴӧPhեDNʐ*H Ud&<{+Y_jEzuZnEkv\x皅V rl!+.\aS5q[i |ϧ~Excƭr{#]ǠUZ-gΚE+2EK 4馟5M{ڬ BqJ&])G[rger%_if~y!AmD}%]a17mvi7{5(xl%ԋߩHb-"Zom_BnXUZUo.f㍫8z.ј>I"HkMb\Ql8+YiSqnOHfzb۟tnT{1gt٩hh!'nݝf'X{u{NvIz^v駩f~Ȫ֭w(U)cj N h_&`6eE*JۯξJlb;Ijښi;(Sru+rjpbS"XB7/Lk뢋]hWh!7 D E @RXȢB`{C ` D0l\ Q̹ xX<ǘ \ Q  X  췤œ(xǜ@ H()t iȲ. @ t Ǹ %t @ ȄX X\ QxǜD iȲ. \ D<@ D E @RXȢ. RXȢ^RXȢB`.C o Ĭ0 : ļ\ DՔX̹ 82(X-Rij) Ĭ8 , L tǩ D E @RXȢB`C `o   : tǘ \ 1` L tǩ D E @@RXȢB`"C @o Ɛ : ( , ܭ ) L tǩ D E @%RXȢB`/C o Q 췤œ 4 : t D 

RXȢB`(C< 8 > : ѩ Q&A 141(2007.5.6) DE@HxxB`=C XՔ Ȳ̹ \ HŘ( 8\, 81 8 ̭t, 82 8 $XŵȲ. DENR2PSRB`C<| 8> DE@XRB`C`1. ֥X XlЬ DE@\RB`$C2. XlЬX l1 ƥD Ȕ x  l1 E D#E@`aRB`C3. XlЬ 0i$ĬX x ( DE@fRB`1C 4. $Ĭ0ij@ 0iij X $X <-XD )(2P 1 ) D%E@jRB`#C`5. sJ@ XlЬX Ux \ X X@  D"E@poRB`!C 6. lp< ȍX hX )E(4P 6 ) DE@ tRB`"C@7. 乤XlЬ  XlЬX T(1P 11 ) DE@xRB` C8. XlЬX D E@}RB`C9. XlЬX ) D E@0RB`$C10. XlЬX ij ƥD XΔ x(3P 1 ) DE@RB`C@11. \ XlЬX DE@RB`C@12.  XlЬX DE@@RB`!C 13. ٳT XlЬ X`   E D E@RB`C14. ¸ XlЬX ɀ) DE@RB`C`15. ͥ  ѥ ) DE@PRB`C 16. TX 1 ЬX X@ DE@RB` C`17. ӬX D E@RB` C@18. CBR D E@`RB`C19. YX t`  ) DE@RB` C20. YX |DŽX D E@RB`C21. lЬX DE@pRB`C22. t$Ĭ DE@ RB`C23. X E DE@RB`C24. DŤӸ 1 x  E DE@RB`C25. DŤӸ DE@RB`C1. )  t4Ѥ D E@RB` C`2. ( XlЬ D E@`RB`C@3. ij(4P 4 ) DE@RB` C@4. ȥ% D E@RB`C5. SMA DE@RB`C 6. Proof Rolling DE@RB` C7. T1X D E@` RB`C8. XlЬX 0 D E@RB`C9. 謬X t<(3P 4 ) D E@RB` C10. \X X D E@pRB` C@11. KOLAS D E@ RB`C`12. ȹHij @ ׸ҙ DE@ RB`C13. SI(mĬ) D E@%RB` C14. 謬X pȽ` D E@0*RB` C15. \ttpT D E@.RB` C16. L|ά 謬Q D E@3RB` C17. XX йij D E@@8RB` C18. DE@B`C% 82 08  DE@B`C@HUX8  tȲ DE@pRB`DE@ RB`!C  82 8Ȕ <\ tXՌ  Ȳ. DE@бRB`jC@ ̹, x 8t (Flii  ) tǔp  t x 8|  # t  4 ιD0 L8 8(  x)\ Xt ɔ DER50RfRB`DE@RB`C X 8t ƬY ̸ $. DE@@RB`gC ̹, })  8(0 !tX 8 )@ \ йD ̹䴴 Ĕ }X 0 t DՔXՠ. x ij ȹ,t\ X DՔƔ D Ȳ DER2RbPRB`DE@B`C% 82 08  DE@B`C1P(108, 10) DE@LLB`CȹLD (̄ |Iň 8| ִ -> 10| Xt \ l´ 8( ǔ 8)0 ٳ|| t ˆ( )D v',w' x. -> 4, 7, 13@ t D̰0 t <\ x\. DERX2 RXi`RXB`2C@1P8Ȕ \8 1tij(L 0|  tij X JL)| P T. DE@RXB`Cv' 1. 謬X ( ( X 0 X$ DE@@LLB` C` lbt DE@   : G lbt#*[ )*}~WM`H` [ [B`'C <H> ѩɐ̸/XlЬ-0t`(5.謬X ( () D E @LL@B`C`{' 2. ӄ( NORce) X 0 X$ DE@LLB` C` lbt DE@"  : G lbt#*[ (*}~WM`H` [ [B`'C <H> ѩɐ̸/0-0t`(9.Ĭ•X 0) 4t D E @LL@B`$C|' 3. YX ȹ0() )%(c) X 0 X$ DE@81LLB` C` lbt D E@8  : G lbt#*[ /}~WM`H` [ [B`"C @<H> ѩɐ̸/.-0t`(9.YX ij) D E @LL@B`C4. X Q% X 0 X$ DE@FLLB` C` lbt D E@M  : G lbt#*[ ,2_\M`H` [ [B`C <H> --> ѩɐ̸/8 ,ƽȲ D E @LL@B`C~' 5. Œ Ɍ X 0 X$ DE@0\LLB` C` lbt DE@c  : G lbt#*[ +}~WM`H` [ [B`!C <H> ѩɐ̸/0-0t`(5.  ) D E @LL@B`%Cw' 6. ٳ(Flow Index, FI) X 0 X$ D$E@qLLB` C` lbt DE@x  : G lbt#*[ '%.\M`H` [ [B`#C `<H> ѩɐ̸/.-0t`(6.YX Žij) D E @LL@B`C7. YX ٳ(R) X 0 X$ DE@(LLB` C` lbt DE@  : G lbt#*[ /5_\M`H` [ [B`C <H> --> ѩɐ̸/8 ,ƽȲ D E @LL@B`C@x' 8. Pareto  X 0 X$ DE@LLB` C` lbt DE@  : G lbt#*[ 1}~WM`H` [ [B`&C <H> ѩɐ̸/0-0t`(8.•X7ijl) D E @LL@B`%C}' 9. aT(Liquefaction)  X 0 X$ DE@ LLB` C` lbt DE@  : G lbt#*[ (%.\M`H` [ [B` C <H> ѩɐ̸/.-0t`(26.aT) D E @LL@B` Cy' 10. ij\X 1(PrI) X 0 X$ DE@LLB` C` lbt DE@|  : G lbt#*[ )%.\M`H` [ [B`"C @<H> ѩɐ̸/ij\.DŤX(19.ӥX 1) D E @LL@B`Ci$11. XlЬX (ij X 0 X$ DE@LLB` C` lbt HwpSummaryInformation.=PrvImage PrvTextSection0b. !"#$%&'()*+,-./0123456789:;<>?@ABC}~<<.....>  D0l\ Q̹ xX<ǘ \ Q  X  췤œ(xǜ@ H()t iȲ. @ t Ǹ %t @ ȄX X\ QxǜD iȲ. \ D<@ o Ĭ0 : ļ\ DՔX̹ 82(X-Rij) Ĭ8 , L tǩ o   : tǘ \ 1` L tǩ o Ɛ : ( , ܭ ) L tǩ o Q 췤œ 4 : t D 

< 8 > : ѩ Q&A 141(2007.5.6) XՔ Ȳ̹ \ HŘ( 8\, 81 8 ̭t, 82 8 $XŵȲ. <| 8> 1. ֥X XlЬ 2. XlЬX l1 ƥD Ȕ x  l1 E 3. XlЬ 0i$ĬX x ( 4. $Ĭ0ij@ 0iij X $X <-XD )(2P 1 ) 5. sJ@ XlЬX Ux \ X X@  6. lp< ȍX hX )E(4P 6 ) 7. 乤XlЬ  XlЬX T(1P 11 ) 8. XlЬX 9. XlЬX ) 10. XlЬX ij ƥD XΔ x(3P 1 ) 11. \ XlЬX 12.  XlЬX 13. ٳT XlЬ X`   E 14. ¸ XlЬX ɀ) 15. ͥ  ѥ ) 16. TX 1 ЬX X@ 17. ӬX 18. CBR 19. YX t`  ) 20. YX |DŽX 21. lЬX 22. t$Ĭ>GIF89atɻxxxkkk]]]PPPCCC555((( d`LH00`Hذ̘`H0|pdXL@`0H `H0`dHL`H0xp`XH@0d LȰ``HH00dLؘȀ`H0xp`XH@d0L `H0d`LH`H0|pdXL@0`$H`dHL00`HذȘdL0xp`XH@0` HdH0ȳ``HHdL0xp`XH@`0H Ը̰ĠऀؘpȈXxHp@h@d8`8X0xT0pH dxddxd`d`p`|``x`p``x`!,t H*\ȰÇ#JHŋ3jȱǏ CIɓ(S\ɲ˗0cʜI͛8sɳϟ@ ѣH*]ʴӧPhեDNʐ*H Ud&<{+Y_jEzuZnEkv\x皅V rl!+.\aS5q[i |ϧ~Excƭr{#]ǠUZ-gΚE+2EK 4馟5M{ڬ BqJ&])G[rger%_if~y!AmD}%]a17mvi7{5(xl%ԋߩHb-"Zom_BnXUZUo.f㍫8z.ј>I"HkMb\Ql8+YiSqnOHfzb۟tnT{1gt٩hh!'nݝf'X{u{NvIz^v駩f~Ȫ֭w(U)cj N h_&`6eE*JۯξJlb;Ijښi;(Sru+rjpbS"XB7/Lk뢋]hWh!7 D E @RXȢB`{C ` D0l\ Q̹ xX<ǘ \ Q  X  췤œ(xǜ@ H()t iȲ. @ t Ǹ %t @ ȄX X\ QxǜD iȲ. \ D<@ D E @RXȢ. RXȢ^RXȢB`.C o Ĭ0 : ļ\ DՔX̹ 82(X-Rij) Ĭ8 , L tǩ D E @RXȢB`C `o   : tǘ \ 1` L tǩ D E @@RXȢB`"C @o Ɛ : ( , ܭ ) L tǩ D E @%RXȢB`/C o Q 췤œ 4 : t D 

RXȢB`(C< 8 > : ѩ Q&A 141(2007.5.6) DE@HxxB`=C XՔ Ȳ̹ \ HŘ( 8\, 81 8 ̭t, 82 8 $XŵȲ. DENR2PSRB`C<| 8> DE@XRB`C`1. ֥X XlЬ DE@\RB`$C2. XlЬX l1 ƥD Ȕ x  l1 E D#E@`aRB`C3. XlЬ 0i$ĬX x ( DE@fRB`1C 4. $Ĭ0ij@ 0iij X $X <-XD )(2P 1 ) D%E@jRB`#C`5. sJ@ XlЬX Ux \ X X@  D"E@poRB`!C 6. lp< ȍX hX )E(4P 6 ) DE@ tRB`"C@7. 乤XlЬ  XlЬX T(1P 11 ) DE@xRB` C8. XlЬX D E@}RB`C9. XlЬX ) D E@0RB`$C10. XlЬX ij ƥD XΔ x(3P 1 ) DE@RB`C@11. \ XlЬX DE@RB`C@12.  XlЬX DE@@RB`!C 13. ٳT XlЬ X`   E D E@RB`C14. ¸ XlЬX ɀ) DE@RB`C`15. ͥ  ѥ ) DE@PRB`C 16. TX 1 ЬX X@ DE@RB` C`17. ӬX D E@RB` C@18. CBR D E@`RB`C19. YX t`  ) DE@RB` C20. YX |DŽX D E@RB`C21. lЬX DE@pRB`C22. t$Ĭ DE@ RB`C23. X E DE@RB`C24. DŤӸ 1 x  E DE@RB`C25. DŤӸ DE@RB`C1. )  t4Ѥ D E@RB` C`2. ( XlЬ D E@`RB`C@3. ij(4P 4 ) DE@RB` C@4. ȥ% D E@RB`C5. SMA DE@RB`C 6. Proof Rolling DE@RB` C7. T1X D E@` RB`C8. XlЬX 0 D E@RB`C9. 謬X t<(3P 4 ) D E@RB` C10. \X X D E@pRB` C@11. KOLAS D E@ RB`C`12. ȹHij @ ׸ҙ DE@ RB`C13. SI(mĬ) D E@%RB` C14. 謬X pȽ` D E@0*RB` C15. \ttpT D E@.RB` C16. L|ά 謬Q D E@3RB` C17. XX йij D E@@8RB` C18. DE@B`C% 82 X..... DE@B`C@HUX8  tȲ DE@pRB`DE@ RB`!C  82 8Ȕ <\ tXՌ  Ȳ. DE@бRB`jC@ ̹, x 8t (Flii  ) tǔp  t x 8|  # t  4 ιD0 L8 8(  x)\ Xt ɔ DER50RfRB`DE@RB`C X 8t ƬY ̸ $. DE@@RB`hC ̹, })  8(0 !tX 8 )@ \ йD ̹䴴 Ĕ }X 0 t DՔXՠ. x ij ȹ,t\ X DՔƔ D Ȳ. DER2RbPRB`DE@RB`"C@ $ܴ 8ij 13 ij $. DE@RB`C@ز P @ 0| 0iȲ. DE@`RB`DE@B`C% 82 08  DE@B`C1P(108, 10) DE@LLB`CȹLD (̄ |Iň 8| ִ -> 10| Xt \ l´ 8( ǔ 8)0 ٳ|| t ˆ( )D v',w' x. -> 4, 7, 13@ t D̰0 t <\ x\. DERX2RXi@RXB`2C@1P8Ȕ \8 1tij(L 0|  tij X JL)| P T. DE@ RXB`Cv' 1. 謬X ( ( X 0 X$ DE@LLB` C` lbt DE@  : G lbt#*[ )*}~WM`H` [ [B`'C <H> ѩɐ̸/XlЬ-0t`(5.謬X ( () D E @LL@B`C`{' 2. ӄ( NORce) X 0 X$ DE@<(LLB` C` lbt DE@/  : G lbt#*[ (*}~WM`H` [ [B`'C <H> ѩɐ̸/0-0t`(9.Ĭ•X 0) 4t D E @LL@B`$C|' 3. YX ȹ0() )%(c) X 0 X$ DE@=LLB` C` lbt D E@D  : G lbt#*[ /}~WM`H` [ [B`"C @<H> ѩɐ̸/.-0t`(9.YX ij) D E @LL@B`C4. X Q% X 0 X$ DE@4SLLB` C` lbt D E@Z  : G lbt#*[ ,2_\M`H` [ [B`C <H> --> ѩɐ̸/8 ,ƽȲ D E @LL@B`C~' 5. Œ Ɍ X 0 X$ DE@hLLB` C` lbt DE@o  : G lbt#*[ +}~WM`H` [ [B`!C <H> ѩɐ̸/0-0t`(5.  ) D E @LL@B`%Cw' 6. ٳ(Flow Index, FI) X 0 X$ D$E@,~LLB` C` lbt DE@   : G lbt#*[ '%.\M`H` [ [B`#C `<H> ѩɐ̸/.-0t`(6.YX Žij) D E @LL@B`C7. YX ٳ(R) X 0 X$ DE@LLB` C` lbt DE@  : G lbt#*[ /5_\M`H` [ [B`C <H> --> ѩɐ̸/8 ,ƽȲ D E @LL@B`C@x' 8. Pareto  X 0 X$ DE@$LLB` C` lbt DE@  : G lbt#*[ 1}~WM`H` [ [B`&C <H> ѩɐ̸/0-0t`(8.•X7ijl) D E @LL@B`%C}' 9. aT(Liquefaction)  X 0 X$ DE@LLB` C` lbt DE@  : G lbt#*[ (%.\M`H` [ [B` C <H> ѩɐ̸/.-0t`(26.aT) D E @LL@B` Cy' 10. ij\X 1(PrI) X 0 X$ DE@LLB` C` lbt DE@  : G lbt#*[ )%.\M`H` [ [B`"C @<H> ѩɐ̸/ij\.DŤX(19.ӥX 1) D E @LL@B`Ci$11. XlЬX (ij X 0 X$ DE@LLB` C` lbt D E@x  : G lbt#*[ 2}~WM`H` [ [B`+C `<H> ѩɐ̸/XlЬ-0t`(30.乤XlЬ)2,3t 8p D E @LL@B`(Cz' 12. YX ij(Thixotrophy) X 0 X$ DE@LLB` C` lbt DE@  : G lbt#*[ 3}~WM`H` [ [B`+C `<H> ѩɐ̸/.-0t`(8.D@ Ҍ\<) 2t D E @LL@B`C13. Sand Streaking X 0 X$ DE@LLB` C` lbt DE@|  : G lbt#*[ 06_\M`H` [ [B`C <H> --> ѩɐ̸/8 ,ƽȲ D E @LL@B`DE@$LLB`C2P(48, 25) DE@*LLB`1C w' 1. XlЬ 0it` X } X <-X D ) X 0 X$ DE1LL-8LLB` C` lbt D E@?||P G lbt#*[F 5}~WM`H` [ [B`,C <H> ѩɐ̸/XlЬ-8(10.XlЬ 0it` 4) 8p D E @LL@B`4C  + /XlЬ-0t`(11.XlЬX 0i)6t 8p D E @LL@B`SC` 2. X ij| lX0 \ ´) °ij @ )@ 4tp, t  )X ȩ 0@ 4x 0 X$ DEPLL-WLLB` C` lbt D E@h^  : G lbt#*[ 6}~WM`H` [ [B`#C `<H> ѩɐ̸/ɠ-0t`(28.YX ) D E @LL@B`<Cy' 3. YX ij Ǵ Stokes Y X $X t YX t` 8D 0 X$ DEmLL1sLLB` C` lbt D E@z  : G lbt#*[ !7}~WM`H` [ [B`'C <H> ѩɐ̸/.-(1.YX Y X)3,4t D E @LL@B`8Cx' 4. XlЬ XlЬ ijX p0 t DՔ\ t @ p0) X 0 X$ DE`LL,@LLB` C` lbt D E@   : G lbt#*[ "8}~WM`H` [ [B`/C <H> ѩɐ̸/XlЬ-8(27.XlЬ ijX p0......) D E @LL@B`*C@v' 5. SPT(\m)) XǬm X 0 X$ DE@LLB` C` lbt D E@  : G lbt#*[ $/_\M`H` [ [B`#C `<H> ѩɐ̸/D E@  : G lbt#*[ 2}~WM`H` [ [B`+C `<H> ѩɐ̸/XlЬ-0t`(30.乤XlЬ)2,3t 8p D E @LL@B`(Cz' 12. YX ij(Thixotrophy) X 0 X$ DE@LLB` C` lbt DE@t  : G lbt#*[ 3}~WM`H` [ [B`+C `<H> ѩɐ̸/.-0t`(8.D@ Ҍ\<) 2t D E @LL@B`C13. Sand Streaking X 0 X$ DE@LLB` C` lbt DE@  : G lbt#*[ 06_\M`H` [ [B`C <H> --> ѩɐ̸/8 ,ƽȲ D E @LL@B`DE@|LLB`C2P(48, 25) D.-0t`(12.\) D E @LL@B`.C6. Fill  p Filter ̸X lDpt ɔ1 X 0 X$ DE@8LLB` C` lbt DE@  : G lbt#*[ 17_\M`H` [ [B`E@\LLB`1C w' 1. XlЬ 0it` X } X <-X D ) X 0 X$ DE<#LL-*LLB` C` lbt D E@0||P G lbt#*[F 5}~WM`H` [ [B`,C <H> --> ѩɐ̸/8 ,ƽȲ D E @LL@B`DE@LLB`C3P(48, 25) DE@LLB`)C w' 1. XlЬ ´X X@ Uŕij X Ĭ X 0 X$ DE@tLLB` C` lbt D E@T  : G lbt#*[ 'WM`H` [ [B`*C @<H> ѩɐ̸/XlЬ-0t`(18.XlЬX Uŕij)5t D E @LL@B`$C2. }X 1Pخ ) 1 X 0 X$ DE@LLB`C` DE@LLB`KC` y' 3. mX 謬 DX $ 0| 謬X t <\  謬X 8 XǬm X 0 X$ DELL-LLB` C` lbt DE@  : G lbt#*[ 28_\M`C <H> ѩɐ̸/XlЬ-8(10.XlЬ 0it` 4) 8p D E @LL@B`4C  + /XlЬ-0t`(11.XlЬX 0i)6t 8p D E @LL@B`SC` 2. X ij| lX0 \ ´) °ij @ )@ 4tp, t  )X ȩ 0@ 4x 0 X$ DE BLL-HLLB` C` lbt D E@O  : G lbt#*[ 6}~WM`H` [ [B`#C `<H> ѩɐ̸/ɠ-0t`(28.YX ) D E @LL@B`<Cy' 3. YX ij Ǵ Stokes Y X $X t YX t` 8D 0 X$ DEh^LL1HeLLB` C` lbt D E@(l  : G lbt#*[ !7}~WM`H` [ [B`'C <H> ѩɐ̸/.-(1.YX Y X)3,4t D E @LL@B`8Cx' 4. XlЬ XlЬ ijX p0 t DՔ\ t @ p0) X 0 X$ DEzLL,LLB` C` lbt D E@  : G lbt#*[ "8}~WM`H` [ [B`/C <H> ѩɐ̸/XlЬ-8(27.XlЬ ijX p0......) D E @LL@B`*C@v' 5. SPT(\m)) XǬm X 0 X$ DE@ LLB` C` lbt D E@  : G lbt#*[ $/_\M`H` [ [B`#C `<H> ѩɐ̸/.-0t`(12.\) D E @LL@B`.C6. Fill  p Filter ̸X lDpt ɔ1 X 0 X$ DE@LLB` C` lbt DE@|  : G lbt#*[ 17_\M`H` [ [B`C <H> --> ѩɐ̸/8 ,ƽȲ D E @LL@B`DE@LLB`C3P(48, 25) DE@LLB`)C w' 1. XlЬ ´X X@ Uŕij X Ĭ X 0 X$ DE@LLB` C` lbt D E@  : G lbt#*[ 'WM`H` [ [B`*C @<H> ѩɐ̸/XlЬ-0t`(18.XlЬX Uŕij)5t D E @LL@B`$C2. }X 1Pخ ) 1 X 0 X$ DE@TLLB`C` DE@4LLB`KC` y' 3. mX 謬 DX $ 0| 謬X t <\  謬X 8 XǬm X 0 X$ DELL-LLB` C` lbt DE@  : G lbt#*[ 28_\M`H` [ [B`C <H> --> ѩɐ̸/8 ,ƽȲ D E @LL@B`3C`v' 4. 謬 h ǔ t ѩɐ̸/XlЬ-8(3.謬X t --> ѩɐ̸/8 ,ƽȲ D E @LL@B`JC@ x' 6. m 䲑\ t$ 0 t   ǔ , t \ !tX ȩ 8 X 0 X$ DEt@LL.TGLLB` C` lbt D E@4N  : G lbt#*[ $'WM`H` [ [B`%C <H> ѩɐ̸/0-0t`(2.t$ 0 ij) 8p D E @LL@B`C4P(48, 25) DE@\LLB`*C@w' 1. XX TY 1  X Ti ѩɐ̸/XlЬ-0(1.XlЬҬ̸-X)3,10,11t D E @LL@B`EC2. Oedometer| tǩ\ 1(UՕ Q%t%(Stress history) 0x YX X X 0 X$ DE,yLL8 LLB` C` lbt DE@  : G lbt#*[ &'WM`H` [ [B`!C <H> ѩɐ̸/.-0t`(26.U) D E @LL@B`.Cy' 3. DŤӸ XlЬ ӥ (ijX 0 ɔ1 X 0 X$ DE@LLB` C` lbt DE@hG lbt#*[''WM`H` [ [B`4C  --> ѩɐ̸/ij\.DŤX-8(6.DŤӸ ӥX  )2t D E @LL@B`9C  0 ij\/DŤX-0t`(14.DŤX \5  5X ) D E @RX@B`)C  + ѩ Q&A 113() 8p :  (ijX ɔ1 D E @ LL@B` C<(ijX ɔ1> DE@RB`,C1) DŤӸҔ 1 ̸\ 謬@ ѩɐ̸/0-0t`(14.ij) D E @LL@B` C` lbtH` [ [B`C <H> --> ѩɐ̸/8 ,ƽȲ D E @LL@B`3C`v' 4. 謬 h ǔ t ѩɐ̸/XlЬ-8(3.謬X t --> ѩɐ̸/8 ,ƽȲ D E @LL@B`JC@ x' 6. m 䲑\ t$ 0 t   ǔ , t \ !tX ȩ 8 X 0 X$ DETGLL.4NLLB` C` lbt D E@U  : G lbt#*[ $'WM`H` [ [B`%C <H> ѩɐ̸/0-0t`(2.t$ 0 ij) 8p D E @LL@B`C4P(48, 25) DE@cLLB`*C@w' 1. XX TY 1  X Ti ѩɐ̸/XlЬ-0(1.XlЬҬ̸-X)3,10,11t D E @LL@B`EC2. Oedometer| tǩ\ 1(UՕ Q%t%(Stress history) 0x YX X X 0 X$ DE LL8LLB` C` lbt DE@̍  : G lbt#*[ &'WM`H` [ [B`!C <H> ѩɐ̸/.-0t`(26.U) D E @LL@B`.Cy' 3. DŤӸ XlЬ ӥ (ijX 0 ɔ1 X 0 X$ DE@hLLB` C` lbt DE@HG lbt#*[''WM`H` [ [B`4C  --> ѩɐ̸/ij\.DŤX-8(6.DŤӸ ӥX  )2t D E @LL@B`9C  0 ij\/DŤX-0t`(14.DŤX \5  5X ) D E @RX@B`)C  + ѩ Q&A 113() 8p :  (ijX ɔ1 D E @ LL@B` C<(ijX ɔ1> DE@RB`,C1) DŤӸҔ 1 ̸\ 謬@ ѩɐ̸/0-0t`(14.ij) D E @LL@B` C` lbt DE@zN  : G lbt#*[ 4:_\M`H` DE@G  : G lbt#*[ 4:_\M`H` [ [B`C <H> --> ѩɐ̸/8 ,ƽȲ D E @LL@B`;C`5. ij\ x<\  X謬X 0  mթ ɈɷX pX X 0 X$ DE6VLL [ [B`C <H> --> ѩɐ̸/8 ,ƽȲ D E @LL@B`;C`5. ij\ x<\  X謬X 0  mթ ɈɷX pX X 0 X$ DE]LL+cLLB` C` lbt DE@j  : +]LLB` C` lbt DE@c  : G lbt#*[ C.}~WM`H` [ [B`#C `<H> ѩɐ̸/816(X謬Lj0/t$Pр) D E @LL@B` C` lbt DE@r  : GG lbt#*[ C.}~WM`H` [ [B`#C `<H> ѩɐ̸/816(X謬Lj0/t$Pр) D E @LL@B` C` lbt DE@ry  : G lbt#*[ 5;_\M`H` [ [B`C <H> --> ѩɐ̸/8 ,ƽȲ D E @LL@B`CC`x' 6. ijX ij\  Xՠ T0@ lp< D X $X, )H X 0 X$ DELL,LLB` C` lbt DE@Ε  : G lbt#*[ .}~W lbt#*[ 5;_\M`H` [ [B`C <H> --> ѩɐ̸/8 ,ƽȲ D E @LL@B`CC`x' 6. ijX ij\  Xՠ T0@ lp< D X $X, )H X 0 X$ DE.LL,LLB` C` lbt DE@  : G lbt#*[ .}~WM`H` [ [B`%C <H> ѩɐ̸/ij\.DŤX-0t`(21.lp< D) D E @LL@B`DE@LLM`H` [ [B`%C <H> ѩɐ̸/ij\.DŤX-0t`(21.lp< D) D E @LL@B`DE@jLL