Seismic Slope Displacement B-M19 B-M-T18 V6
December 21, 2022 | Author: Anonymous | Category: N/A
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]rkiedure jkr Estfghtfln Yoehr-Flduied Yefsgfi Yckpe Dfspchiegelt jkr Yohcckw Irusthc Ehrtoquh`e
by Aklhtohl D. Brhy hld Akrne Ghiedk, UI Ber`ecey hld Nekrnfh Teio ]rkiedure jkr Estfghtfln Yoehr-Flduied Yoehr-Flduied Yefsgf Yefsgfi i Yckpe Dfspchiegelt Dfspchiegelt jkr Yohcckw Irusthc Irusthc Ehrtoquh`es, HYI YEE LKTEY BECK^ JKR NUFDHLIE FL TOE UYE KJ Y]REHDYOEET
Flput ]hrhgeters
Ihse
]ucsesD8== (EX4&5)
* Yecei Yeceitt Krdf Krdflh lhrr
(h)
Ypeitrhc Hiiecerhtfkl ( Yh(8.9Ts) ) ]eh` Nrkuld Zeckifty (]NZ) (d) ]erieltfce (fj ]ucse nrkuld Gktfkl)
seiklds
(h) (b)
=.49 >.2
seiklds
(i)
=.5 ?=.=
n ig/s
(d)
=.8= =.99
Vfecd Ikejjfifelt (`y) Flftfhc Juldhgelthc ]erfkd (Ts)(b) Denrhded ]erfkd (8.9Ts) Gkgelt Ghnlftude (Gw) (i)
(e)
8== ) g ? i 4% ( t 5 l =% e 8: % g 9 e = ig i h c p 8=== s f 55. D 2i ig g l =.5 h 6 f d e G
Hddftfklhc Flput ]hrhgeters
]rkbhbfcfty kj Exieedhlie #8 (]8) ]rkbhbfcfty kj Exieedhlie #2 (]2) ]rkbhbfcfty kj Exieedhlie #9 (]9) Dfspchiegelt Toresokcd (d[toresokcd) Fltergedfhte Ihciuchted ]hrhgeters
Lkl-Qerk Yefsgfi Dfspchiegelt Est (D) Ythldhrd Devfhtfkl kj Lkl-Qerk Yefsgfi D Resucts
]rkbhbfcfty kj Lencfnfbce Dfspc. (](D7=)) D8 D2 D9
=.==
](D
ig
55.2
ig
66.9
ig
Lktes
8=
8. Zhcues ofnocfnoted fl bcue hre flput phrhgeters, hld resucts hre preselted fl toe thbce wfto toe yecckw oehdfln. 2. ]rkbhbfcfty kj Exieedhlie fs toe desfred prkbhbfcfty kj exieedfln h phrtfiuchr dfspchiegelt vhcue. 9. Dfspchiegelts D8, D2, hld D9 ikrrespkld tk ]8, ]2, hld ]9, respeitfvecy. (e.n., toe prk prkbhbfcfty bhbfcfty kj exieedfln dfspchiegelt D8 fs ]8) 4. Toe 8:%, 5=%, hld ?4% perieltfce dfspchiegelt vhcues ht seceited `y vhcues hre sokwl tk toe rfnot. 5. Ihciuchted sefsgfi dfspchiegelts hre due tk devfhtkrfi dejkrghtfkl klcy (hdd fl vkcugetrfihccy flduied gkvegelt). 8
:. `y ghy rhlne betweel =.=8 hld =.?, Ts betweel = hld 2 s, Yh betweel =.==2 hld 4.5 n, G betweel 5.5 hld 6 >. Rfnfd sckpe fs hssuged jkr Ts 3 =.=5 s, s, f.e. Ts 7 =.=. Fj Ts fs aust cess tohl =.=5 s, set Ts 7 =.=5= s ?. ^oel h vhcue jkr D fs lkt ihciuchted, D fs 3 =.5 ig 6. `y sokucd be estfghted wfto h sckpe sthbfcfty prknrhg0 toe sfgpcfjfed equhtfkls sokwl beckw prkvfde hpprkxfghte vhcues. 8=. Exhgpces kj okw Ts fs estfghted hre sokwl beckw. 88. Zs 7 wefnoted hvn. soehr whve veckifty jkr toe scfdfln ghss, e.n., jkr 2 chyers, Zs 7 P(o8)(Zs8) + (o2)(Zs2)W/(o8 + o2)
(e)
. =.==
Jfnures jrkg Brhy, A.D. (2==>) –Iohpter 841 Yfgpcfjfed Yefsgfi Yckpe Dfspchiegelt ]rkiedures,‗ Ehrtoquh`e Nekteiolfihc Elnfleerfln, 4to Flter. Iklj. kl Ehrtoquh`e Nekteiolfihc Elnfleerfln Flvfted Ceitures, fl Nekteiolfihc, Nekcknfihc, hld Ehrtoquh`e Elnfleerfln Yerfes, Zkc. :, ]ftfch`fs, @yrfhzfs D., Ed., Yprflner, Zkc. :, pp. 92>-959.
s
KrdflhryNG (EX2&9) ]ucsesD8== (EX4&5) ]ucsesD5= (EX:&>) Detergflfstfi-]seudkprkbhbfcfstfi Detergflfstfi]seudkprkbhbfcfstfi (EX
ANNE Akurlhc, fl press.
kr ]ucse cse kr Ikgbf gbfled Equhtf htfkls Bhsed kl pseudksthtfi hlhcysfs 8D1 Ts74O/Zs 2D1 Ts72.:O/Zs
Depel epeld delie elie kl `y
`y
=.=2= Flput toe Ypeitrhc Hiiecerhtfkl (n) ht =.=5 toe bhse kj toe scfdfln ghss hssugfln =.=>
](D7"=")
D (ig)
=.=== =.=== =.==4 =.828
55.2 25.> 84.8 5.:
=.:2?
2.?
=.=== =.=== =.===
=.8 ]NZ (ig/s) estghed h oe bhse kj =.85 oe scfdfln ghss hssugfln oere fs lk =.2 gherfhc hbkve f. =.9 Fj ]ucse gktkl oe perieltce fs nfvel =.4
toere fs lk ghterfhc hbkve ft.
hs eftoer D8== kr D5=. D8== sokucd s okucd be used jkr jhuct-lk jhuct-lkrghc rghc dfreitfkl
eq. (9) kr (5) kr (>) kr k r (6)
Gedfhl ?4% ]erieltfce 8:% ]erieltfce
eq. (2) kr (4) kr (:) kr k r (?) ihci. usfln eq. (88) ihci. usfln eq. (88) ihci. usfln eq. (88) eq. (88)
4:5.? 8:5.= 8==.9
= .= 5
= . 8=
= .8 5
= .2 =
= .2 5
Vfecd Vfe cd I Ike kejjfifel jjfifelt t
= .9 =
= .9 5
= .4 =
KrdflhryNG (EX2&9)
Dgedfhl (ig)
D-?4% (ig)
D-8:% (ig)
55.2 25.> 84.8 5.8
66.9 4:.2 25.4 6.:
9=.> 84.9 >.? 2.8
3=.5
9.=?
3=.5
4:5.? 8:5.= 8==.9
?9>.5 26:.> 8?=.9
256.= 68.? 55.?
]seudksthtfi Yefsgfi Ikejjfifelt Bhsed kl toe Brhy hld Ghiedk Yefsgfi Yckpe Dfspchiegelt Ge Use klcy jkr ihses fl wofio toe ]NZ 37 885 ig/s.
Toe pseudksthtfi sckpe sthbfcfty getokd sokucd
Flput ]hrhgeters
Dh (ig) Ts (s) 8.9Ts (s)
9= Hcckwhbce Yefsgfi Dfspchiegelt Toresokcd =.99 Flftfhc Juldhgelthc ]erfkd kj Ycfde Ghss =.49 Denr enrhded ded ]erfkd kj Ycfde Ghss
Yh(8.9Ts) (n) Gw
Ypeitr itrhc hc Hiiec Hiiecerh erhtfk tfkl l ht 8. 8.9Ts 9Ts ((5% 5% dhgpf dhgpfln ln)) ht toe toe bhse bhse kj toe toe scfdf scfdfln ln g =.45 Ype >.5 Gkgelt Ghnlftude
e
=.>4 Lk Lkrgh rghccy ccy dfst dfstrfb rfbut uted ed rh rhld ldkg kg v vhrf hrfhbc hbce e wfto wfto zerk zerk gehl gehl hld hld sthl sthldhr dhrd d devfh devfh Yet tk =.= jkr Dh ht toe gedf gedfhl hl (5=%) estfghte cevec, hld set tk =.>4 jk jkrr D
Fltergedfhte ]hrhgeters
x8 7 h7
=.46= i ik klsthlt 2.>:: Eq. 82b
x2 7
5.2>> vhcue fl phreltoesfs fl Eq. 82i
b7 x9 7
2.4>? Eq. 82i -2.492 vhcue fl phreltoesfs fl Eq. 82h
]seudksthtfi ` vhcue ` 7 =.=??
^fto tofs ` vhcue, fj toe pseudksthtfi JY 4 ht toe 8:% prkbhbfcf prkbhbfcfty ty kj exieedhlie cevec
e 5=% kr 8:% prkbhbfcfty kj exieedhlie cevec (f.e., e 7 = kr =.>4, respeitfvecy). respe itfvecy).
](D7=) (Detergflfst/pseudk-prkbhbfcfstfi evhcuhtfkl EX?)
](D7=) (Kr
]("=")7 8-e(h+bcl`y+icl(`y)\2+dTscl`y+eTs +lYH)
]("=")7 8-e
Jkr Ts 37 =.> s h
-2.45> -2.6>6
-=.824 -=.>=>
8.:?? 2.>56
b i d
Jkr Ts < =.> s
e j
h
b
i
d
e
j
=.==42
-9.4== -4.65=
-=.9== -=.99=
-=.:2= 2.?5=
J kr T s
h
b
i
d
e
j =.==458?
Gkdec jkr Dfspchiegelt Estfghte
cl(D)7h+bcl`y + icl`y2 + dcl`y*clYH89 + e*cl(YH89) + j*Pcl(YH89)W\2 + n*Ts + o*(G)+f*Ts\2+a*cl(]NZ)
Ikejjfife Ikejjf ifelts lts Zhc Zhcues ues h -:.4:2 b -2.:92 i -=.2>? d e j n o f a e
=.52> 8.6>? -=.299 8.=:6 -=.=:= -=.46? 8.54> =.56=
dflhry Nrkuld gktfkls EX2) (h+bcl`y+icl(`y)\2+dTscl`y+eTs (h+bcl`y+icl(`y)\2+dTscl`y+eTs +lYH)
7 =.> s
]("=")7 8+exp(h
Jkr Ts < =.> s
-2.4?= -2.6>=
h
-=.82= -=.>2= 8.>== 2.>?=
b
-9.42= -4.69=
i
-=.9==
d
e
j
-=.95= -=.:2= 2.?:=
Detergflfsi/]seudkprkbhbfcfsi bhsed Ikltrkc Lugber
Ts3=.8
Ts
->.>8?
2
-2.468
-2.468
-2.698
-2.698
9
-=.245
-=.245
-=.986
-=.986
4 5
=.944 2.>=9
=.944 2.>=9
=.5?4 2.2:8
=.5?4 2.2:8
:
-=.=?6
-=.=?6
-=.248
-=.248
>
-6.:??
9.852
-2.>98
8.=98
?
=.:=>
=.:=>
=.=5
=.=5
Ts2
6
=
-=.6=6>
=
-=.4?
]NZ
8=
=
=
8.45?
8.45?
=.>9:
=.>9:
=.54
=.54
ihse
:
Ts
(i8+i2*ckn(`y)+i9*(ckn(`y))\2+i4*ckn(`y)*ckn( (i8+i2*ckn(`y)+i9*(ckn(`y) )\2+i4*ckn(`y)*ckn(sh)+i5*ckn(sh)+i:*(ckn( sh)+i5*ckn(sh)+i:*(ckn(sh))\2 sh))\2 (i8+i2*ckn(`y)+i9*(ckn(`y))\2+i4*ckn(`y)*ckn( (i8+i2*ckn(`y)+i9*(ckn(`y) )\2+i4*ckn(`y)*ckn(sh)+i5*ckn(sh)+i:*(ckn( sh)+i5*ckn(sh)+i:*(ckn(sh))\2 sh))\2 8
->.4 -> .485 85+= +=.2 .226 26
2 9
-2.>5? - =.2? -=
-2.:92 -=.2>?
-9.=25 -=.989
-2.698 -=.986
4
=.526
=.52>
=.5>8
=.5?4
5
2.=?
8.6>?
2.928
2.2:8
:
- =.24 -=
-=.299
-=.249
-=.248
=.62 =. 62??-9. 9.>? >?6 6
8.=9 8. =988-9. 9.>: >:
>
=.6> =. 6>::-9. 9.?9 ?94 4
-:.4 -: .4:2 :2+= +=.2 .22> 2>
8.=: 8. =:66-9. 9.?8 ?89 9
-?.: -? .:85 85+= +=.2 .224 24
->.> -> .>8? 8?+= +=.2 .22 2
?
=
=
=
=
6
8.4>:
8.54>
8.954
8.45?
8=
=
-=.=:
=.8984
=.=5
8
->.485
-:.4:2
-?.:85
->.>8?
2
-2.>5?
-2.:92
-9.=25
-2.698
9
- =.2? -=
-=.2>?
-=.989
-=.986
4
=.526
=.52>
=.5>8
=.5?4
5
2.=?
8.6>?
2.928
2.2:8
:
- =.24 -=
-=.299
-=.249
-=.248
>
=.6>:
8.=:6
=.62?
8.=98
?
-=.4:>
-=.46?
-=.449
-=.4?
6
8.4>:
8.54>
8.954
8.45?
8=
=
-=.=:
=.8984
=.=5
](D7=)(]ucses, D8==, EX4) +bcl`y+icl(]NZ)+dTs+eclYH)
](D7=) (]ucses, D5=, ]("=")7 8+exp(h+bcl`y
Jkr Ts 37 =.> s h b i
Jkr Ts < =.> s
-8=.>?> -?.>8> 8.::=
9.85= >.5:=
d e
h
b
i
d
e
Jkr Ts 37 =.> s
-82.>>8 -6.6>6 2.2?:
-4.6:5 4.?8>
h
b
i
d
e
6.525=8E-=:
-84.69= -8=.9?9 8.6>8
9.>:9 ?.?82
>.955E-=: ]ucses
Krdflhry NG
D8== D8 ==,T ,Ts3 s3=. =.8 8
D8==,T D8== ,Tss 8.6>?
=.52> 8.6>?
=.944 2.:46
=.944 2.:46
-=.299
-=.299
-=.248
-=.248
-=.299
-=.299
-=.=6
-=.=6
-2.>44
8.=:6
-2.>98
8.=98
-2.>44
8.=:6
-6.4>8
9.229
-=.=:
-=.=:
=.=5
=.=5
-=.=:
-=.=:
=.:=9
=.:=9 =.
=
-=.46?
=
-=.4?
=
-=.46?
=
-=.645
8.54>
8.54>
=.=25
=.=25
-=.=6>
-=.=6>
=
=
=.56
=.56
=.54
=.54
=.56
=.56
=.>2
=.>2
i>*ts+i6*(ts)\2+i8=*ckn(]NZ)+I?*(Ghn)) i>*ts+i?*(ts)\2+i6*ckn(]NZ)+i8=*(Ghn)) 8
=
-=.=:
=.8984
=.=5
=
=
=
=
8.4>:
8.54>
8.954
8.45?
=
-=.=:
=.8984
=.=5
-=.4:>
-=.46?
-=.449
-=.4?
8.4>:
8.54>
8.954
8.45?
EX:)
+icl(]NZ)+dTs+eclYH) Jkr Ts < =.> s h b i
-84.:>8 -8=.4?6 2.222
-4.>56 5.546
d e
=.=2= =.=5 =.=> =.8 =.85 =.2 =.9 =.4
2.5?:E-88 2.4:?E-88
=.=======
5.292E-=: 5.5?8E-=:
=.=======
=.===8? 8?9 9> =.=== ==8 86?9
=.= =. === === ===4
=.==4862? =.==458?
=.=====65
=.=:886: =.=:46542
=.===92:4
=.22>6= 6=8 8> =.29? 9?= ==82
=.= =. ==9 =96 6622
=.::8=2 =28 8> =.:>9 >96 6?85 =.?6:?9 ?9? ?> =.6=9 =92 2?:5
=.82= =.8 2=> >?69 =.: =. :2> 2>> >6==
FJ($@$8478,G8:,FJ($@$8472,L8:,FJ($@$8479, FJ($@$8478,G8:,FJ( $@$8472,L8:,FJ($@$8479,K8:,FJ($@$8474,]8:,FJ K8:,FJ($@$8474,]8:,FJ($@$8475,X8:,FJ( ($@$8475,X8:,FJ( FJ(HL FJ( HLD(' D('Yef Yefsgf sgfi i Dfs Dfspch pchieg iegelt elt[Ir [Irust usthc' hc'!B8 !B8938 938=== ===,'Y ,'Yefs efsgfi gfi Dfs Dfspch pchieg iegelt elt[Ir [Irust usthc' hc'!B6 !B63=. 3=.
FJ(HLD('Yefsgfi Dfspchiegelt[Irusthc'!B893:=,'Yefsgfi Dfspchiegelt[Irusthc'!B63=.8),8 D fspchiegelt[Irusthc'!B63=.8),8
4.=::E-89 5.5=?E-=6 8.?82E-=> >.955E-=: =.===4652 =.==6>2:> =.96?859: =.62685??
$@$847:,R8:,FJ($@$847>,Y8:,FJ($@$847?,T8:,FJ $@$847:,R8:,FJ($@$847>,Y 8:,FJ($@$847?,T8:,FJ($@$8476,U8:,FJ($@$847 ($@$8476,U8:,FJ($@$8478=,Z8:))))))))) 8=,Z8:))))))))))) 8,'Yefsgf 8,'Ye fsgfi i Dfspc Dfspchiegel hiegelt[Ir t[Irusthc usthc'!B>7 '!B>7"Krdf "KrdflhryN lhryNG G (EX2 (EX2&9)") &9)"),8,FJ ,8,FJ(HLD (HLD('Yef ('Yefsgfi sgfi Dfsp Dfspchieg chiegelt[I elt[Irusthc rusthc'!B89 '!B8938== 38==
,FJ(HLD('Yefsgfi Dfspchiegelt[Irusthc'!B893:=,'Yefsgfi Dfspchiegelt[Irusthc'!B67 '!B>7"Krdf "KrdflhryN lhryNG G (EX2&9)"),2, (EX2&9)"),2,FJ(H FJ(HLD( LD(''
iegelt[Irusthc'!B897"]ucs "]ucsesD5= esD5= (EX: (EX:&>)") &>)"),9,FJ ,9,FJ(HL (HL
hc'!B89385=,'Yefsgfi Dfspchiegelt[Irusthc'!B67"]ucsesD8== (EX4&
sgfi Dfspchiegelt[Irusthc'!B897"]ucsesD8== >7"]ucsesD8==
egelt[ ege lt[Iru Irusth sthc'! c'!B84 B8475= 75=),? ),?,FJ( ,FJ(HLD HLD('Y ('Yefs efsgfi gfi Dfs Dfspch pchiege iegelt[ lt[Iru Irusth sthc'! c'!B89 B897"]ucsesD8== (EX4&5)"),8=,8==)))) 8,'Yefsgfi Dfspchiegelt[Irusthc
))))))
Yfgpcfjfed ]rkiedure jkr Estfghtfln Yefsgfi Yckpe Dfspchiegelts fl Yubduit Yubduitfkl fkl Qkles
by Aklhtohl D. Brhy, Akrne Ghiedk, hld Tohcefh Trhvhshrku Yfgpcfjf Yfgp cfjfed ed ]rk ]rkiedure iedure jkr E Estfg stfghtfln htfln Yefsgfi Yefsgfi Yckpe Yckpe Dfspchie Dfspchiegelts gelts jkr Y Yubduit ubduitfkl fkl Q Qkle kle Ehr Ehrtoquh`e toquh`es, s, HYIE HYIE AN YEE LKTEY BECK^ JKR NUFDHLIE FL TOE UYE KJ Y]REHDYOEET
Flput ]hrhgeters
Vfecd Ikejjfifelt (`y) Flftfhc Juldhgelthc ]erfkd (Ts) Denrhded ]erfkd (8.5Ts) Gkgelt Ghnlftude (Gw) Ypeitrhc Hiiecerhtfkl ( Yh(8.5Ts) )
=.8== =.8= s se eiklds =.85 seiklds ?.= =.9 n
Bhsed kl pseudksthtfi h 8D1 Ts74O/Zs 2D1 Ts72.:
Flput toe Ypeitrhc Hiiece bhse kj toe scfdfln ghss
Hddftfklhc Flput ]hrhgeters
toere fs lk ghterfhc hbkv
]rkbhbfcfty kj Exieedhlie #8 (]8) ]rkbhbfcfty kj Exieedhlie #2 (]2)
?4 % 5= %
]rkbhbfcfty kj Exieedhlie #9 (]9) Dfspchiegelt Toresokcd (d[toresokcd)
8: % 8i ig g
Fltergedfhte Ihciuchted ]hrhgeters
Lkl-Qerk Yefsgfi Dfspchiegelt Est (D) Ythldhrd Devfhtfkl kj Lkl-Qerk Yefsgfi D
2.5: i g =.>9
eq. (4) kr (5)
=. =.69?=:292
Resucts
]rkbhbfcfty kj Lencfnfbce Dfspc. (](D7=)) D8 D2 D9 ](D
ig ig ig
eq. (2) kr (9) ihci. usfln eq. (:) ihci. usfln eq. (:) ihci. usfln eq. (:) eq. (:)
Lktes 8. Zhcues ofnocfnoted fl bcue hre flput phrhgeters, hld resucts hre preselted fl toe thbce wfto toe yecckw oehdfln. 2. ]rkbhbfcfty kj Exieedhlie fs toe desfred prkbhbfcfty kj exieedfln h phrtfiuchr dfspchiegelt vhcue. 9. Dfspchiegelts D8, D2, hld D9 ikrrespkld tk ]8, ]2, hld ]9, respeitfvecy. (e.n., toe prk prkbhbfcfty bhbfcfty kj exieedfln dfspchiegelt D8 fs ]8) 4. Toe 8:%, 5=%, hld ?4% perieltfce dfspchiegelt vhcues ht seceited `y vhcues hre sokwl tk toe rfnot. 5. Ihciuchted sefsgfi dfspchiegelts hre due tk devfhtkrfi dejkrghtfkl klcy (hdd fl vkcugetrfihccy flduied gkvegelt). :. `y ghy rhlne betweel =.=8 hld =.?, Ts betweel = hld 2 s, Yh betweel =.==2 hld 4.5 n, G betweel 5.5 hld 6 >. ^oel Ts fs ickse tk =.== s hld toe scfdfln bcki` fs hssuged tk be rfnfd, Ts ihl be set tk =.== s hld Yh(8.5Ts) ihl be set tk ]NH. ?. ^oel h vhcue jkr D fs lkt ihciuchted, D fs 3 =.5ig 6. `y sokucd be estfghted wfto h sckpe sthbfcfty prknrhg0 toe sfgpcfjfed equhtfkls sokwl beckw prkvfde hpprkxfghte vhcues. 8=. Exhgpces kj okw Ts fs estfghted hre sokwl beckw. 88. Zs 7 wefnoted hvn. soehr whve veckifty jkr toe scfdfln ghss, e.n., jkr 2 chyers, Zs 7 P(o8)(Zs8) + (o2)(Zs2)W/(o8 + o2)
Jfnures jrkg Brhy, A.D. (2==>) –Iohpter 841 Yfgpcfjfed Yefsgfi Yckpe Dfspchiegelt ]rkiedures,‗ Ehrtoquh`e Nekteiolfihc Elnfleerfln, 4to Flter. Iklj. kl Ehrtoquh`e Nekteiolfihc Elnfleerfln Flvfted Ceitures, fl Nekteiolfihc, Nekcknfihc, hld Ehrtoquh`e Elnfleerfln Yerfes, Zkc. :, ]ftfch`fs, @yrfhzfs D., Ed., Yprflner, Zkc. :, pp. 92>-959.
E, 2=8?, 844(9)1 =4=8>824, DKF1 8=.8=:8/(HYIE)NT.8649-5:=:.===8?99 8=.8=:8/(HYIE)NT.8649-5:=:.===8?99
Depeldelie kl `y
hcysfs O/Zs
`y
](D7"=")
D (ig)
Dgedfhl (ig)
D-?4% (ig)
=.== =.=8 =.== =.2: =.:5
92.9 6.? 5.9 2.: 8.=
92.9 6.> 5.9 8.? 38
::.? 2=.8 88.= 4.5 8.8
=.2
=.?>
=.5
38
38
=.9 =.4
=.69 8.==
=.8 =.8
38 38
38 38
=.=2= =.=5 =.=> htfkl ht toe =.8 ssugfln =.85
ft.
) g i ( t l e g e i 8=== h c p s f D l h f d e G 8==
8=
.
8
Ge ?4 8:
. = .= =
= .= 5
= .8 =
= .8 5
= .2 =
Vfecd Ikejjfi felt
= .2 5
= .9 =
=
D-8:% (ig)
85.: 4.: 2.: 38 38 38 38 38
fhl ]erieltfce ]erieltfce
. 95
= .4 =
]s ]seu eudk dkst stht htfi fi Ye Yefs fsgf gfi iI Ike kejj jjfi fife felt lt Bh Bhse sed d kl toe toe B Brh rhy, y, Gh Ghie iedk dk,, h hld ld Tr Trhv hvhs hshr hrku ku Yefs Yefsgf gfi i Yck Yckpe pe Dfs Dfs
by Aklhtohl D. Brhy, Akrne Ghiedk, hld Tohcefh Trhvhshrku Yfgpcfjf Yfgp cfjfed ed ]rki ]rkiedure edure jk jkrr Est Estfghtf fghtfln ln Yefsgfi Yefsgfi Y Yckpe ckpe Dfspch Dfspchiegelt iegelts s jkr Yubduitf Yubduitfkl kl Qkle Ehrtoq Ehrtoquh`es, uh`es, H HY Y Flput ]hrhgeters
Dh (ig) Ts (s)
2= Hcckwhbc hbce Yefsgfi Dfspchiegelt elt Toresokcd =.99 Flftfhc Juldh ldhgelth lthc ]erfkd kj Ycfde Ghss
8.5Ts (s) Yh Yh(8 (8.5 .5Ts Ts)) (n) (n) Gw e
=.5= Denr enrhded ded ]erfkd kj Ycfde Ghss =.4> =.4> Ypei Ypeitr trhc hc Hi Hiie iece cerh rhtf tfkl kl ht 8.5T 8.5Ts s (5% (5% dhgpf dhgpfln ln)) ht to toe e bh bhse se kj to toe e sc scfd fdfl fln n ghss ghss h 6 Gkgelt Ghnlftude = Lkrg krghccy dfstrfbuted rhldkg dkg vhrfhbc hbce wfto zerk erk gehl hld sthldhrd hrd devfht htffkl k Yet tk =.= jkr Dh ht toe gedfhl (5=%) estfghte cevec, hld set tk =.>9 jkr Dh ht
Fltergedfhte ]hrhgeters
x8 7 h7
=.>?= i ik klsthlt 9.>56 Eq. ?b
x2 7 b7
:.458 vhcue fl brhi`ets fl Eq. ?i 4.=:? Eq. ?i
x9 7
-2.294 vhcue fl brhi`ets fl Eq. ?h
]seudksthtfi ` vhcue ` 7
=.8=>
skcutfkl kj Eq. 2h
^fto tofs ` vhcue, fj toe pseudksthtfi JY 824, DKF1 8=.8=:8/(HYIE)NT.8649-5:=:.===8?99
ssugfln toere fs lk ghterfhc hbkve ft j =.>9 toe 8:% prkbhbfcfty kj exieedhlie cevec
e 5=% kr 8:% prkbhbfcfty kj exieedhlie cevec (f.e., e 7 = kr =.>9, respeitfvecy). respe itfvecy).
Gkdec jkr ]rkbhbfcfty kj Qerk
]("=")7 8-e(h+bcl`y+icl(`y) (h+bcl`y+icl(`y)\2+dTscl`y+eTs \2+dTscl`y+eTs +lYH85) Jkr Ts 37 =.> s h b i d e j
Jkr Ts < =.> s
-2.:4= -9.2== -=.8>=
h
b
i
-=.46= 2.=64 2.6=?
d e
j
-9.598 -4.>?9 -=.942
-=.9== -=.:>2 2.:5?
Gkdec jkr Dfspchiegelt Estfghte
cl(D)7h+bcl`y + icl`y2 + dcl`y*clYH85 + e*cl(YH85) + j*Pcl(YH85)W\2 + n*Ts + o*(G)+f*Ts\2
Ikejjfife Ikejjf ifelts lts Zhc Zhcues ues h -:.?6: b -9.959 i -=.96= d =.59? e j n o
f e
9.=:= -=.225 9.=?8 =.55= -=.?=9 =.>9=
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