Varianta Cu Apa

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    Sheeting structure verification

    Input data

    Project

    Date : 8/19/2014

    SettingsStandard - EN 1997 - DA3Materials and standards

    Concrete structures : EN 1992-1-1 (EC2)Coeffcents EN 1992-1-1 : standard

    Excavations

    Act!e eart" #ressure ca$cu$aton : Cou$o%&'ass!e eart" #ressure ca$cu$aton : Cauot-erse$Eart"ua*e ana$+ss : ,onono&e-*a&eConsder reducton of t"e %odu$us of su&so$ reacton for a &raced s"eetn.erfcaton %et"odo$o.+ : accordn. to EN 1997Des.n a##roac" : 3 - reducton of actons (E S) and so$ #ara%eters

    Partial factors on actions (A)

    Permanent design situation

    State S State E

    nfa!oura&$e 5a!oura&$e nfa!oura&$e 5a!oura&$e

    'er%anent actons : 6 13 ; 100 ; 100 ; 100 ;

    ara&$e actons : 6 100 ;

    Partial factors for soil parameters (M)

    Permanent design situation

    'arta$ factor on nterna$ frcton : 6 12;'arta$ factor on effect!e co"eson : c6 12;

    'arta$ factor on undraned s"ear stren.t" : cu6 140;

    'arta$ factor on 'osson?s rato : !6 100;

    Geometry of structure

    Structure $en.t" 6 2000 %

    +#e of structure: '$e curtanCross-secton na%e : 1Standard : EN 1992-2,atera$: C 20/2'$e da%eter d 6 080%'$e s#acn. a 6 140%

    Coeff of #ress reduc n front of >a$$ 6 100

    Area of cross-secton A 6 39E-01%2/%,o%ent of nerta @ 6 144E-02%4/%E$astc %odu$us E 6 3000000,'a

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    S"ear %odu$us 6 120000,'a

    ame ! Geometry Stage ! "

    20.00

    ,odu$us of su&so$ reacton deter%ned accordn. to t"e Sc"%tt t"eor+#asic soil parameters

    o$ ame Pattern ef cef su

    %&' %Pa' %m*' %m*' %&'

    1 %#$utura 1890 1720 2080 1080 94

    2 one a$ternante de sst 200 190 2140 110 102

    Soil parameters to compute pressure at rest

    o$ ame Pattern+ype ef ,-. /r

    calculation %&' %0' %0' %0'

    1 %#$utura co"es!e - 030 - -

    2 one a$ternante de sst co"es!e - 030 - -

    Parameters of soils to compute modulus of su1soil reaction (Schmitt)

    o$ ame Pattern

    Eoed Edef

    %0' %MPa' %MPa'

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    1 %#$utura 030 1429 -

    2 one a$ternante de sst 030 139 -

    Soil parameters

    2mplutura

    nt >e."t : 6 2080 *N/%3

    Stress-state : effect!e

    An.$e of nterna$ frcton : ef 6 1890

    Co"eson of so$ : cef 6 1720 *'a

    An.$e of frcton struc-so$ : 6 94

    So$ : co"es!e

    'osson?s rato : 6 030

    edo%etrc %odu$us : Eoed 6 1429 ,'a

    Saturated unt >e."t : sat 6 2080 *N/%3

    3one alternante de sist

    nt >e."t : 6 2140 *N/%3

    Stress-state : effect!e

    An.$e of nterna$ frcton : ef 6 200

    Co"eson of so$ : cef 6 190 *'a

    An.$e of frcton struc-so$ : 6 102 So$ : co"es!e

    'osson?s rato : 6 030

    edo%etrc %odu$us : Eoed 6 139 ,'a

    Saturated unt >e."t : sat 6 210 *N/%3

    Geological profile and assigned soils

    o$4ayer

    Assigned soil Pattern%m'

    1 10%#$utura

    2 10%#$utura

    3 00%#$utura

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    4 00%#$utura

    130%#$utura

    20%#$utura

    7 140one a$ternante de sst

    8 20one a$ternante de sst

    9 1300one a$ternante de sst

    10 - one a$ternante de sst

    Excavation

    So$ n front of >a$$ s eFca!ated to a de#t" of 80 %

    ame ! Excavation Stage ! "

    8.508.50

    +errain profile

    erran &e"nd constructon "as t"e s$o#e 1: 1000 (s$o#e an.$e s 71 )5ater influence

    = &e"nd t"e structure $es at a de#t" of 220 %

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    ame ! 5ater Stage ! "

    2.20

    Input surface surcharges

    o$Surcharge

    ActionMag$" Mag$6 ,rd$x 4ength 7epth

    ne8 change %m6' %m6' x %m' l %m' 9 %m'

    1 GES #er%anent 20 100 00 on terran

    o$ ame

    1 1

    ame ! Surcharge Stage ! "

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    1.00 5.00

    2.50

    Glo1al settings

    Nu%&er of 5Es to dscretHe >a$$ 6 20Ana$+ss of de#endn. #ressures : do not reduce

    ,n%u% d%ensonn. #ressure s consdered as a%n6 020HSettings of the stage of construction

    Des.n stuaton : #er%anent

    Analysis results

    7istri1ution of pressures acting on the structure (in front and 1ehind the 8all)

    7epth +a:p +:p +p:p +a:9 +:9 +p:9

    %m' %Pa' %Pa' %Pa' %Pa' %Pa' %Pa'

    000 -000 -000 -000 000 012 744

    000 000 000 000 000 012 74

    024 000 000 000 101 24 7170

    111 000 000 000 42 108 12278

    10 -000 -000 -000 24 1439 144

    209 000 000 000 89 1971 18031

    220 000 000 000 91 2070 1874220 000 000 000 91 2071 1880

    222 000 000 000 927 2103 18770

    300 -000 -000 -000 1347 3240 21922

    300 000 000 000 1347 3240 21922

    333 000 000 000 181 3727 23273

    30 -000 -000 -000 2271 4117 2434

    30 000 000 000 2271 4117 2434

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    420 -000 -000 -000 319 499 278

    420 000 000 000 319 499 278

    444 000 000 000 372 34 27777

    0 -000 -000 -000 197 903 320

    0 000 000 000 197 903 320

    000 000 000 283 984 32280

    7 000 000 000 993 817 378372 000 000 000 8312 9878 402

    72 000 000 000 8224 9878 402

    778 000 000 000 817 1022 41287

    800 -000 -000 -000 890 1079 42187

    800 000 000 000 8844 102 44743

    80 -000 -000 -000 913 11313 4701

    80 -000 -000 -133 914 11313 4701

    889 000 -37 -733 10212 11897 48782

    940 -000 -82 -10230 10999 124 1104

    1000 000 -137 -1329 11923 13 3830

    100 -000 -1928 -17040 1281 14471 7

    1111 -49 -239 -19923 1334 123 8879

    1200 -1290 -3210 -2498 1003 171 2918

    1222 -149 -3414 -2217 134 190 3928

    1333 -220 -4433 -3211 1707 187 8977

    1444 -34 -42 -3880 1878 2024 7402

    1 -470 -471 -4098 20479 21917 79074

    17 -9 -7490 -1392 22190 2387 84123

    1778 -20 -809 -78 23901 228 89172

    1889 -74 -928 -3980 212 2929 94221

    2000 -870 -1047 -70274 27323 2800 9929

    7istri1utions of the modulus of su1soil reaction and internal forces on the structure

    7epth h:p h:9 7isplacement Pressure Shear ;orce Moment

    %m' %Mm*

    ' %Mm*

    ' %mm' %Pa' %m' %mm'000 000 000 -719 000 -000 -000

    100 000 000 -7 41 -208 09

    200 000 000 -14 832 -832

    300 000 000 -3 1347 -1922 1889

    400 000 000 -1271 2887 -4039 4741

    00 000 000 -4187 4427 -79 10480

    00 000 000 -41129 97 -12893 204

    700 000 000 -3119 707 -1930 3780

    800 000 000 -31197 890 -2784 040

    849 000 000 -28823 901 -32430 722

    81 000 000 -2874 4448 -3242 774

    900 000 000 -241 2419 -34231 92212

    1000 000 000 -2180 -170 -3488 1291100 000 000 -1778 -830 -30820 10013

    1200 000 000 -1377 -99 -22928 187231

    1300 000 000 -10208 -14079 -10911 204494

    1400 000 000 -7211 -18204 231 20778

    100 000 000 -492 -22328 2497 1928

    100 1199 000 -214 -1707 1219 1488

    1700 1199 000 -880 433 7288 9224

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    1800 000 00 34 19148 41142 42133

    1900 000 00 2044 2074 21278 10780

    2000 000 00 3421 21981 000 -000

    ,aF%u% s"ear force 6 7288*N/%,aF%u% %o%ent 6 20778*N%/%,aF%u% ds#$ace%ent 6 717%%

    ame ! Analysis Stage ! "

    Length of structure = 20.00mGeometry of structure

    13.07[m]

    0

    Max. M = 2076.78 kNmmBending moment

    2076.78

    !2500.00 2500.00[kNmm]

    0

    Max. " = 572.88 kNmShear force

    !32#.30!32#.30!325.#2!325.#2

    !3#5.88

    572.

    !600.00 600.[kN

    0

    ame ! Anal sis Sta e ! "

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    Length of structure = 20.00mGeometry of structure

    13.07[m]

    0

    Max. $%s&. = 716.7 mmDisplacement of structure

    !716.7

    3#.2

    !750.0 750.0[mm]

    0

    Max. &ressure = 223.28 k'aPressure acting on structure

    (6.01

    !223.28

    21(.81

    !300.00 300.[k'

    0

    Slope sta1ility analysis

    Input data

    Project

    Settings

    Standard - EN 1997 - DA3Sta1ility analysis

    erfcaton %et"odo$o.+ : accordn. to EN 1997

    Des.n a##roac" : 3 - reducton of actons (E S) and so$ #ara%etersPartial factors on actions (A)

    Permanent design situation

    State S State E

    nfa!oura&$e 5a!oura&$e nfa!oura&$e 5a!oura&$e

    'er%anent actons : 6 13 ; 100 ; 100 ; 100 ;

    ara&$e actons : 6 100 ;

    Partial factors for soil parameters (M)

    Permanent design situation'arta$ factor on nterna$ frcton : 6 12 ;

    'arta$ factor on effect!e co"eson : c6 12 ;

    'arta$ factor on undraned s"ear stren.t" : cu6 140 ;

    Interface

    o$ Interface location -oordinates of interface points %m'

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    x 9 x 9 x 9

    1

    -000 -80 -080 -80 -080 00

    0.00 0.00 000 00

    2

    -080 -80 -080 -940 -080 -120

    -080 -2000 000 -2000 000 -120

    0.00 -940 000 -800 000 -

    0.00 -420 000 -30 000 -30

    0.00 -10 000 000

    3

    0.00 -10 00 -10 000 -1

    4

    0.00 -300 00 -300 000 -30

    0.00 -30 00 -30 000 -3

    0.00 -420 00 -420 000 -42

    7

    0.00 -0 00 -0 000 -

    8

    0.00 -800 00 -800 000 -80

    9 -000 -940 -08 -940 -080 -94

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    10

    0.00 -940 00 -940 000 -94

    11

    -000 -1200 -08 -1200 -080 -120

    12

    0.00 -1200 00 -1200 000 -120

    Soil parameters < effective stress state

    o$ ame Pattern ef cef

    %&' %Pa' %m*'

    1 %#$utura 1890 1720 208

    2 one a$ternante de sst 200 190 214

    Soil parameters < uplift

    o$ ame Pattern sat s n

    %m*' %m*' %0'

    1 %#$utura 2080

    2 one a$ternante de sst 210

    Soil parameters

    2mplutura

    nt >e."t : 6 2080 *N/%3

    Stress-state : effect!e

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    An.$e of nterna$ frcton : ef 6 1890

    Co"eson of so$ : cef 6 1720 *'a

    Saturated unt >e."t : sat 6 2080 *N/%3

    3one alternante de sist

    nt >e."t : 6 2140 *N/%3

    Stress-state : effect!e

    An.$e of nterna$ frcton : ef 6 200

    Co"eson of so$ : cef 6 190 *'a

    Saturated unt >e."t : sat 6 210 *N/%3

    .igid 1odies

    o$ ame Sample

    %m*'

    1 =a$$ %atera$ 23

    Assigning and surfaces

    o$ Surface position-oordinates of surface points %m' Assigned

    x 9 x 9 soil

    1

    00 -10 000 -10%#$utura

    000 00 000 000

    0.00 -10

    2

    00 -300 000 -300%#$utura

    000 -10 00 -10

    0.00 -10 000 -300

    3

    00 -30 000 -30%#$utura

    000 -300 00 -300

    0.00 -300 000 -30

    4

    00 -420 000 -420%#$utura000 -30 00 -30

    0.00 -30 000 -420

    00 -0 000 -0%#$utura

    000 -420 00 -420

    0.00 -420 000 -0

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    00 -800 000 -800%#$utura000 -0 00 -0

    0.00 -0 000 -800

    7

    00 -940 000 -940one a$ternante de sst

    000 -800 00 -800

    0.00 -800 000 -940

    8

    -08 -940 -080 -940one a$ternante de sst

    -080 -80 -000 -80

    -000 -940

    9

    -08 -1200 -080 -1200one a$ternante de sst

    -080 -940 -08 -940

    -000 -940 -000 -1200

    10

    00 -1200 000 -1200one a$ternante de sst

    000 -940 00 -940

    0.00 -940 000 -1200

    11

    -080 -940 -080 -1200=a$$ %atera$

    -080 -2000 000 -2000

    0.00 -1200 000 -940

    0.00 -800 000 -0

    0.00 -420 000 -30

    0.00 -300 000 -10

    0.00 0.00 -080 000

    -080 -80

    12

    00 -1200 000 -1200one a$ternante de sst

    0.00 -2000 -080 -2000

    -080 -1200 -08 -1200-000 -1200 -000 -200

    000 -200 000 -1200

    Surcharge

    o$ +ype +ype of action4ocation ,rigin 4ength 5idth Slope Magnitude

    9 %m' x %m' l %m' 1 %m' %&' =: =": f: ; =6 unit

    1 str# #er%anent on terran F 6 100 $ 6 00 000 20 *N/%2

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    Surcharges

    o$ ame

    1 1

    5ater

    =ater t+#e : =

    o$ G5+ location-oordinates of G5+ points %m'

    x 9 x 9 x 9

    1

    -000 -1000 000 -1000 00 -22

    000 -220

    +ensile crac

    ens$e crac* not n#utted

    Earth=uae

    Eart"ua*e not nc$uded

    Settings of the stage of construction

    Des.n stuaton : #er%anent

    .esults (Stage of construction ")

    Analysis "

    -ircular slip surface

    Slip surface parameters

    Center :F 6 -138 %;

    An.$es :16 -321 ;

    H 6 877 %; 26 7781 ;

    adus : 6 2884 %;

    "e s$# surface after o#t%Haton

    Slope sta1ility verification (#ishop)Su% of act!e forces : 5a6 2270*N/%

    Su% of #ass!e forces : 5#6 37480*N/%

    S$dn. %o%ent : ,a6 731974*N%/%

    esstn. %o%ent : ,#6 10309711*N%/%

    t$Haton : 714I

    Slope sta1ility A--EP+A#4E

    ame ! Analysis Stage < analysis ! " < "

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    Analysis 6

    Polygonal slip surface

    -oordinates of slip surface points %m'

    x 9 x 9 x 9 x 9 x 9

    -214 -80 -1481 -129 -822 -19 -20 -2012 37 -1990

    1024 -18 192 -119 2241 -792 2481 -27 3381 040

    3799 380

    "e s$# surface after o#t%Haton

    Slope sta1ility verification (Sarma)t$Haton : 70I

    Slope sta1ility A--EP+A#4E

    ame ! Analysis Stage < analysis ! " < 6

    Envelope of internal forces o$ "

    7isp$ min 7isp$ max Shear force min$ Shear force max Moment min$ Moment max$

    %mm' %mm' %m' %m' %mm' %mm'

    000 -719 -719 -000 -000 -000 -000

    100 -7 -7 -208 -208 09 09

    200 -14 -14 -832 -832

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    300 -3 -3 -1922 -1922 1889 1889

    400 -1271 -1271 -4039 -4039 4741 4741

    00 -4187 -4187 -79 -79 10480 10480

    00 -41129 -41129 -12893 -12893 204 204

    700 -3119 -3119 -1930 -1930 3780 3780

    800 -31197 -31197 -2784 -2784 040 040

    849 -28823 -28823 -32430 -32430 722 722849 -28823 -28823 -32430 -32430 722 722

    81 -2874 -2874 -3242 -3242 774 774

    81 -2874 -2874 -3242 -3242 774 774

    900 -241 -241 -34231 -34231 92212 92212

    1000 -2180 -2180 -3488 -3488 129 129

    1100 -1778 -1778 -30820 -30820 10013 10013

    1200 -1377 -1377 -22928 -22928 187231 187231

    1300 -10208 -10208 -10911 -10911 204494 204494

    1400 -7211 -7211 231 231 20778 20778

    100 -492 -492 2497 2497 1928 1928

    100 -214 -214 1219 1219 1488 1488

    1700 -880 -880 7288 7288 9224 9224

    1800 34 34 41142 41142 42133 42133

    1900 2044 2044 21278 21278 10780 10780

    2000 3421 3421 000 000 -000 -000

    Maximum values

    ,aF%u% ds#$ace%ent 6 -717%%,n%u% ds#$ace%ent 6 342%%,aF%u% &endn. %o%ent 6 20778*N%/%,n%u% &endn. %o%ent 6 0.00*N%/%,aF%u% s"ear force 6 7288*N/%

    ame ! Envelopes Stage ! "

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    Max1 = 3#.2) Max2 = !716.7mmM%n1 = 3#.2) M%n2 = !716.7mm

    Displacement

    !716.7

    3#.2

    !716.7

    3#.2

    !750.0 750.0[mm]

    0

    Max1 = 2076.78) Max2 = 0.00kNmmM%n1 = 2076.78) M%n2 = 0.00kNmm

    Bending moment

    2076.782076.78

    !2500.00 2500.00[kNmm]

    0

    Max1 = 572.88) Max2 = !3#5.88kNmM%n1 = 572.88) M%n2 = !3#5.88kNm

    Shear force

    !32#.30!32#.30!325.#2!325.#2

    !3#5.88

    572.88

    !32#.30!32#.30!325.#2!325.#2

    !3#5.88

    572.88

    !750.00 750.00[kNm]

    0

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