dept. of civil eng. final exam date z 2 tll-2017...philadelphia university faculty of engineering...

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PhiladelphiaUniversitY Faculty of Engineering Dept. of Civil Eng. Q-l; FINAL EXAM Student Name: Student Number: (4x2 - 8 marks) A sand sampleis failed under constant confining pressure or = 250 kPa. If the ratio of (o1l o3)at failure is 3'69 what would be the magnitude of ; a- the angle (D. b- the inclination of failure surface w.r.t o1 - plane' c- the soil shear strength. d- the normal stress that actson failure surface (on)' Q-2; a- (3xZ=6marks) 1-What kinds of sample areobtained from boreholes andwhat ls the function of each? 2-What isthe minimum No. anddepth of bore holes to be conducted at a given building site. 3- Define the number ( N ) of SPT' (6 marks) Check the stability of the slope presented in Fig' b- \ts*/^ L= Z-) a 4=8 Course Title: Foundation Engineering Course No: (0670531) Lecturer: Prof. Fouad Al-J Date z2 tLl-2017 Time Allowed: 2 Hour TlnJ' WJ Y,s,t'=19'2 t lcla c3o e

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  • Philadelphia UniversitY

    Faculty of EngineeringDept. of Civil Eng.

    Q-l;

    FINAL EXAM

    Student Name:

    Student Number:

    (4x2 - 8 marks)

    A sand sample is failed under constant confining pressure

    or = 250 kPa. If the ratio of (o1l o3) at failure is 3'69 what would

    be the magnitude of ;a- the angle (D.

    b- the inclination of failure surface w.r.t o1 - plane'

    c- the soil shear strength.d- the normal stress that acts on failure surface (on)'

    Q-2;a- (3xZ=6marks)

    1- What kinds of sample are obtained from bore holes and what

    ls the function of each?

    2- What is the minimum No. and depth of bore holes to be

    conducted at a given building site.

    3- Define the number ( N ) of SPT'

    (6 marks)

    Check the stability of the slope presented in Fig'

    b-

    \ts*/^

    L = Z - )

    a

    4=8

    Course Title: Foundation EngineeringCourse No: (0670531)Lecturer: Prof. Fouad Al-J

    Date z 2 tLl-2017Time Allowed: 2 Hour

    TlnJ' WJY,s, t '=19'2 t

    lclac3o e

  • Q3; (2x5 = 10 marks)y'Ae

    a- Find ihe required length (L) and thickness (t) of /combineO

    Fil l , , Y= /€ kvl i

    C{*t lax e* PrYP'-----v----J---' z

    8 t--f = tg.g tu4";

    f =o.4€ , E - to ao kPa-Iu g l , lCa=o,18 r €r =o.7

    Qa; ( 10 marks)

    Find the minimum width @) that keeps the wall of Fig'

    stable against slidine due to ggl!@' !b9!check stalility of the wall against qg!q!4g'

    and f" - 25 MPa

    Qt,@-t a f r ,3Xr ,3 ) tu

    b- If the amount of settlement is limited to (25) mm. wouldihe total settlement of the column footing presented in Fig.be accepted ?

    Given ; S" - qB (t- fr1l E) I*,S" = ((C" H) / (1+e) Log (o"o + Aq) / o"o

    6ro*nd

    footing: presented in Fig.

    Given : Vn = O ( f"r/2 /3) bd

    C"l'Afec. (a.3Xa,3) ^

    tJ.>a : - PJ -- ., gn! Pt'-,'E-d - h,J,yt; fd*,,i! rro,.rjtr

    a l, l,lihsQ'rx?)

    7= 6oRP*

    U.a loo RPt

  • . i

    iF-nu la n 7l e,l E*4ne.z'1aq ,

    d . 7..r::,.

    I' FzJ Eo-"*- (?/z/Zt7l

    ftu sdort '

    Ar;Grvo ^ ,

    )

    *'7 :

    qPf

    07 = 6aa/o,*/ = ZJo

    €t 0'f ,5 ^^J

    oi - 6-z

    k P q . 6 t \t \_ 'oj ,t{

    o;,

    - 3 ,6?

    4 ,;n q,'

    + 0,f =.> 9=

    v h =

    F-=

    Disfirb+J +

    11a);sf"nbJ f'

    o e

    =34,?6 L3s

    = 3, {? (Zs")laa*

    'L-

    bv*.-7€

    r t t n D

    G.,rr.-^ I s [ap. .t'= 1t- o

    , so'fl't"*td 2 ''

    YsJ = l?'z /cy'[r'^" "6=3o E?^.-J q=8

    t

    '4 t k'v/'* 4=)a t t Yu= tq ,z - 7 , / : 7 .4 EN\ , , t - ? a fs \ e . ' 29 = iZ '5?(Y V = " 1

    \ - J /

    ) =* ",^ n' = | g' @8- ':';L = v. - ' - ' .

    1af t -Fq

    6 = W c-" =.t 1'^t -Q- = vv *" . - r*4 3o *sg,6,l /^-ZS c.+d r.q 50 a:!2j3j-_!:_>.9F = - z-

    = ---Z- ----1 g62

    )

    t ,7/6 > /--f

    o.Kt t ,oz

  • tt3 !

    a/ tql ,fq =a, i7 .c '3 ac ,$ t

    Nt = o,8+a,4f

    ut/P3.= o ,3 * o ' t f = o ' 45

    = ! ,2 , M i l '

    Falt 'gps /. E(o. r) + t. C (n,l) = o. c+a.4Vrr=r,a8 Mil

    Vo- e €tO * l.rs b*'o=4(,,5+d)a !,2+4ol

    Vrt= l,2f (,.2+q47d: r,f d*s alzY* =Vnl,a8 = t, Ud + t al'q di ",sd - o,eE = o

    + d o{= a,338* -v t=o,Af,^

    €l.furea 4=* L/z = g,z +o,5 =3.7-- i# Le7'4

    t4ll8 = l ,og

    ' t'* . - at*.'.

    ( t , t ) = o 'dot? = t 's. " .

    tI

    II

    ,

    bl5e = ao(r.t) I -a,?'625]

    8ow

    5" = co-H A, %r="L6*JG, VaCvt - , Ctc)+t,,(to|=td +tS =gl

    Efu

    = 22. g6 k.P'

    / 3l+2486 = b.oz62tr t :ryT-

    of=

    5-=

    8r#

    > 5, !,g+7t,Lgzz,{ 225 P'6 '

    (t's)

    y _ a,?Cfl s 3,2^I 'Zt

  • A4;z So^l t V=t7,6t *=

    4^c. ?fc=24

    Ch.c/< or&r/evaiaq

    9F. l\4s- =Mo

    23'6-r9"/ :

    f-=ffi=W=o'zzl'n^=Ao*:

    ot z =o -*= €'_:;t,n*7){;'zz)*f z = 5, *'* a = ts. as +_zz.lT'V= zz.t(t) -= ,rr."*

    V,={(ae.rsxr) = f2.tzs

    E=Ev =G; Mae4b

    a)= /oo kR

    (zz, t)

    = 4,777 +?z:t

    - - f r t '2s

    grl l{=f

    N= g\ j , / z taaB +ZA *f 6 = 22o Bs.F=t,5= += ?rvlona_- b2,848E l?t-.tz l?t t2

    2?2, e g7 -_ roz,d( g> 8=A,grr. ' '

    I

    z

    ig-j)

    8?4.a43a,t2543tr, t2,

    Mo Ckrl,^533 8.78

    I2.szs---.-+*

    : 438. tz,

    o, fq= Z,aQ > /'.|.

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