shear box experiment result

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  • 8/17/2019 Shear Box Experiment Result

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     Result:

    Shear Box Inside Diameter : 0.06m

    Area (A) : 0.0036m2

    Shear Box Height : 0.02m

    Specimen : Sample A

    oading : 3.! "g

     #ormal $eight : 33.3%!# #ormal Stress& r n : '.26% "#m2

    ime *lapse

    ime

    Hori+ontal

    dial reading

    Hori+ontal

    Displacement

    t x 0.0,

    oad dial

    reading

    Hori+ontal

    shear -orce&

    ("#)

    Shear 

    Stress& Ʈ

    ("#m2)

    ,0 ,0 ' 0.0' ! /.! 2,/

    20 ,0 ,6 0.,6 !.% .2 2!%030 ,0 2! 0.2! % '. 2//2

    !0 ,0 3, 0.3, %.% ,0./ 2''!

    %0 ,0 !0 0.!0 6 ,,./6 326/

    60 ,0 !' 0.!' 6 ,,./6 326/

    /0 ,0 %/ 0.%/ 6 ,,./6 326/

    Specimen : Sample B

    oading : %.! "g

     #ormal $eight : %2.'/!# #ormal Stress& r n : ,!./,! "#m2

    ime *lapse

    ime

    Hori+ontal

    dial reading

    Hori+ontal

    Displacement

    t x 0.0,

    oad dial

    reading

    Hori+ontal

    shear -orce&

    ("#)

    Shear 

    Stress& Ʈ

    ("#m2)

    ,0 ,0 ,0 0.,0 % '. 2/22

    20 ,0 , 0., %.% ,0./ 2''!

    30 ,0 2! 0.2! 6 ,,./6 326/

    !0 ,0 33 0.33 / ,3./2 3,,

    %0 ,0 !, 0.!, / ,3./2 3,,

    60 ,0 %0 0.%0 /. ,%.2 !2!/

    /0 ,0 % 0.% ,%.6 !3%60 ,0 66 0.6 ,%.6 !3%6

    '0 ,0 /% 0./% ,%.6 !3%6

    Specimen : Sample 1

    oading : 6.! "g

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     #ormal $eight : 62./!# #ormal Stress& r n : ,/.!!0 "#m2

    ime *lapse

    ime

    Hori+ontal

    dial reading

    Hori+ontal

    Displacement

    t x 0.0,

    oad dial

    reading

    Hori+ontal

    shear -orce&

    ("#)

    Shear 

    Stress& Ʈ

    ("#m2)

    ,0 ,0 / 0.0/ 6 ,,./6 326/20 ,0 ,% 0.,% / ,3./2 3,,

    30 ,0 23 0.23 ,%.6 !3%6

    !0 ,0 3, 0.3, ' ,/.6! !'00

    %0 ,0 3 0.3 ' ,/.6! !'00

    60 ,0 !/ 0.!/ '.% ,.62 %,/2

    /0 ,0 %/ 0.%/ ,0 ,'.6 %!!!

    0 ,0 6% 0.6% ,, 2,.%6 %''

    '0 ,0 /3 0./3 ,, 2,.%6 %''

    ,00 ,0 2 0.2 ,, 2,.%6 %''

  • 8/17/2019 Shear Box Experiment Result

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    Discussion

    he shear strength o- a soil is its resistance to shearing stresses. It is a measre o- the

    o- the soil resistance to de-ormation 4 continos displacement o- its indi5idal soil

     particles. Shear strength in soils depends primaril4 on interactions eteen particles.

    Shear -ailre occrs hen the stresses eteen the particles are sch that the4 slide or roll

     past each other. In this experiment& soil deri5es its shear strength -rom the cohesion and

    -rictional resistance eteen the soil particles.

    rom the tales ao5e& e can see that normal stress (7)& the -orce hich applied

    5erticall4 to the soil specimen is held constant -or each loading. or loading 3.!"g& its

    normal stress& r n is '.26% "#m28 -or loading %.!"g& its normal stress& r n is ,!./,! "#m

    28

    -or loading 6.!"g& its normal stress& r n is  ,/.!!0 "#m2. $hile& shear stress& the -orce

    hich applied hori+ontall4 to the soil specimen is "eep increasing ntil -ailre occr.

    rom the graph o- shear stress against hori+ontal displacement& e can see that as the

    shear stress is also groing larger as the loading increased.

     

    In 9ohr1olom

    a& the relationship

     eteen normal stress

    and shear stress is

    gi5en as Ʈ; c < 7 tan=.

    $here& cohesion (c)& is

    a measre o- the -orces

    that cement particles o- 

    soils. $hile& internal -riction angle (=) & is the measre o- the shear strength o- soils de

    to -riction. rom the graph o- shear stress against normal stress& e "no that the

    cohesion (c) -or the soil specimen is ,6%0 "#m2 and the internal -riction angle (=) is !>.

    Hence& the 9ohr1olom e?ation -or this experiment is Ʈ; ,6%0 "#m2 < 7 tan!>.

    here are some possile error that ma4 occrred a--ecting the accrac4 o- the

    experimental reslt. irstl4& it ma4 ecase o- the instrmental error. @ero error in the dial

    gage shold e set at +ero e-ore starting the experiment as it ma4 a--ect the experiment

    readings. Secondl4& parallax error ma4 occrred. $hile ta"ing the reading on the dial

  • 8/17/2019 Shear Box Experiment Result

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    gage& the e4es positions shold e perpendiclar to the scale o- dial gage to otain a

    more precise reading. 9oreo5er& hman limits ma4 e another reason casing the error 

    occrred. his happened hen the ones ho reading the stopatch& reading the dial

    gage and recording the reslts are di--erent. 9essage trans-erring process and the

    reaction o- the stdents is the -actor contriting the errors. hs& the experiment shold

     e carried ot at least three times to redce the errors.

    Conclusion

    In conclsion& hen hori+ontal displacement increased& the shear stress ill also

    increased. Besides that& as the loading increased& the shear stress experienced 4 the soil

    specimen ill also increased. Shear stress o- the soil specimen is directl4 proportional to

    its normal stress. he larger the normal stress applied on the soil specimen& the larger the

    shear stress ndergoes 4 it.

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    References 

    , rinciples o- Direct Shear est & 1hap /.! o- *xperimental Soil 9echanic 2 Bardet& C. .& *xperimental Soil 9echanics& ,''/& renticeHall& pper Saddle

    Ei5er& #e Cerse4.

    3 Detailed description o- Direct Shear est & 1hap /.% o- *xperimental Soil

    9echanic Bardet& C. .& *xperimental Soil 9echanics& ,''/& renticeHall& pperSaddle Ei5er& #e Cerse4.

    ! Detailed description o- Direct Shear est ith photos and an example data 

    *ngineering roperties o- Soils Based on aorator4 esting& *xperiment ,,:1onsolidation& ro-. Frishna Eedd4& I1

    % Direct Shear est on $i"ipedia

    6 A Simple echni?e -or Determining the Shear Strength o- ineGrainednsatrated Soils sing the 1on5entional Direct Shear Apparats& C.C. ane& S.F.

    anapalli. 2002. 2nd 1anadian Specialt4 1on-erence on 1ompter Applications in

    Geotechni?e& $innipeg& pp. 2!%2%3.

    / 1ontinos ailre State Direct Shear ests&A. isa&,'!. Siss ederal Institte

    o- echnolog4& @rich& Sit+erland. Eoc" 9echanics and Eoc" *ngineering ,/& 3'%. Springererlag.

    http://gees.usc.edu/ce467/Book/Sections/Experimental%20Soil%20Mechanics%20-%20Section%207-4.pdfhttp://gees.usc.edu/ce467/Book/Sections/Experimental%20Soil%20Mechanics%20-%20Section%207-5.pdfhttp://gees.usc.edu/ce467/Book/Sections/Experimental%20Soil%20Mechanics%20-%20Section%207-5.pdfhttp://gees.usc.edu/ce467/Book/Sections/Experimental%20Soil%20Mechanics%20-%20Section%207-5.pdfhttp://www.uic.edu/classes/cemm/cemmlab/Experiment%2012-Direct%20Shear.pdfhttp://www.uic.edu/classes/cemm/cemmlab/Experiment%2012-Direct%20Shear.pdfhttp://en.wikipedia.org/wiki/Direct_shear_testhttp://by.genie.uottawa.ca/~vanapall/papers/conference/2002/Lane_sai2002.pdfhttp://by.genie.uottawa.ca/~vanapall/papers/conference/2002/Lane_sai2002.pdfhttp://www.igt.ethz.ch/resources/publications/180/papers/56/84-1.pdfhttp://gees.usc.edu/ce467/Book/Sections/Experimental%20Soil%20Mechanics%20-%20Section%207-5.pdfhttp://gees.usc.edu/ce467/Book/Sections/Experimental%20Soil%20Mechanics%20-%20Section%207-5.pdfhttp://www.uic.edu/classes/cemm/cemmlab/Experiment%2012-Direct%20Shear.pdfhttp://en.wikipedia.org/wiki/Direct_shear_testhttp://by.genie.uottawa.ca/~vanapall/papers/conference/2002/Lane_sai2002.pdfhttp://by.genie.uottawa.ca/~vanapall/papers/conference/2002/Lane_sai2002.pdfhttp://www.igt.ethz.ch/resources/publications/180/papers/56/84-1.pdfhttp://gees.usc.edu/ce467/Book/Sections/Experimental%20Soil%20Mechanics%20-%20Section%207-4.pdf