Isolated Footing 5

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    Isolated Footing 5

    Input Values

    Footing Geomtery

    Design Type : Calculate Dimension

    Footing Thickness (Ft) : 305000mm

    Footing !ength " # (Fl) : $000000mm

    Footing %i&th " ' (F) : $000000mm

    ccentricity along # (*+&) : 0000mm

    ccentricity along ' (*,&) : 0000mm

    Column Dimensions

    Column -hape : .ectangular

    Column !ength " # (Dcol) : 0/00m

    Column %i&th " ' (col) : 0/00m

    Design 1arameters

    Concrete an& .e2ar 1roperties

    nit %eight o4 Concrete : 5000k67m3

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    -trength o4 Concrete : 358067mm

    9iel& -trength o4 -teel : /$500067mm

    inimum ar -i,e : ;$8

    a+imum ar -i,e : ;0

    1e&estal inimum ar -i,e : ;$

    1e&estal a+imum ar -i,e : ;3

    inimum ar -pacing : 50000mm

    a+imum ar -pacing : /50000mm

    1e&estal Clear Co

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    Number Factor Factor

    A $50BD! $/# $0!! $00 $00 $00

    $0 $50BD! $/' $0!! $00 $00 $00

    Load Combination/s- Strength Level

    Load

    CombinationNumber

    Load Combination Title

    Load

    CombinationFactor

    Soil

    BearingFactor

    Self Weight

    Factor

    A $50BD! $/# $0!! $00 $00 $00

    $0 $50BD! $/' $0!! $00 $00 $00

    !!lied Loads - Service Stress Level

    LC"ial

    #$N%

    Shear &

    #$N%

    Shear '

    #$N%

    (oment &

    #$Nm%

    (oment '

    #$Nm%

    A 33/5$3 >B$ "8>BA ">5$ "8B>$

    $0 333A0 //5 $535 /830 ">0>B

    !!lied Loads - Strength Level

    LC "ial#$N%

    Shear $N%

    Shear '#$N%

    (oment $Nm%

    (oment '#$Nm%

    A 33/5$3 >B$ "8>BA ">5$ "8B>$

    $0 333A0 //5 $535 /830 ">0>B

    .e&uction o4 4orce &ue to 2uoyancy @ 0000k6

    44ect &ue to a&hesion @ 0000k6

    ?rea 4rom initial length an& i&th= ?o@!o# %o@ $000m

    in area reEuire& 4rom 2earing pressure= ?min@ 1 7 Ema+@ $B/Am

    Note) minis an initial estimation*+ , Critical Factored "ial Load#ithout self eight/buo.anc./soil%*ma", 0es!ective Factored Bearing Ca!acit.*

    Final Footing -i,e

    !ength (!) @ $A50 m Go

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    -oil %eight *n Top *4 Footing @

    $0$A

    Bk6

    1ressures at Four Corners

    1lease note that pressures $80>B$8 0000

    A >/A/0 14*3384 $B$A0$ 58A>03 0000

    A >/A/0 $A>//3> $B$A0$ 58A>03 0000

    $0 >A85A0 A33$$$ $>//33> 167*4916 0000

    I4 ?uis ,ero= there is no upli4t an& no pressure a&ustment is necessary *therise= to account 4or upli4t= areas o4 negati//33> $80>B$8

    A >/A/0 14*3384 $B$A0$ 58A>03

    A >/A/0 $A>//3> 191*271 58A>03

    $0 >A85A0 A33$$$ $>//33> 167*4916

    Check 4or sta2ility against o

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    $0 5/8 $A8A $B$5B A3A> 55B38

    Critical !oa& Case ?n& The Go

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    Total Footing Depth= D @ 0305m

    Calculate& 44ectik6= !oa& Case ; $0

    From ?CI Cl$$$$= 2o4or column@ /BBm

    Euation $$"33= Vc$@ $3358>Bk6

    Euation $$"3/= Vc@ $3A>8$k6

    Euation $$"35= Vc3@ BA0/5k6

    1unching shear strength= Vc@ 0>5 # minimum o4 (Vc$= Vc= Vc3) @ 88>B3Ak6

    0>5 # Vc Vuhence= *J

    *ne"%ay -hear Check

    ?long # Direction

    (-hear 1lane 1arallel to Glo2al # ?+is)

    From ?CI Cl$$3$$= Vc@ 3/BA5$k6

    Distance along # to &esign 4or shear= D+@ 0553m

    Check that 0>5 # Vc Vu+here Vu+is the shear 4orce 4or the critical loa& cases at a &istance & e444rom the 4ace o4 the column cause& 2y

    2en&ing a2out the # a+is

    From a2o5 # Vc@ 8$>$3 k6

    Critical loa& case 4or Vu+is ; $0 $8B338 k6

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    0>5 # Vc Vu+hence= *J

    *ne"%ay -hear Check

    ?long ' Direction

    (-hear 1lane 1arallel to Glo2al ' ?+is)

    From ?CI Cl$$3$$= Vc@

    3/5B0B k6

    Distance along # to &esign 4or shear= D,@ 0555 m

    Check that 7*45 & ;c< ;u=here Vu,is the shear 4orce 4or the critical loa& cases at a &istance & e444rom the 4ace o4 the column cause& 2y

    2en&ing a2out the ' a+is

    From a2o5 # Vc@ 5A358 k6

    Critical loa& case 4or Vu,is ; A $B803A k6

    0>5 # Vc Vu,hence= *J

    Design 4or Fle+ure a2out ' ?+is

    (For .ein4orcement 1arallel to # ?+is)

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    Calculate the 4le+ural rein4orcement along the # &irection o4 the 4ooting Fin& the area o4 steel reEuire&= ?= as per -ection 3B o4 .ein4orce&

    Concrete Design (5th e&) 2y -almon an& %ang (.e4 $)

    Critical !oa& Case ; A

    The strength $= @00000

    From .e4 $= E 3B/a= constant m @ 0>3

    Calculate reinforcement ratio for critical load case

    Design 4or 4le+ure a2out ' a+is is per4orme& at the 4ace o4

    the column at a &istance= D+@$$>5 m

    ltimate moment= $0$/$$ k6m

    6ominal moment capacity= n@ $$8>A k6m

    (ase& on e44ecti

    (ase& on gross &epth) + &e447 Depth @ 000$/

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    -ince KminL KL Kma+ *J

    ?rea o4 -teel .eEuire&= ?s@

    $>33/

    /

    mm

    -electe& 2ar -i,e @ ;$8

    inimum spacing alloe& (-min) @ @ 50000mm-electe& spacing (-) @ A>333mm

    -minM@ - M@ -ma+an& selecte& 2ar si,e M selecte& ma+imum 2ar si,e

    The rein4orcement is accepte&

    ?ccor&ing to ?CI 3$B Clause 6o" $08/

    a+ spacing 4or Cracking Consi&eration @ $AA3mm

    %arning:Calculate& spacing is more than ma+imum spacing cosi&ering cracking con&ition o&i4y spacing manually i4 cracking consi&eration is necessary

    Based on s!acing reinforcement increment> !rovided reinforcement is

    ?16 @ 855*777mm o*c*

    .eEuire& &e

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    Calculate the 4le+ural rein4orcement along the ' &irection o4 the 4ooting Fin& the area o4 steel reEuire&= ?= as per -ection 3B o4 .ein4orce&

    Concrete Design (5th e&) 2y -almon an& %ang (.e4 $)

    Critical !oa& Case ; $0

    The strength $= @00000

    From .e4 $= E 3B/a= constant m @ 0>3

    Calculate reinforcement ratio for critical load case

    Design 4or 4le+ure a2out # a+is is per4orme& at the 4ace o4

    the column at a &istance= D,@$$>5 m

    ltimate moment= A$B>5 k6m

    6ominal moment capacity= n@ $00B3 k6m

    (ase& on e44ecti

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    (ase& on gross &epth) + &e447 Depth @ 0000>

    -ince KminL KL Kma+ *J

    ?rea o4 -teel .eEuire&= ?s@ $33355mm

    -electe& ar -i,e @ ;0

    inimum spacing alloe& (-min) @ 50000mm-electe& spacing (-) @ /50000mm

    -minM@ - M@ -ma+an& selecte& 2ar si,e M selecte& ma+imum 2

    The rein4orcement is

    ?ccor&ing to ?CI 3$B Clause 6o" $08/

    a+ spacing 4or Cracking Consi&eration @ $AA3mm

    %arning:Calculate& spacing is more than ma+imum spacing cosi&ering cracking con&ition o&i4y spacing manually i4 cracking consi&eration is necessary

    Based on s!acing reinforcement increment> !rovided reinforcement is

    ?27 @ 855*777mm o*c*

    .eEuire& &e

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    Design For Top .ein4orcement 1arallel to ' ?+is

    Top rein4orcement is calculate& 2ase& on sel4 eight o4 4ooting an& soil

    Calculate the fle"ural reinforcement for ("* Find the area of steel reuired

    The strength $= @ 00000

    From .e4 $= E 3B/a= constant m @ 0>3

    Calculate reinforcement ratio for critical load case

    Design 4or 4le+ure a2out # a+is is per4orme& at

    the 4ace o4 the column at a &istance= D +@$$>5 m

    ltimate moment= 3>BA k6m

    6ominal moment capacity= n@ 8/3 k6m

    (ase& on e44ectiB

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    (ase& on gross &epth) + &e447 Depth @ 00005

    -ince KL Kmin KminGo

    $ mm

    1ro

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    From ?CI Cl $03= @00//

    From ?CI Cl $033= @00$B$B

    From ?CI Cl>$= @ 00000

    From .e4 $= E 3B/a= constant m @ 0>3

    Calculate rein4orcement ratio 4or critical loa& case

    Design 4or 4le+ure a2out ' a+is is per4orme& at

    the 4ace o4 the column at a &istance= D +@$$>5 m

    ltimate moment= 3>BA k6m

    6ominal moment capacity= n@ 8/3 k6m

    (ase& on e44ecti

    (ase& on gross &epth) + &e447 Depth @0000/B

    8

    -ince KL Kmin KminGo

    $ mm

    1ro

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    Isolated Footing 22

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    Input Values

    Footing Geomtery

    Design Type : Calculate Dimension

    Footing Thickness (Ft) : 305000mm

    Footing !ength " # (Fl) : $000000mm

    Footing %i&th " ' (F) : $000000mm

    ccentricity along # (*+&) : 0000mm

    ccentricity along ' (*,&) : 0000mm

    Column Dimensions

    Column -hape : .ectangular

    Column !ength " # (Dcol) : 0/00m

    Column %i&th " ' (col) : 0/00m

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    Design 1arameters

    Concrete an& .e2ar 1roperties

    nit %eight o4 Concrete : 5000k67m3

    -trength o4 Concrete : 358067mm

    9iel& -trength o4 -teel : /$500067mm

    inimum ar -i,e : ;$8

    a+imum ar -i,e : ;0

    1e&estal inimum ar -i,e : ;$

    1e&estal a+imum ar -i,e : ;3

    inimum ar -pacing : 50000mm

    a+imum ar -pacing : /50000mm

    1e&estal Clear Co

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    Load Combination/s- Service Stress Level

    Load

    Combination

    Number

    Load Combination Title

    Load

    Combination

    Factor

    Soil

    Bearing

    Factor

    Self Weight

    Factor

    A $50BD! $/# $0!! $00 $00 $00$0 $50BD! $/' $0!! $00 $00 $00

    Load Combination/s- Strength Level

    Load

    Combination

    Number

    Load Combination Title

    Load

    Combination

    Factor

    Soil

    Bearing

    Factor

    Self Weight

    Factor

    A $50BD! $/# $0!! $00 $00 $00

    $0 $50BD! $/' $0!! $00 $00 $00

    !!lied Loads - Service Stress Level

    LC"ial

    #$N%

    Shear &

    #$N%

    Shear '

    #$N%

    (oment &

    #$Nm%

    (oment '

    #$Nm%

    A 38$> 85/5 A33 >A/$ "33/53$0 3585B5 "$/00/ 0B$ 583B> 3BB

    !!lied Loads - Strength Level

    LC"ial

    #$N%

    Shear &

    #$N%

    Shear '

    #$N%

    (oment &

    #$Nm%

    (oment '

    #$Nm%

    A 38$> 85/5 A33 >A/$ "33/53

    $0 3585B5 "$/00/ 0B$ 583B> 3BB

    .e&uction o4 4orce &ue to 2uoyancy @ 0000k6

    44ect &ue to a&hesion @ 0000k6

    ?rea 4rom initial length an& i&th= ?o@!o# %o@ $000m

    in area reEuire& 4rom 2earing pressure= ?min@ 1 7 Ema+@ $A80m

    Note) minis an initial estimation*+ , Critical Factored "ial Load#ithout self eight/buo.anc./soil%*ma", 0es!ective Factored Bearing Ca!acit.*

    Final Footing -i,e

    Length #L2% , 2*777 m Go

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    Footing -el4 %eight @ 30/AA k6

    -oil %eight *n Top *4 Footing @

    $8>$

    8k6

    1ressures at Four Corners

    1lease note that pressures $> AAAA>0 0000

    $0 $08353 80/0/B 153*2636 $A8/A5$ 0000

    $0 $08353 80/0/B $5/8/8 16*351 0000

    I4 ?uis ,ero= there is no upli4t an& no pressure a&ustment is necessary *therise= to account 4or upli4t= areas o4 negati/3A 18*195 $53$>$> AAAA>0

    $0 $08353 80/0/B 153*2636 $A8/A5$

    $0 $08353 80/0/B $5/8/8 16*351

    Check 4or sta2ility against o

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    " Factor of safet. against slidingFactor of safet. against

    overturning

    Load Case

    No*

    long &-

    :irection

    long '-

    :irection0esultant

    bout &-

    :irection

    bout '-

    :irection

    A 3885A B$>A0 33/53 5/30B $3538

    $0 $B3// $88> $0// B$$ $B50

    Critical !oa& Case ?n& The Go

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    Total Footing Depth= D @ 0305m

    Calculate& 44ecti

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    From ?CI Cl$$3$$= Vc@ 35/8>/k6

    Distance along # to &esign 4or shear= D+@ 05B0m

    Check that 0>5 # Vc Vu+here Vu+is the shear 4orce 4or the critical loa& cases at a &istance & e444rom the 4ace o4 the column cause& 2y

    2en&ing a2out the # a+is

    From a2o5 # Vc@ 88008 k6

    Critical loa& case 4or Vu+is ; $0 $B>853 k6

    0>5 # Vc Vu+hence= *J

    *ne"%ay -hear Check

    ?long ' Direction

    (-hear 1lane 1arallel to Glo2al ' ?+is)

    From ?CI Cl$$3$$= Vc@ 35/8>/ k6

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    Distance along # to &esign 4or shear= D,@ 05B0 m

    Check that 7*45 & ;c< ;u=here Vu,is the shear 4orce 4or the critical loa& cases at a &istance & e444rom the 4ace o4 the column cause& 2y

    2en&ing a2out the ' a+is

    From a2o5 # Vc@ 88008 k6

    Critical loa& case 4or Vu,is ; $0 $883A k6

    0>5 # Vc Vu,hence= *J

    Design 4or Fle+ure a2out ' ?+is

    (For .ein4orcement 1arallel to # ?+is)

    Calculate the 4le+ural rein4orcement along the # &irection o4 the 4ooting Fin& the area o4 steel reEuire&= ?= as per -ection 3B o4 .ein4orce&

    Concrete Design (5th e&) 2y -almon an& %ang (.e4 $)

    Critical !oa& Case ; $0

    The strength $= @00000

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    From .e4 $= E 3B/a= constant m @ 0>3

    Calculate reinforcement ratio for critical load case

    Design 4or 4le+ure a2out ' a+is is per4orme& at the 4ace o4 the

    column at a &istance= D+@0B00 m

    ltimate moment= A$$/ k6m

    6ominal moment capacity= n@ $03/B k6m

    (ase& on e44ecti

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    &e44@ D " Cco

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    From .e4 $= E 3B/a= constant m @ 0>3

    Calculate reinforcement ratio for critical load case

    Design 4or 4le+ure a2out # a+is is per4orme& at the 4ace o4

    the column at a &istance= D,@$00 m

    ltimate moment= $0/53 k6m

    6ominal moment capacity= n@ $$5B3> k6m

    (ase& on e44ecti0B0

    3 mm

    &e44@ D " Cco

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    .ein4orcement ratio= @ 0003A3

    From ?CI Cl>8$= minimum reEO& clear &istance 2eteen 2ars

    C&@ ma+ (Diameter o4 one 2ar= $0P (5/mm)= in ser -pacing) @ 50000mm

    1ro

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    From ?CI Cl >$= @00000

    From .e4 $= E 3B/a= constant m @ 0>3

    Calculate reinforcement ratio for critical load case

    Design 4or 4le+ure a2out # a+is is per4orme&

    at the 4ace o4 the column at a &istance= D +@$00 m

    ltimate moment= 5AAA k6m

    6ominal moment capacity= n@ BBB> k6m

    (ase& on e44ecti

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    Top rein4orcement is calculate& 2ase& on sel4 eight o4 4ooting an& soil

    Calculate the fle"ural reinforcement for (=* Find the area of steel reuired

    The strength $= @ 00000

    From .e4 $= E 3B/a= constant m @ 0>3

    Calculate rein4orcement ratio 4or critical loa& case

    Design 4or 4le+ure a2out ' a+is is per4orme& at

    the 4ace o4 the column at a &istance= D +@$00 m

    ltimate moment= 5AAA k6m

    6ominal moment capacity= n@ BBB> k6m

    (ase& on e44ecti

    5

    (ase& on gross &epth) + &e447 Depth @00005

    3

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    -ince KL Kmin KminGo