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Rev3 Client: Al Ain Wildlife Park & Resort  Analysis & Design of Cooling Tower Support Structure . Cooling tower-1 1 . Introduction Structure description : Support Structure for Back Cooling Units The steel co lumns are fixed on the floor at bottom with mechanical anchor bolts The platform top structure joints are all welded The column are of size UB 25 4X146X37 main and secondary beams are UB 254X146X31 The purpose of following calculations is as listed below; (A) To check the proposed steel supporting structure . (B) To check the structura l stability of the platform structure for all inc ident loads on it. (C) To check & design propose d economical and most practic al member sizes of the supporting structure of the platform such as t op beam section, support channel from stability point of view. (D) To chec k propos ed anch oring arran gement for support fixing to the building structure... Reference Documents and Design Parameters :: 1) drg.Sheikh Zayed Desert Learning Center -  AWPR-SZC-CAP-SCD-SZC-ARC-DWG-00322-00 3) All structural steel members conform to ASTM A36 / BS grade S275 steel or equivalent 4) All connection bolts co nform to BS grade 8.8 or equivalent and g alvanised . mechanical anchors shall be used. 5) Concrete stren gth on w hich supports are to be fixed is as sumed C30/37 ( 30/37 N/mm2 ) 6) Allowable deflections : Beams L/250 cantilever L/180 Design codes:: Design of platform steel structure has been done conforming to following c odes of practice. * BS 5950 - Part 1:2000 -Structural use of steelwork in building. * BS 8110 -1:1997 ,BS 8110-3:1985 -Structural use of concrete * BS 6399-1, 2 :1997 for Loading 16.07.2011 LINK MIDDLE EAST LIMITED P.O. Box 16846, Dubai   U.A.E. Tel No. +971 4 8816750, Fax No. +971 4 816250 231796382.xls.ms_office
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Cooling Tank Support Structure

Aug 05, 2016

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Rev3

Client: Al Ain Wildlife Park & Resort

 Analysis & Design of Cooling Tower Support Structure .

Cooling tower-1

1 . IntroductionStructure description :

Support Structure for Back Cooling Units

The steel columns are fixed on the floor at bottom with mechanical anchor bolts

The platform top structure joints are all welded

The column are of size UB 254X146X37

main and secondary beams are UB 254X146X31

The purpose of following calculations is as listed below;

(A) To check the proposed steel supporting structure .

(B) To check the structural stability of the platform structure for all incident loads on it.

(C) To check & design proposed economical and most practical member sizes of the

supporting structure of the platform such as top beam section, support channel

from stability point of view.

(D) To check proposed anchoring arrangement for support fixing to the building structure...

Reference Documents and Design Parameters ::

1) drg.Sheikh Zayed Desert Learning Center -

  AWPR-SZC-CAP-SCD-SZC-ARC-DWG-00322-00

3) All structural steel members conform to ASTM A36 / BS grade S275 steel or equivalent

4) All connection bolts conform to BS grade 8.8 or equivalent and galvanised .

mechanical anchors shall be used.

5) Concrete strength on which supports are to be fixed is assumed C30/37 ( 30/37 N/mm2 )

6) Allowable deflections : Beams L/250 cantilever L/180

Design codes::

Design of platform steel structure has been done conforming to following codes of practice.

* BS 5950 - Part 1:2000 -Structural use of steelwork in building.

* BS 8110 -1:1997 ,BS 8110-3:1985 -Structural use of concrete

* BS 6399-1, 2 :1997 for Loading

16.07.2011LINK MIDDLE EAST LIMITEDP.O. Box 16846, Dubai  – U.A.E.Tel No. +971 4 8816750, Fax No. +971 4816250

231796382.xls.ms_office

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 Analysis and Design

 Analysis and Design of the platform structure has been done using

STAAD Pro 2006 Analysis and Design software.

The supporting structure has been analysed for given loadings and members are

designed by STAAD Pro programme. Othet minor members have been designed manually.

For Staad design of steel members British Code BS5950-1:2000 has been used.

2 .STAAD model and Loads

Staad model:

3D view:

The structure is modeled as Space frame , with fixed suported on floor slab

Loads :

1) Dead load ( DL)

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self weight of supporting steel structure is calculated by STAAD programme.

consider N100/30 serrated grating with 3 mm load bars at 30 mm c/c, self wt = 100 kg/m²

Grating is welded to the top skeleton of the platform. = 1 kN/m²

Equipment load is given as 3.92 ton = 39.2 kN UDL = 39.2 / area = 10 / (2.3x7.47) = 2.28 kN/m²

consider 50% impact due to machine = 2.28 x 1.5 = 3.42 kN/m²

Hence total dead load = 1 + 3.42 = 4.42 kN/m²

Load is applied as floor load command in staad.

5% of above load is considered acting in horizontal direction X and Z = 0.05x4.42 = 0.23 kN/m²

This applied as horizontal UDL on main beams

2) Live load ( LL)

consider live load = 7.5 kN/m² as per BS6399 code for equipment platform..

Load is applied as floor load command in staad.

5% of above load is considered acting in horizontal direction X and Z = 0.075x5 = 0.375 kN/m²

This applied as horizontal UDL on main beams

3) Wind load (WL)

Basic wind speed Vb = 26 m/s

Site wind speed Vs = Sa.Sb.Ss.Sd.Vb cl. 2.2.2.1 of BS6399-2:1997

  = 1x1x1x1x26 all factors considered 1.0 to be conservative

  = 26 m/s

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dynamic pressure q = 0.613 x Ve2

Ve = effective wind speed

  = Vb.Sb

for site in town terrain , ( cl.3.2.3.2.3 )

Sb = Sc.Tc.{ 1+(gt.St.Tt) + Sh }

Sc : fetch factor  1.67 .. from table 22 by interpolation

St : turbulance factor  0.0884 .. from table 22 by interpolation

Tc ; fetch adjustment factor  0.954 .. from table 23 by interpolation

Tt : turbulance adjustment factor  1.08 .. from table 23 by interpolation

gt : gust peak factor  3.44 .. from table 24 by interpolation

Sh : topographic increment 0 .. from cl. 3.2.3.4.1 not significant

Sb = 1.67 x 0.954 { 1 +(3.44 x 0.0884 x 1.08) + 0}  = 2.11

 Ve = 2.11 x 26 = 54.86 m/s

 dynamic pressure q = 0.613 x Ve2

 = 0.613 x 54.862

 = 1.84 kN/m2

wind load factor Cp= 1.2

wind load =Cp x dynamic wind pressure x projected area

 = Cp . q. projected area of member 

 for diagonal member WL = 1.2 x 1.84 x 0.08 = 0.17 kN/m

 All these loads have been applied in Staad as horizontal loads.

for vertical support member WL=1.2 x 1.84 x0.25 =0.56

for horizontal support member WL=1.2 x 1.84 x0.20 =0.44

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 Wind in X dir & Z directions are considered separately.

i.e WL-x & WL-z

4) Load combinations:

\ Load combinations will be as follows;

(a) Service load combination :: ( for deflections)

1.0 DL+1.0 LL

1.0DL+1.0LL+1.0WL

(b) Design load combination :: ( for design of steel members,design of connections etc.)

1.4 DL+1.6 LL

1.0DL+1.4WL

1.2DL+1.2LL+1.2WL

3 . Analysis and design of Steel Structure.

 Analysis and design has been done by STAAD Pro 2006 analysis and design software.

Refer Staad output:

All members are structurally safe.

4. Design of Connections

Following major connections are designed based on the forces in the connecting members.

and as per Staad Pro computer output.

* Anchor bolt Connection between column bases & concrete floor

4.1 Anchor bolt Connection between columns & concrete floor .

UB 254X146X37 is fixed to the concrete floor with M20 mechanical anchors.

1.0DL+1.0WL

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Fx = 7.5 kN

Fy = 100 kN

Fz = 8.56 kN

Mz = 9.1 kNm

Use 420x320x20 thk base plate for columns.220

50

 420x320X20 thk

120 base plate

It is proposed to use 4 no. M20 mechanical anchor bolts

 Actual tension in bolt = 7.5/4 = 1.88 kN

 Actual shear in bolt = 100/4 = 25 kN

tensile capacity of M20 bolt = 110 kN > actual tension( 1.88 kN)

shear capacity of M20 bolt = 91.9 kN > actual shear ( 25 kN)

End plate :

max moment in end plate = 2 x 1.88 x 0.05 = 0.18 kNm

Moment capacity of end plate per unit width = py.tp²/4 ..cl.6.3.4.3, BS5950-1:2000

\Moment capacity of end plate = py.b.tp²/4 = 275 x 320 x 20² /4 = 8.80 kNm > actual moment in end plate

hence safe 

Hence provided 4 no. M20 mechanical anchor bolts and the end plate are safe.

4.2 Angle Connection between UC 254x146x31mm to UC 254x146x31mm .

Fx = 22.8 kN

Fy = 58 kN

Fz = 7.22 kN

Mz = 15 kNm

use 200x180x12mm thk connecting plate

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It is proposed to use 4 no. M16 HILTI/Equivalent anchor bolts

Max tension in bolt = Fx / 4 = 22.8 /4 = 5.7 kN

Max shear in bolt = Fy / 4 = 58 /4 = 14.5 kN

.

tensile capacity of M16 bolt = 70.3 kN > actual tension

shear capacity of M16 bolt = 58.9 kN > actual shear

End plate :

max moment in end plate = 22.8x 0.05 = 1.14kNm

Moment capacity of end plate per unit width = py.tp²/4 ..cl.6.3.4.3, BS5950-1:2000

\Moment capacity of end plate = py.b.tp²/4

 = 275 x180 x 12² /4 = 1.78 kNm > actual moment in end plate

hence safe 

Hence provided 4no. M16 HILTI HEX bolts/equivalent and the end plate are safe.

5 . Deflection check.

Refer Staad output. Deflection diagram.

Max deflection = 3.2 mm < 8.92 mm ( span /250 ,,2230/250 )

.. Hence safe

6. Conclusion :

** The proposed platform & the support structure and its members are safe for

given revised Live loads in combination with other loads.

** The proposed connections are structurally safe.

** The proposed anchors are structurally safe.

Utilization Ratio

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Rev3

Client: Al Ain Wildlife Park & Resort Analysis & Design of Cooling Tower Support Structure .

Cooling tower-2

1 . Introduction

Structure description :

Support Structure for Back Cooling Units near stair area

The steel columns are fixed on the floor at bottom with mechanical anchor bolts

The platform top structure joints are all welded

The column are of size UB 254X146X37

main and secondary beams are UB 254X146X31

The purpose of following calculations is as listed below;

(A) To check the proposed steel supporting structure .

(B) To check the structural stability of the platform structure for all incident loads on it.

(C) To check & design proposed economical and most practical member sizes of thesupporting structure of the platform such as top beam section, support channel

from stability point of view.

(D) To check proposed anchoring arrangement for support fixing to the building structure...

Reference Documents and Design Parameters ::

1) drg.Sheikh Zayed Desert Learning Center -

  AWPR-SZC-CAP-SCD-SZC-ARC-DWG-00322-00

3) All structural steel members conform to ASTM A36 / BS grade S275 steel or equivalent

4) All connection bolts conform to BS grade 8.8 or equivalent and galvanised .

mechanical anchors shall be used.

16.07.2011LINK MIDDLE EAST LIMITEDP.O. Box 16846, Dubai  – U.A.E.Tel No. +971 4 8816750, Fax No. +971 4816250

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5) Concrete strength on which supports are to be fixed is assumed C40 ( 40 N/mm2 )

6) Allowable deflections : Beams L/250 cantilever L/180

Design codes::

Design of platform steel structure has been done conforming to following codes of practice.

* BS 5950 - Part 1:2000 -Structural use of steelwork in building.

* BS 8110 -1:1997 ,BS 8110-3:1985 -Structural use of concrete

* BS 6399-1, 2 :1997 for Loading

 Analysis and Design

 Analysis and Design of the platform structure has been done using

STAAD Pro 2006 Analysis and Design software.

The supporting structure has been analysed for given loadings and members are

designed by STAAD Pro programme. Othet minor members have been designed manually.

For Staad design of steel members British Code BS5950-1:2000 has been used.

2 .STAAD model and Loads

Staad model:

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3D view:

The structure is modeled as Space frame , with fixed suported on floor slab

Loads :

1) Dead load ( DL)

self weight of supporting steel structure is calculated by STAAD programme.

consider N100/30 serrated grating with 3 mm load bars at 30 mm c/c, self wt = 100 kg/m²

Grating is welded to the top skeleton of the platform. = 1 kN/m²

Equipment load is given as 3.92 ton = 39.2 k UDL = 39.2 / area = 10 / (2.3x7.47) = 2.28 kN/m²

consider 50% impact due to machine = 2.28 x 1.5 = 3.42 kN/m²

Hence total dead load = 1 + 3.42 = 4.42 kN/m²

Load is applied as floor load command in staad.

5% of above load is considered acting in horizontal direction X and Z = 0.05x4.42 = 0.23 kN/m²

This applied as horizontal UDL on main beams

2) Live load ( LL)

consider live load = 7.5 kN/m² as per BS6399 code for equipment platform..

Load is applied as floor load command in staad.

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5% of above load is considered acting in horizontal direction X and Z = 0.075x5 = 0.375 kN/m²

This applied as horizontal UDL on main beams

3) Wind load (WL)

Basic wind speed Vb = 26 m/s

Site wind speed Vs = Sa.Sb.Ss.Sd.Vb cl. 2.2.2.1 of BS6399-2:1997

  = 1x1x1x1x26 all factors considered 1.0 to be conservative

  = 26 m/s

dynamic pressure q = 0.613 x Ve2

Ve = effective wind speed

  = Vb.Sb

for site in town terrain , ( cl.3.2.3.2.3 )

Sb = Sc.Tc.{ 1+(gt.St.Tt) + Sh }

Sc : fetch factor  1.67 .. from table 22 by interpolation

St : turbulance factor  0.0884 .. from table 22 by interpolation

Tc ; fetch adjustment factor  0.954 .. from table 23 by interpolation

Tt : turbulance adjustment factor  1.08 .. from table 23 by interpolation

gt : gust peak factor  3.44 .. from table 24 by interpolation

Sh : topographic increment 0 .. from cl. 3.2.3.4 not significant

Sb = 1.67 x 0.954 { 1 +(3.44 x 0.0884 x 1.08) + 0}  = 2.11

 Ve = 2.11 x 26 = 54.86 m/s

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 dynamic pressure q = 0.613 x Ve2

 = 0.613 x 54.862

 = 1.84 kN/m2

wind load factor Cp= 1.2

wind load =Cp x dynamic wind pressure x projected area

 = Cp . q. projected area of member 

 for diagonal member WL = 1.2 x 1.84 x 0.08 = 0.17 kN/m

 All these loads have been applied in Staad as horizontal loads.

 Wind in X dir & Z directions are considered separately.

i.e WL-x & WL-z

4) Load combinations:

\ Load combinations will be as follows;

(a) Service load combination :: ( for deflections)

1.0 DL+1.0 LL

1.0DL+1.0LL+1.0WL

(b) Design load combination :: ( for design of steel members,design of connections etc.)

1.4 DL+1.6 LL

1.0DL+1.4WL

1.2DL+1.2LL+1.2WL

3 . Analysis and design of Steel Structure.

for horizontal support member WL=1.2 x 1.84 x0.20 =0.44

1.0DL+1.0WL

for vertical support member WL=1.2 x 1.84 x0.25 =0.56

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 Analysis and design has been done by STAAD Pro 2006 analysis and design software.

Refer Staad output:

All members are structurally safe.

4. Design of Connections

Following major connections are designed based on the forces in the connecting members.

and as per Staad Pro computer output.

* Anchor bolt Connection between column bases & concrete floor

4.1 Anchor bolt Connection between columns & concrete floor .

UB 254X146X43 is fixed to the concrete floor with M20 mechanical anchors.

Fx = 46 kN

Fy = 108 kN

Fz = 33.5 kN

Mz = 15.25 kNm

Use 420x320x20 thk base plate for columns.220

50

 420x320X20 thk

120 base plate

It is proposed to use 4 no. M20 mechanical anchor bolts

 Actual tension in bolt = 46/4 = 11.5 kN

 Actual shear in bolt = 108/4 = 27 kN

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tensile capacity of M20 bolt = 110 kN > actual tension( 11.5kN)

shear capacity of M20 bolt = 91.9 kN > actual shear ( 27 kN)

End plate : ..cl.6.3.4.3, BS5950-1:2000

max moment in end plate = 2 x 11.5 x 0.05 = 1.15 kNm

Moment capacity of end plate per unit width = py.tp²/4

\Moment capacity of end plate = py.b.tp²/4

 = 275 x 320 x 20² /4 = 8.80 kNm > actual moment in end plate

hence safe 

Hence provided 4 no. M20 mechanical anchor bolts and the end plate are safe.

4.2 Angle Connection between UC 254x146x37mm to UC 254x146x37mm .

Fx = 26.5 kN

Fy = 56.33 kN

Fz =12 kN

Mz = 42.67 kNm

use 200x180x12mm thk connecting plate

It is proposed to use 4 no. M16 HILTI/Equivalent anchor bolts

Max tension in bolt = Fx / 4 = 26.5 /4 = 6.63 kN

Max shear in bolt = Fy / 4 = 56.33/4 = 14.08 kN

.

tensile capacity of M16 bolt = 70.3 > actual tension

shear capacity of M16 bolt = 58.9 > actual shear

End plate : ..cl.6.3.4.3, BS5950-1:2000max moment in end plate = 26.5x 0.05 = 1.32kNm

Moment capacity of end plate per unit width = py.tp²/4

\Moment capacity of end plate = py.b.tp²/4

 = 275 x180 x 12² /4 = 1.78 kNm > actual moment in end plate

hence safe 

Hence provided 4no. M16 HILTI HEX bolts/equivalent and the end plate are safe.

5 . Deflection check.

Refer Staad output. Deflection diagram.

Max deflection = 4mm < 8.92 mm ( span /250 ,,2230/250 )

.. Hence safe

6. Conclusion :

** The proposed platform & the support structure and its members are safe for

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  given revised Live loads in combination with other loads.

** The proposed connections are structurally safe.

** The proposed anchors are structurally safe.

Utilization Ratio

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Rev3

Client: Al Ain Wildlife Park & Resort

 Analysis & Design of Cooling Tower Support Structure .

Cooling tower-3

1 . Introduction

Structure description :

Support Structure for Back Cooling Units near stair area

The steel columns are fixed on the floor at bottom with mechanical anchor bolts

The platform top structure joints are all welded

The column are of size UB 254X146X37

main and secondary beams are UB 254X146X31

The purpose of following calculations is as listed below;

(A) To check the proposed steel supporting structure .

(B) To check the structural stability of the platform structure for all incident loads on it.

(C) To check & design proposed economical and most practical member sizes of the

supporting structure of the platform such as top beam section, support channel

from stability point of view.

(D) To check proposed anchoring arrangement for support fixing to the building structure...

Reference Documents and Design Parameters ::

1) drg.Sheikh Zayed Desert Learning Center -

  AWPR-SZC-CAP-SCD-SZC-ARC-DWG-00322-00

3) All structural steel members conform to ASTM A36 / BS grade S275 steel or equivalent

4) All connection bolts conform to BS grade 8.8 or equivalent and galvanised .mechanical anchors shall be used.

5) Concrete strength on which supports are to be fixed is assumed C40 ( 40 N/mm2 )

6) Allowable deflections : Beams L/250 cantilever L/180

16.07.2011LINK MIDDLE EAST LIMITEDP.O. Box 16846, Dubai  – U.A.E.Tel No. +971 4 8816750, Fax No. +971 4816250

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Design codes::

Design of platform steel structure has been done conforming to following codes of practice.

* BS 5950 - Part 1:2000 -Structural use of steelwork in building.

* BS 8110 -1:1997 ,BS 8110-3:1985 -Structural use of concrete

* BS 6399-1, 2 :1997 for Loading

 Analysis and Design

 Analysis and Design of the platform structure has been done using

STAAD Pro 2006 Analysis and Design software.

The supporting structure has been analysed for given loadings and members are

designed by STAAD Pro programme. Othet minor members have been designed manually.

For Staad design of steel members British Code BS5950-1:2000 has been used.

2 .STAAD model and Loads

Staad model:

3D view:

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The structure is modeled as Space frame , with fixed suported on floor slab

Loads :

1) Dead load ( DL)

self weight of supporting steel structure is calculated by STAAD programme.

consider N100/30 serrated grating with 3 mm load bars at 30 mm c/c, self wt = 100 kg/m²

Grating is welded to the top skeleton of the platform. = 1 kN/m²

Equipment load is given as 3.92 ton = 39.2 kN UDL = 39.2 / area = 10 / (2.3x7.47) = 2.28 kN/m²

consider 50% impact due to machine = 2.28 x 1.5 = 3.42 kN/m²

Hence total dead load = 1 + 3.42 = 4.42 kN/m²

Load is applied as floor load command in staad.

5% of above load is considered acting in horizontal direction X and Z = 0.05x4.42 = 0.23 kN/m²

This applied as horizontal UDL on main beams

2) Live load ( LL)

consider live load = 7.5 kN/m² as per BS6399 code for equipment platform..

Load is applied as floor load command in staad.

5% of above load is considered acting in horizontal direction X and Z = 0.075x5 = 0.375 kN/m²

This applied as horizontal UDL on main beams

3) Wind load (WL)

Basic wind speed Vb = 26 m/s

Site wind speed Vs = Sa.Sb.Ss.Sd.Vb cl. 2.2.2.1 of BS6399-2:1997

  = 1x1x1x1x26 all factors considered 1.0 to be conservative

  = 26 m/s

dynamic pressure q = 0.613 x Ve2

Ve = effective wind speed

  = Vb.Sb

for site in town terrain , ( cl.3.2.3.2.3 )

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Sb = Sc.Tc.{ 1+(gt.St.Tt) + Sh }

Sc : fetch factor  1.67 .. from table 22 by interpolation

St : turbulance factor  0.0884 .. from table 22 by interpolation

Tc ; fetch adjustment factor  0.954 .. from table 23 by interpolation

Tt : turbulance adjustment factor  1.08 .. from table 23 by interpolation

gt : gust peak factor  3.44 .. from table 24 by interpolation

Sh : topographic increment 0 .. from cl. 3.2.3.4not significant

Sb = 1.67 x 0.954 { 1 +(3.44 x 0.0884 x 1.08) + 0}  = 2.11

 Ve = 2.11 x 26 = 54.86 m/s

 dynamic pressure q = 0.613 x Ve2

 = 0.613 x 54.862

 = 1.84 kN/m2

wind load factor Cp= 1.2

wind load =Cp x dynamic wind pressure x projected area

 = Cp . q. projected area of member 

 for diagonal member WL = 1.2 x 1.84 x 0.08 = 0.17 kN/m

 All these loads have been applied in Staad as horizontal loads.

 Wind in X dir & Z directions are considered separately.i.e WL-x & WL-z

4) Load combinations:

\ Load combinations will be as follows;

(a) Service load combination :: ( for deflections)

1.0 DL+1.0 LL

1.0DL+1.0LL+1.0WL

(b) Design load combination :: ( for design of steel members,design of connections etc.)1.4 DL+1.6 LL

1.0DL+1.4WL

1.2DL+1.2LL+1.2WL

3 . Analysis and design of Steel Structure.

for horizontal support member WL=1.2 x 1.84 x0.20 =0.44

1.0DL+1.0WL

for vertical support member WL=1.2 x 1.84 x0.25 =0.56

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 Analysis and design has been done by STAAD Pro 2006 analysis and design software.

Refer Staad output:

All members are structurally safe.

4. Design of Connections

Following major connections are designed based on the forces in the connecting members.

and as per Staad Pro computer output.

* Anchor bolt Connection between column bases & concrete floor

4.1 Anchor bolt Connection between columns & concrete floor .

UB 254X146X43 is fixed to the concrete floor with M20 mechanical anchors.

Fx = 33 kN

Fy = 85 kN

Fz = 24 kN

Mz = 13.5 kNm

Use 420x320x20 thk base plate for columns.

22050

 420x320X20 thk

120 base plate

It is proposed to use 4 no. M20 mechanical anchor bolts

 Actual tension in bolt = 33/4 = 8.25 kN

 Actual shear in bolt = 85/4 = 21.25 kN

tensile capacity of M20 bolt = 110 kN > actual tension( 8.25kN)

shear capacity of M20 bolt = 91.9 kN > actual shear ( 21.25 kN)

End plate : ..cl.6.3.4.3, BS5950-1:2000max moment in end plate = 2 x 8.25 x 0.05 = 0.83 kNm

Moment capacity of end plate per unit width = py.tp²/4

\Moment capacity of end plate = py.b.tp²/4

 = 275 x 320 x 20² /4 = 8.80 kNm > actual moment in end plate

hence safe 

Hence provided 4 no. M20 mechanical anchor bolts and the end plate are safe.

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4.2 Angle Connection between UC 254x146x37mm to UC 254x146x37mm .

Fx = 35 kN

Fy = 66.52 kN

Fz =18 kN

Mz = 23 kNm

use 200x180x12mm thk connecting plate

It is proposed to use 4 no. M16 HILTI/Equivalent anchor bolts

Max tension in bolt = Fx / 4 = 35 /4 = 8.75 kN

Max shear in bolt = Fy / 4 = 66.2/4 = 16.55 kN

.

tensile capacity of M16 bolt = 70.3 > actual tension

shear capacity of M16 bolt = 58.9 > actual shear

End plate : ..cl.6.3.4.3, BS5950-1:2000

max moment in end plate = 11.6x 0.05 = 0.58kNm

Moment capacity of end plate per unit width = py.tp²/4

\Moment capacity of end plate = py.b.tp²/4

 = 275 x180 x 12² /4 = 1.78 kNm > actual moment in end plate

hence safe 

Hence provided 4no. M16 HILTI HEX bolts/equivalent and the end plate are safe.

5 . Deflection check.

Refer Staad output. Deflection diagram.

Max deflection = 4.62mm < 8.6 mm ( span /250 ,,2150/250 )

.. Hence safe

6. Conclusion :

** The proposed platform & the support structure and its members are safe for

given revised Live loads in combination with other loads.

** The proposed connections are structurally safe.

** The proposed anchors are structurally safe.

Utilization Ratio

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Rev3

Client: Al Ain Wildlife Park & Resort

 Analysis & Design of Cooling Tower Support Structure .Cooling tower-4

1 . Introduction

Structure description :

Support Structure for Back Cooling Units near inclined wall

The steel columns are fixed on the floor at bottom with mechanical anchor bolts

The platform top structure joints are all welded

The column are of size UB 254X146X37

main and secondary beams are UB 254X146X31

The purpose of following calculations is as listed below;

(A) To check the proposed steel supporting structure .

(B) To check the structural stability of the platform structure for all incident loads on it.

(C) To check & design proposed economical and most practical member sizes of the

supporting structure of the platform such as top beam section, support channel

from stability point of view.

(D) To check proposed anchoring arrangement for support fixing to the building structure...

Reference Documents and Design Parameters ::

1) drg.Sheikh Zayed Desert Learning Center -

  AWPR-SZC-CAP-SCD-SZC-ARC-DWG-00322-00

3) All structural steel members conform to ASTM A36 / BS grade S275 steel or equivalent

4) All connection bolts conform to BS grade 8.8 or equivalent and galvanised .

mechanical anchors shall be used.

5) Concrete strength on which supports are to be fixed is assumed C40 ( 40 N/mm2 )

6) Allowable deflections : Beams L/250 cantilever L/180

16.07.2011LINK MIDDLE EAST LIMITEDP.O. Box 16846, Dubai  – U.A.E.Tel No. +971 4 8816750, Fax No. +971 4816250

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Design codes::

Design of platform steel structure has been done conforming to following codes of practice.

* BS 5950 - Part 1:2000 -Structural use of steelwork in building.

* BS 8110 -1:1997 ,BS 8110-3:1985 -Structural use of concrete

* BS 6399-1, 2 :1997 for Loading

 Analysis and Design

 Analysis and Design of the platform structure has been done using

STAAD Pro 2006 Analysis and Design software.

The supporting structure has been analysed for given loadings and members are

designed by STAAD Pro programme. Othet minor members have been designed manually.

For Staad design of steel members British Code BS5950-1:2000 has been used.

2 .STAAD model and Loads

Staad model:

3D view:

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The structure is modeled as Space frame , with fixed suported on floor slab

Loads :1) Dead load ( DL)

self weight of supporting steel structure is calculated by STAAD programme.

consider N100/30 serrated grating with 3 mm load bars at 30 mm c/c, self wt = 100 kg/m²

Grating is welded to the top skeleton of the platform. = 1 kN/m²

Equipment load is given as 3.92 ton = 39.2 kN UDL = 39.2 / area = 10 / (2.3x7.47) = 2.28 kN/m²

consider 50% impact due to machine = 2.28 x 1.5 = 3.42 kN/m²

Hence total dead load = 1 + 3.42 = 4.42 kN/m²

Load is applied as floor load command in staad.

5% of above load is considered acting in horizontal direction X and Z = 0.05x4.42 = 0.23 kN/m²

This applied as horizontal UDL on main beams

2) Live load ( LL)

consider live load = 7.5 kN/m² as per BS6399 code for equipment platform..

Load is applied as floor load command in staad.

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5% of above load is considered acting in horizontal direction X and Z = 0.075x5 = 0.375 kN/m²

This applied as horizontal UDL on main beams

3) Wind load (WL)

Basic wind speed Vb = 26 m/s

Site wind speed Vs = Sa.Sb.Ss.Sd.Vb cl. 2.2.2.1 of BS6399-2:1997

  = 1x1x1x1x26 all factors considered 1.0 to be conservative

  = 26 m/s

dynamic pressure q = 0.613 x Ve2 Ve = effective wind speed

  = Vb.Sb

for site in town terrain , ( cl.3.2.3.2.3 )

Sb = Sc.Tc.{ 1+(gt.St.Tt) + Sh }

Sc : fetch factor 1.67 .. from table 22 by interpolation

St : turbulance factor 0.0884 .. from table 22 by interpolation

Tc ; fetch adjustment factor 0.954 .. from table 23 by interpolation

Tt : turbulance adjustment factor 1.08 .. from table 23 by interpolation

gt : gust peak factor 3.44 .. from table 24 by interpolation

Sh : topographic increment 0 .. from cl. 3.2.3.4. not significant

Sb = 1.67 x 0.954 { 1 +(3.44 x 0.0884 x 1.08) + 0} = 2.11

 Ve = 2.11 x 26 = 54.86 m/s

 dynamic pressure q = 0.613 x Ve2

 = 0.613 x 54.862

 = 1.84 kN/m2

wind load factor Cp= 1.2

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  wind load =Cp x dynamic wind pressure x projected area

 = Cp . q. projected area of member 

 for diagonal member WL = 1.2 x 1.84 x 0.08 = 0.17 kN/m

 All these loads have been applied in Staad as horizontal loads.

 Wind in X dir & Z directions are considered separately.

i.e WL-x & WL-z

4) Load combinations:

\ Load combinations will be as follows;(a) Service load combination :: ( for deflections)

1.0 DL+1.0 LL

1.0DL+1.0LL+1.0WL

(b) Design load combination :: ( for design of steel members,design of connections etc.)

1.4 DL+1.6 LL

1.0DL+1.4WL

1.2DL+1.2LL+1.2WL

3 . Analysis and design of Steel Structure.

 Analysis and design has been done by STAAD Pro 2006 analysis and design software.

Refer Staad output:

All members are structurally safe.

4. Design of Connections

Following major connections are designed based on the forces in the connecting members.

for horizontal support member WL=1.2 x 1.84 x0.20 =0.44

1.0DL+1.0WL

for vertical support member WL=1.2 x 1.84 x0.25 =0.56

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and as per Staad Pro computer output.

* Anchor bolt Connection between column bases & concrete floor

4.1 Anchor bolt Connection between columns & concrete floor/inclined wall .UB 254X146X43 is fixed to the concrete floor with M20 mechanical anchors.

Fx = 8.2 kN

Fy =70.8 kN

Fz = 8.5 kN

Mz = 10.2 kNm

Use 420x320x20 thk base plate for columns.

22050

 420x320X20 thk120 base plate

It is proposed to use 4 no. M20 mechanical anchor bolts

 Actual tension in bolt = 8.2/4 = 2.05 kN

 Actual shear in bolt = 70.8/4 = 17.7 kN

tensile capacity of M20 bolt = 110 kN > actual tension( 1.3kN)

shear capacity of M20 bolt = 91.9 kN > actual shear ( 13.8 kN)

End plate : ..cl.6.3.4.3, BS5950-1:2000

max moment in end plate = 2 x 2.05 x 0.05 = 0.2 kNm

Moment capacity of end plate per unit width = py.tp²/4

\Moment capacity of end plate = py.b.tp²/4

 = 275 x 320 x 20² /4 = 8.80 kNm > actual moment in end plate

hence safe 

Hence provided 4 no. M20 mechanical anchor bolts and the end plate are safe.

4.2 Angle Connection between UC 254x146x37mm to UC 254x146x37mm .

Fx = 55 kN

Fy = 31.22 kN

Fz =6.3 kN

Mz = 8.0 kNm

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use 200x180x12mm thk connecting plate

It is proposed to use 4 no. M16 HILTI/Equivalent anchor bolts

Max tension in bolt = Fx / 4 = 55 /4 = 13.75 kN

Max shear in bolt = Fy / 4 = 31.22/4 = 7.80 kN

.

tensile capacity of M16 bolt = 70.3 > actual tensionshear capacity of M16 bolt = 58.9 > actual shear

End plate : ..cl.6.3.4.3, BS5950-1:2000

max moment in end plate = 18.4x 0.05 = 0.92kNm

Moment capacity of end plate per unit width = py.tp²/4

\Moment capacity of end plate = py.b.tp²/4

 = 275 x180 x 12² /4 = 1.78 kNm > actual moment in end plate

hence safe 

Hence provided 4no. M16 HILTI HEX bolts/equivalent and the end plate are safe.

5 . Deflection check.

Refer Staad output. Deflection diagram.

Max deflection = 4.3mm < 8.6 mm ( span /250 ,,2150/250 )

.. Hence safe

6. Conclusion :

** The proposed platform & the support structure and its members are safe for

given revised Live loads in combination with other loads.

** The proposed connections are structurally safe.

** The proposed anchors are structurally safe.

Utilization Ratio

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Rev3

Client: Al Ain Wildlife Park & Resort

 Analysis & Design of Cooling Tower Support Structure .

Cooling tower-5

1 . Introduction

Structure description :

Support Structure for Back Cooling Units near inclined wall

The steel columns are fixed on the floor at bottom with mechanical anchor bolts

The platform top structure joints are all welded

The column are of size UB 254X146X37

main and secondary beams are UB 254X146X31

The purpose of following calculations is as listed below;

(A) To check the proposed steel supporting structure .

(B) To check the structural stability of the platform structure for all incident loads on it.

(C) To check & design proposed economical and most practical member sizes of the

supporting structure of the platform such as top beam section, support channel

from stability point of view.

(D) To check proposed anchoring arrangement for support fixing to the building structure...

Reference Documents and Design Parameters ::

1) drg.Sheikh Zayed Desert Learning Center -

  AWPR-SZC-CAP-SCD-SZC-ARC-DWG-00322-00

3) All structural steel members conform to ASTM A36 / BS grade S275 steel or equivalent

4) All connection bolts conform to BS grade 8.8 or equivalent and galvanised .

16.07.2011LINK MIDDLE EAST LIMITEDP.O. Box 16846, Dubai  – U.A.E.Tel No. +971 4 8816750, Fax No. +971 4816250

LINK MIDDLE EAST LIMITEDP.O. Box 16846, Dubai  – U.A.E.Tel No. +971 4 8816750, Fax No. +971 4816250

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  mechanical anchors shall be used.

5) Concrete strength on which supports are to be fixed is assumed C40 ( 40 N/mm2 )

6) Allowable deflections : Beams L/250 cantilever L/180

Design codes::

Design of platform steel structure has been done conforming to following codes of practice.

* BS 5950 - Part 1:2000 -Structural use of steelwork in building.

* BS 8110 -1:1997 ,BS 8110-3:1985 -Structural use of concrete

* BS 6399-1, 2 :1997 for Loading

 Analysis and Design

 Analysis and Design of the platform structure has been done using

STAAD Pro 2006 Analysis and Design software.

The supporting structure has been analysed for given loadings and members are

designed by STAAD Pro programme. Othet minor members have been designed manually.

For Staad design of steel members British Code BS5950-1:2000 has been used.

2 .STAAD model and Loads

Staad model:

3D view:

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The structure is modeled as Space frame , with fixed suported on floor slab

Loads :

1) Dead load ( DL)

self weight of supporting steel structure is calculated by STAAD programme.

consider N100/30 serrated grating with 3 mm load bars at 30 mm c/c, self wt = 100 kg/m²

Grating is welded to the top skeleton of the platform. = 1 kN/m²

Equipment load is given as 3.92 ton = 39.2 kN UDL = 39.2 / area = 10 / (2.3x7.47) = 2.28 kN/m²

consider 50% impact due to machine = 2.28 x 1.5 = 3.42 kN/m²

Hence total dead load = 1 + 3.42 = 4.42 kN/m²

Load is applied as floor load command in staad.

5% of above load is considered acting in horizontal direction X and Z = 0.05x4.42 = 0.23 kN/m²

This applied as horizontal UDL on main beams

2) Live load ( LL)

consider live load = 7.5 kN/m² as per BS6399 code for equipment platform..

Load is applied as floor load command in staad.

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5% of above load is considered acting in horizontal direction X and Z = 0.075x5 = 0.375 kN/m²

This applied as horizontal UDL on main beams

3) Wind load (WL)

Basic wind speed Vb = 26 m/s

Site wind speed Vs = Sa.Sb.Ss.Sd.Vb cl. 2.2.2.1 of BS6399-2:1997

  = 1x1x1x1x26 all factors considered 1.0 to be conservative

  = 26 m/s

dynamic pressure q = 0.613 x Ve2 Ve = effective wind speed

  = Vb.Sbfor site in town terrain , ( cl.3.2.3.2.3 )

Sb = Sc.Tc.{ 1+(gt.St.Tt) + Sh }

Sc : fetch factor 1.67 .. from table 22 by interpolation

St : turbulance factor 0.0884 .. from table 22 by interpolation

Tc ; fetch adjustment factor 0.954 .. from table 23 by interpolation

Tt : turbulance adjustment factor 1.08 .. from table 23 by interpolation

gt : gust peak factor 3.44 .. from table 24 by interpolation

Sh : topographic increment 0 .. from cl. 3.2.3.4. not significant

Sb = 1.67 x 0.954 { 1 +(3.44 x 0.0884 x 1.08) + 0} = 2.11

 Ve = 2.11 x 26 = 54.86 m/s

 dynamic pressure q = 0.613 x Ve2

 = 0.613 x 54.862

 = 1.84 kN/m2

wind load factor Cp= 1.2

wind load =Cp x dynamic wind pressure x projected area

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 = Cp . q. projected area of member 

 for diagonal member WL = 1.2 x 1.84 x 0.08 = 0.17 kN/m

 All these loads have been applied in Staad as horizontal loads.

 Wind in X dir & Z directions are considered separately.

i.e WL-x & WL-z

4) Load combinations:

\ Load combinations will be as follows;

(a) Service load combination :: ( for deflections)

1.0 DL+1.0 LL

1.0DL+1.0LL+1.0WL

(b) Design load combination :: ( for design of steel members,design of connections etc.)

1.4 DL+1.6 LL

1.0DL+1.4WL

1.2DL+1.2LL+1.2WL

3 . Analysis and design of Steel Structure.

 Analysis and design has been done by STAAD Pro 2006 analysis and design software.

Refer Staad output:

All members are structurally safe.

4. Design of Connections

Following major connections are designed based on the forces in the connecting members.

and as per Staad Pro computer output.

* Anchor bolt Connection between column bases & concrete floor

for vertical support member WL=1.2 x 1.84 x0.25 =0.56

for horizontal support member WL=1.2 x 1.84 x0.20 =0.44

1.0DL+1.0WL

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4.1 Anchor bolt Connection between columns & concrete floor/inclined wall .

UB 254X146X43 is fixed to the concrete floor with M20 mechanical anchors.

Fx = 20 kN

Fy =75 kN

Fz = 12.5 kN

Mz = 9.6 kNm

Use 420x320x20 thk base plate for columns.

22050

 420x320X20 thk

120 base plate

It is proposed to use 4 no. M20 mechanical anchor bolts

 Actual tension in bolt = 20/4 = 5 kN

 Actual shear in bolt = 75/4 = 18.75 kN

tensile capacity of M20 bolt = 110 kN > actual tension( 5kN)shear capacity of M20 bolt = 91.9 kN > actual shear ( 18.75 kN)

End plate : ..cl.6.3.4.3, BS5950-1:2000

max moment in end plate = 2 x 5 x 0.05 = 0.5 kNm

Moment capacity of end plate per unit width = py.tp²/4

\Moment capacity of end plate = py.b.tp²/4

 = 275 x 320 x 20² /4 = 8.80 kNm > actual moment in end plate

hence safe 

Hence provided 4 no. M20 mechanical anchor bolts and the end plate are safe.

4.2 Angle Connection between UC 254x146x37mm to UC 254x146x37mm .

Fx = 74 kN

Fy = 34.8 kN

Fz =11.47 kN

Mz = 27.8 kNm

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use 200x180x12mm thk connecting plate

It is proposed to use 4 no. M16 HILTI/Equivalent anchor bolts

Max tension in bolt = Fx / 4 = 74 /4 = 18.5 kN

Max shear in bolt = Fy / 4 = 34.8/4 = 8.7 kN

.tensile capacity of M16 bolt = 70.3 > actual tension

shear capacity of M16 bolt = 58.9 > actual shear

End plate : ..cl.6.3.4.3, BS5950-1:2000

max moment in end plate = 24.67x 0.05 = 1.24kNm

Moment capacity of end plate per unit width = py.tp²/4

\Moment capacity of end plate = py.b.tp²/4

 = 275 x180 x 12² /4 = 1.78 kNm > actual moment in end plate

hence safe 

Hence provided 4no. M16 HILTI HEX bolts/equivalent and the end plate are safe.

5 . Deflection check.

Refer Staad output. Deflection diagram.

Max deflection = 3.5mm < 8.6 mm ( span /250 ,2150/250 )

.. Hence safe

6. Conclusion :

** The proposed platform & the support structure and its members are safe for

given revised Live loads in combination with other loads.

** The proposed connections are structurally safe.

** The proposed anchors are structurally safe.

Utilization Ratio

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Rev3

Client: Al Ain Wildlife Park & Resort

 Analysis & Design of Cooling Tower Support Structure .

Cooling tower-6

1 . Introduction

Structure description :

Support Structure for Back Cooling Units near inclined wall

The steel columns are fixed on the floor at bottom with mechanical anchor bolts

The platform top structure joints are all welded

The column are of size UB 254X146X37

main and secondary beams are UB 254X146X31

The purpose of following calculations is as listed below;

(A) To check the proposed steel supporting structure .

(B) To check the structural stability of the platform structure for all incident loads on it.

(C) To check & design proposed economical and most practical member sizes of the

supporting structure of the platform such as top beam section, support channel

from stability point of view.

(D) To check proposed anchoring arrangement for support fixing to the building structure...

Reference Documents and Design Parameters ::

1) drg.Sheikh Zayed Desert Learning Center -

  AWPR-SZC-CAP-SCD-SZC-ARC-DWG-00322-00

3) All structural steel members conform to ASTM A36 / BS grade S275 steel or equivalent

16.07.2011LINK MIDDLE EAST LIMITEDP.O. Box 16846, Dubai  – U.A.E.Tel No. +971 4 8816750, Fax No. +971 4816250

LINK MIDDLE EAST LIMITEDP.O. Box 16846, Dubai  – U.A.E.Tel No. +971 4 8816750, Fax No. +971 4816250

LINK MIDDLE EAST LIMITEDP.O. Box 16846, Dubai  – U.A.E.Tel No. +971 4 8816750, Fax No. +971 4816250

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4) All connection bolts conform to BS grade 8.8 or equivalent and galvanised .

mechanical anchors shall be used.

5) Concrete strength on which supports are to be fixed is assumed C40 ( 40 N/mm2 )

6) Allowable deflections : Beams L/250 cantilever L/180

Design codes::

Design of platform steel structure has been done conforming to following codes of practice.

* BS 5950 - Part 1:2000 -Structural use of steelwork in building.

* BS 8110 -1:1997 ,BS 8110-3:1985 -Structural use of concrete

* BS 6399-1, 2 :1997 for Loading

 Analysis and Design

 Analysis and Design of the platform structure has been done using

STAAD Pro 2006 Analysis and Design software.

The supporting structure has been analysed for given loadings and members are

designed by STAAD Pro programme. Othet minor members have been designed manually.

For Staad design of steel members British Code BS5950-1:2000 has been used.

2 .STAAD model and Loads

Staad model:

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3D view:

The structure is modeled as Space frame , with fixed suported on floor slab

Loads :

1) Dead load ( DL)

self weight of supporting steel structure is calculated by STAAD programme.

consider N100/30 serrated grating with 3 mm load bars at 30 mm c/c, self wt = 100 kg/m²

Grating is welded to the top skeleton of the platform. = 1 kN/m²

Equipment load is given as 3.92 ton = 39.2 kN UDL = 39.2 / area = 10 / (2.3x7.47) = 2.28 kN/m²

consider 50% impact due to machine = 2.28 x 1.5 = 3.42 kN/m²

Hence total dead load = 1 + 3.42 = 4.42 kN/m²

Load is applied as floor load command in staad.

5% of above load is considered acting in horizontal direction X and Z = 0.05x4.42 = 0.23 kN/m²

This applied as horizontal UDL on main beams

2) Live load ( LL)consider live load = 7.5 kN/m² as per BS6399 code for equipment platform..

Load is applied as floor load command in staad.

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5% of above load is considered acting in horizontal direction X and Z = 0.075x5 = 0.375 kN/m²

This applied as horizontal UDL on main beams

3) Wind load (WL)

Basic wind speed Vb = 26 m/s

Site wind speed Vs = Sa.Sb.Ss.Sd.Vb cl. 2.2.2.1 of BS6399-2:1997

  = 1x1x1x1x26 all factors considered 1.0 to be conservative

  = 26 m/s

dynamic pressure q = 0.613 x Ve2 Ve = effective wind speed

  = Vb.Sb

for site in town terrain , ( cl.3.2.3.2.3 )

Sb = Sc.Tc.{ 1+(gt.St.Tt) + Sh }

Sc : fetch factor 1.67 .. from table 22 by interpolation

St : turbulance factor 0.0884 .. from table 22 by interpolation

Tc ; fetch adjustment factor 0.954 .. from table 23 by interpolation

Tt : turbulance adjustment factor 1.08 .. from table 23 by interpolation

gt : gust peak factor 3.44 .. from table 24 by interpolation

Sh : topographic increment 0 .. from cl. 3.2.3.4. not significant

Sb = 1.67 x 0.954 { 1 +(3.44 x 0.0884 x 1.08) + 0} = 2.11

 Ve = 2.11 x 26 = 54.86 m/s

 dynamic pressure q = 0.613 x Ve2

 = 0.613 x 54.862

 = 1.84 kN/m2

wind load factor Cp= 1.2

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  wind load =Cp x dynamic wind pressure x projected area

 = Cp . q. projected area of member 

 for diagonal member WL = 1.2 x 1.84 x 0.08 = 0.17 kN/m

 All these loads have been applied in Staad as horizontal loads.

 Wind in X dir & Z directions are considered separately.

i.e WL-x & WL-z

4) Load combinations:

\ Load combinations will be as follows;

(a) Service load combination :: ( for deflections)

1.0 DL+1.0 LL

1.0DL+1.0LL+1.0WL

(b) Design load combination :: ( for design of steel members,design of connections etc.)

1.4 DL+1.6 LL

1.0DL+1.4WL

1.2DL+1.2LL+1.2WL

3 . Analysis and design of Steel Structure.

 Analysis and design has been done by STAAD Pro 2006 analysis and design software.

Refer Staad output:

All members are structurally safe.

for vertical support member WL=1.2 x 1.84 x0.25 =0.56

for horizontal support member WL=1.2 x 1.84 x0.20 =0.44

1.0DL+1.0WL

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4. Design of Connections

Following major connections are designed based on the forces in the connecting members.

and as per Staad Pro computer output.

* Anchor bolt Connection between column bases & concrete floor

4.1 Anchor bolt Connection between columns & concrete floor/inclined wall .

UB 254X146X43 is fixed to the concrete floor with M20 mechanical anchors.

Fx = 8.2 kN

Fy =70.8 kN

Fz = 8.5 kN

Mz = 10.2 kNm

Use 420x320x20 thk base plate for columns.

22050

 420x320X20 thk

120 base plate

It is proposed to use 4 no. M20 mechanical anchor bolts

 Actual tension in bolt = 8.2/4 = 2.05 kN

 Actual shear in bolt = 70.8/4 = 17.7 kN

tensile capacity of M20 bolt = 110 kN > actual tension( 1.3kN)

shear capacity of M20 bolt = 91.9 kN > actual shear ( 13.8 kN)

End plate : ..cl.6.3.4.3, BS5950-1:2000

max moment in end plate = 2 x 2.05 x 0.05 = 0.2 kNm

Moment capacity of end plate per unit width = py.tp²/4

\Moment capacity of end plate = py.b.tp²/4

 = 275 x 320 x 20² /4 = 8.80 kNm > actual moment in end plate

hence safe 

Hence provided 4 no. M20 mechanical anchor bolts and the end plate are safe.

4.2 Angle Connection between UC 254x146x37mm to UC 254x146x37mm .

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Fx = 55 kN

Fy = 31.22 kN

Fz =6.3 kN

Mz = 8.0 kNm

use 200x180x12mm thk connecting plate

It is proposed to use 4 no. M16 HILTI/Equivalent anchor bolts

Max tension in bolt = Fx / 4 = 55 /4 = 13.75 kN

Max shear in bolt = Fy / 4 = 31.22/4 = 7.80 kN

.

tensile capacity of M16 bolt = 70.3 > actual tension

shear capacity of M16 bolt = 58.9 > actual shear

End plate : ..cl.6.3.4.3, BS5950-1:2000

max moment in end plate = 18.4x 0.05 = 0.92kNm

Moment capacity of end plate per unit width = py.tp²/4\Moment capacity of end plate = py.b.tp²/4

 = 275 x180 x 12² /4 = 1.78 kNm > actual moment in end plate

hence safe 

Hence provided 4no. M16 HILTI HEX bolts/equivalent and the end plate are safe.

5 . Deflection check.

Refer Staad output. Deflection diagram.

Max deflection = 4.6mm < 8.6 mm ( span /250 ,,2150/250 )

.. Hence safe

6. Conclusion :

** The proposed platform & the support structure and its members are safe for

given revised Live loads in combination with other loads.

** The proposed connections are structurally safe.

** The proposed anchors are structurally safe.

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Utilization Ratio