3520000_0 grp pipe support calculation clamped shoes flange supports

29
7/16/2019 3520000_0 GRP Pipe Support Calculation Clamped Shoes Flange Supports http://slidepdf.com/reader/full/35200000-grp-pipe-support-calculation-clamped-shoes-flange-supports 1/29 Calculation Cover Sheet Calc No. 3520000 File Project title Proj No. Client Phase/CTR Calculation title GRP Clamped Shoes & Flange Supports Page 1 of 3 Calculation objective The purpose of this calculation is to check the strength of GRP clamped shoes and flange supports. Calculation method The following three criteria are to be used to check the strength of GRP clamped shoes and flange supports: 1. Weld strength at base plate top surface. 2. Weld strength of support base plate to structural steel (base plate bottom surface). 3. Bending strength of welded attachment at base plate top surface. Assumptions The following conditions / assumptions have been used in the calculations: 1. Line method used to calculate linear section modulii of welds. 4. Area of maximum stress for GRP Clamped Shoes and Flange supports is assumed to occur at the base plate interface. 5. Height at which load acts above the TOS for GRP Flange supports is assumed to be the distance to BOP plus 50mm. 6. For high load GRP Clamped Shoes and Vertical Flange Supports, 2/3 of the load is assumed to transfer to each support half. References 1.3302128 Rev. 0 Topsides Pipe Stress Analysis Philosophy 2. ASME B31.3 - 2006 Process Piping. 3. Kellogg's Design of Piping Systems - Kellogg's Subject 3810. 4. GRP Vendor AMERON's Catalogues - System 2416C, 2420C and 5000C. 5. Shigley, J. E., Mechanical Engineering Design - 9-4 Bending in Welded Joints 6. Gere & Timoshenko, Mechanics of Materials - Appendix C and Appendix D List of attachments: Part A - GRP Clamped Pipe Shoes for Support Drawing No's. 1085.0001 to 1091.0001. Part B - GRP CL150 Flange Frame Support for Support Drawing No's. 1092.0001 to 1094.0001. 1. Kellogg Piping Design Manual Subject 3810 2. Mechanical Engineering Design (Shigley 1986) Chapter 9-4 - Bending in Welded Joints Dependent Calculations None. Conclusions 1. Standard Supports are adequate for the maximum allowable loads shown on the drawings. 2. Fillet weld leg length = h (mm). For all weld calculations the throat thickness is used as the weld size (i.e. h / 2 0.5 ), which is conservative. 3. For weld strength at the base plate top surface for GRP Clamped Shoes the moment of inertia of the H-Section web is added to the gusset plate wel inertia.

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Page 1: 3520000_0 GRP Pipe Support Calculation Clamped Shoes Flange Supports

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Calculation Cover Sheet

Calc No. 3520000 File

Project title Proj No.

Client Phase/CTR

Calculation title GRP Clamped Shoes & Flange Supports Page 1 of 3

Calculation objective

The purpose of this calculation is to check the strength of GRP clamped shoes and flange supports.

Calculation method

The following three criteria are to be used to check the strength of GRP clamped shoes and flange supports:1. Weld strength at base plate top surface.

2. Weld strength of support base plate to structural steel (base plate bottom surface).

3. Bending strength of welded attachment at base plate top surface.

Assumptions

The following conditions / assumptions have been used in the calculations:

1. Line method used to calculate linear section modulii of welds.

4. Area of maximum stress for GRP Clamped Shoes and Flange supports is assumed to occur at the base plate interface.

5. Height at which load acts above the TOS for GRP Flange supports is assumed to be the distance to BOP plus 50mm.

6. For high load GRP Clamped Shoes and Vertical Flange Supports, 2/3 of the load is assumed to transfer to each support half.

References

1.3302128 Rev. 0 Topsides Pipe Stress Analysis Philosophy

2. ASME B31.3 - 2006 Process Piping.

3. Kellogg's Design of Piping Systems - Kellogg's Subject 3810.

4. GRP Vendor AMERON's Catalogues - System 2416C, 2420C and 5000C.

5. Shigley, J. E., Mechanical Engineering Design - 9-4 Bending in Welded Joints

6. Gere & Timoshenko, Mechanics of Materials - Appendix C and Appendix D

List of attachments:Part A - GRP Clamped Pipe Shoes for Support Drawing No's. 1085.0001 to 1091.0001.

Part B - GRP CL150 Flange Frame Support for Support Drawing No's. 1092.0001 to 1094.0001.

1. Kellogg Piping Design Manual Subject 3810

2. Mechanical Engineering Design (Shigley 1986) Chapter 9-4 - Bending in Welded Joints

Dependent Calculations

None.

Conclusions1. Standard Supports are adequate for the maximum allowable loads shown on the drawings.

2. Fillet weld leg length = h (mm). For all weld calculations the throat thickness is used as the weld size (i.e. h / 2 0.5), which is conservative.

3. For weld strength at the base plate top surface for GRP Clamped Shoes the moment of inertia of the H-Section web is added to the gusset plate welinertia.

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147806024.xls

Calculation Checklist

Calc No. 3520000 File 0

Project title   Proj No. 0

Client   Phase/CTR 0

Calculation title GRP Clamped Shoes & Flange Supports Page 2 of  0

Please check boxes for all applicable items checked or delete if not appropriate:

Calculations:

 Project title shown.

Calculation title shown.

 Revision history box complete and signed.

 Index.

 Appropriate stamp for preliminary issues.

Calculation objectives (aims) stated.Calculation method defined or described (including formulae if relevant).

Source of input data stated (with revision number and date if relevant).

 Assumptions stated.

Summary of results or conclusions if appropriate.

 For software based calculations, reference to software verification if available.

 Method clear and easy to follow.

 Input data correct.

Calculation tolerances stated if significant.

Units used as required by client.

 Abbreviations correct.

 Appropriate cross-references.

Sketches included and clearly labelled, where required.

 Attachments included and referenced, as required.

 Any precedent or dependent calculations? If yes, confirm impact of changes, if any, have been updated.

Checking records:

Checked and annotated copy of calculation filed (use "Check Print" stamp).

Corrections made as required and calculation dated and signed on cover sheet by checker.

Revisions:

Changes clouded.

 Revision history block updated.

Calculation re-checked if required.

Notes for Completion of Calculations

1.

2.

Calculation number assigned and registered (usual format is Proj No-CAL-Discipline code-Seq No eg XXXX-CAL-E-001, but format may be varied by Project Manager).

 Reference made to text, standard or code. Check version/edition with that required for project. Actual version/edition of standard/code used is referenced on the calculation cover sheet.

Calculation arithmetically correct OR result validated as being reasonable (i.e. within expected limits) for Category1 or 2 software (refer CIP-008), or software previously verified and reference to verification checked for Category 3 software).

 If Category 3 and not previously verified, then complete full verification (using PDF-002). Retain copy of PDF-002with calculation and with corporate standards/discipline focal point..

Calculation sign-off required on cover page only. i.e. as per multi page specifications/reports. All subsequent revisions withincalculation shall be marked such that the particular area of revision can be clearly identified (e.g. use revision cloud etc

Tracking of calculations that are either dependent on, or precedent to, this calculation shall be managed via registration within the

calculation register.

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PART A - GRP CLAMPED PIPE SHOES (Drg. No's. BA1200DX1085.0001 to BA1200DX1091.0001)

LOCAL STRESS CALCULATION - WELD & ATTACHMENT STRENGTH

INPUT DATA

Standard or High Load Clamped Shoe

SHOE DIMENSIONS DN Nominal Pipe Diameter  

Shoe Type

E Height of shoe

a Base Plate Axial Contact Length with Supporting Structural Steelwork

b Base Plate Lateral Contact Length with Supporting Structural Steelwork

c Shoe Gusset Width

d Shoe Web Length

Shoe Web Thickness

Shoe Gusset Thickness

Gusset Weld Leg Length

Base Plate to Supporting Structural Steelwork Weld Leg Length

 APPLIED FORCES W Vertical load

 Axial stop load

Lateral guide load

Longitudinal moment:

Circumferential moment:

Hot Allowable Stress of Support Material

GUSSET WELD STRENGTH

Longitudinal section modulus

Circumferential section modulus

 A Weld area

SL Longitudinal bending stress

SC Circumferential bending stressSA Axial (compressive) stress W / A

Longitudinal SL + SA

Circumferential SC + SA

 ALLOWABLE STRESS Allowable stress

CALCULATION RESULT

MAXIMUM HORIZONTAL Max SL Max longitudinal bending stress

LOADS (based on residual Max SC Max circumferential bending stress

stress after vertical load, SA) Max axial line stop load

Max lateral guide load

BASE PLATE WELD STRENGTH

Longitudinal section modulus

Circumferential section modulus

 A Weld area

SL Longitudinal bending stress

SC Circumferential bending stress

SA Axial (compressive) stress W / A

Longitudinal SL + SA

Circumferential SC + SA

t1

t2

h1

h2

WL 

WC 

ML WL x E

MC

WC

x E

HOT ALLOWABLE STRESSOF SUPPORT MATERIAL

SH

ZL

IZZ

/ c

ZC

IXX

/ c

ML

/ Z

MC / Z

S A

Each combined allowable ≤ 1.0 x S

S A

- SA

S A

- SA

Max WL

WL

x ( Max SL / SL

Max WC

WC

x ( Max SC / SC

ZL

IZZ

/ c

ZC

IXX

/ c

ML

/ Z

MC

/ Z

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Fillet Weld

 Attachment Outline

 Attachment/Weld Centre of Gravity

Nominal Pipe D

SUPPLEMENTARY CALCULATIONS

Type A

Type B

Type C 

Type A

Type B

Type C 

Type A

Type B

Type A

Type B

Type Ad / 2

c / 2

Type Bd / 2

c / 2

Type C a / 2

b / 2

WELDMOMENT OFINERTIA

( h1

/ 20.5 ) ( c3 / 6 + t2c2 / 2 - t

13 / 6 ) + d t

13 / 12

( h1

/ 20.5 ) ( ( c - t1

) t22 / 2 + t

23 / 6 ) + t

1d3 / 12

( h1

/ 20.5 ) ( c3 / 3 + t2

c2 - t1

3 / 3 ) + d t13 / 12

( h1

/ 20.5 ) [ ( c - t1

) (d - 2 t2

)2 / 2 + ( c - t1

) d2 / 2 + ( 1 / 6 ) ( d3 - ( d - 2 t2

)3 ) ] + t1

d3 / 12

( h2

/ 20.5 ) ( b3 / 6 + a b2 / 2 )

( h2

/ 20.5 ) ( a3 / 6 + b a2 / 2 )

WELD AREAS

20.5 h1 ( c - t1 + t2 ) + d t1

80.5 h1

( c - t1

+ t2

) + t1

d

20.5 h2

( a + b )

 ATTACH-MENTMOMENT OFINERTIA

d t1

3 / 12 + t2

c3 / 12 - t2

t13 / 12

t1

d3 / 12 + c t23 / 12 - t

1t23 / 12

d t1

3 / 12 + t2

c3 / 6 - t2

t13 / 6

c d3 / 12 - c ( d - 2 t2

)3 / 12 + t1

( d - 2 t2

)3 / 12

 ATTACH-MENT AREAS

t1

d + t2

c - t1

t2

2 c t2

+ t1

( d - 2 t2

)

CENTROIDTO OUTERFIBRE

TYPE A - DN50 TO DN300 CLAMPED SHOE

d

t1

x

z

c

t2

TYPE B - DN350 TO DN900 CLAMPED SHOE

t1

t2

c

d

x

z

TYPE C - B

x

a

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GENERIC LOADSDN 50 80 100 150 200 250 300 350 400 450

Vertical (N) 12,000 12,000 12,000 30,000 30,000 30,000 30,000 100,000 100,000 150,000

 Axial (N) 4,332 4,332 4,332 12,230 12,230 12,230 12,230 95,898 95,898 101,853

Lateral (N) 6,666 6,666 6,666 19,001 19,001 19,001 19,001 75,925 75,925 116,522

MAXIMUM LOAD SUMMARY

DN 50 80 100 150 200 250 300 350 400 450

Vertical (N) 12,000 12,000 12,000 30,000 30,000 30,000 30,000 100,000 100,000 150,000

 Axial (N) 4,332 4,332 4,332 12,230 12,230 12,230 12,230 95,898 95,898 101,853

Lateral (N) 6,666 6,666 6,666 19,001 19,001 19,001 19,001 75,925 75,925 116,522

SHOE DIMENSIONS DRG No. BA1200DX10

DN a (mm) c (mm) d (mm) Type H-

50 65 102 82 80 5.4 8 6 6 A UB20

80 65 102 82 80 5.4 8 6 6 A UB20

100 65 102 82 80 5.4 8 6 6 A UB20

150 65 146 126 130 6 10 6 6 A UB25

200 75 146 126 130 6 10 6 6 A UB25

250 75 146 126 130 6 10 6 6 A UB25

300 150 146 126 130 6 10 6 6 A UB25

350 150 203 183 180 7.2 12 6 6 B UC20

400 150 203 183 180 7.2 12 6 6 B UC20

450 150 254 234 230 8.6 12 6 6 B UC25

500 150 254 234 230 8.6 12 6 6 B UC25

600 200 307 287 280 12 12 6 10 B UC30

650 200 307 287 280 12 12 6 10 B UC30

700 200 307 287 280 12 12 6 10 B UC30

750 250 374 354 330 16.5 16 6 10 B UC35

800 250 374 354 330 16.5 16 6 10 B UC35

900 250 374 354 330 16.5 16 6 10 B UC35

LOAD TYPE

Standard Load

High Load

b (mm) t1

(mm) t2

(mm) h1

(mm) h2

(mm)

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PART B - GRP CL150 FLANGE FRAME SUPPORT (Drg. No's. BA1200DX1092.0001 to BA1200DX1094.0001)

LOCAL STRESS CALCULATION - WELD & ATTACHMENT STRENGTH

INPUT DATA

Horizontal or Vertical Flange Support

SHOE DIMENSIONS DN Nominal Pipe Diameter  

Shoe Type

K Height at which Load Acts

a Base Plate Axial Contact Length with Supporting Structural Steelwork

b Base Plate Lateral Contact Length with Supporting Structural Steelwork

c Flange Support Width

d Flange Support Length

t Plate Thickness

Flange Support Weld Leg Length

Base Plate to Supporting Structural Steelwork Weld Leg Length

 APPLIED FORCES W Vertical load

 Axial stop load

Lateral guide load

Longitudinal moment:

Circumferential moment:

Hot Allowable Stress of Support Material

GUSSET WELD STRENGTH

Longitudinal section modulus

Circumferential section modulus

 A Weld area

SL Longitudinal bending stress

SC Circumferential bending stressSA Axial (compressive) stress

Longitudinal

Circumferential

 ALLOWABLE STRESS Allowable stress

CALCULATION RESULT

MAXIMUM HORIZONTAL Max SL Max longitudinal bending stress

LOADS (based on residual Max SC Max circumferential bending stress

stress after vertical load, SA) Max axial line stop load

Max lateral guide load

BASE PLATE WELD STRENGTH

Longitudinal section modulus

Circumferential section modulus

 A Weld area

SL Longitudinal bending stress

SC Circumferential bending stress

SA Axial (compressive) stress

Longitudinal

Circumferential

h1

h2

WL 

WC 

ML Horizontal: W

MC

Horizontal: WC

HOT ALLOWABLE STRESSOF SUPPORT MATERIAL

SH

ZL

ZC

S A

Each com

Max WL

Max WC

ZL

ZC

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Fillet Weld

 Attachment Outline

 Attachment Centre of Gravity

Weld Centre of Gravity

SUPPLEMENTARY CALCULATIONS

Type A

Type B

Type C 

Type A

Type B

Type C 

Type Ac / 2

Type Bc / 2

Type C a / 2

b / 2

Type A

Type B

Type A c t + t ( d - t )

Type B c t + 2 t ( d - t )

WELDMOMENT OFINERTIA

( h1

/ 20.5 ) ( c3 / 6 + t2 ( d - t ) / 2 + t c2 / 2 )

( h1

/ 20.5 ) ( 2 ( d - c2X

)3 / 3 + 2 c2X

3 / 3 + ( c - t ) ( d - c2X

- t )2 + c ( d - c2X

)2 + t c2X

2 )

( h1

/ 20.5 ) ( c3 / 6 + d c2 / 2 + ( d - t ) ( c - 2 t )2 / 2 )

( h1

/ 20.5 ) ( 2 ( d - c2X

)3 / 3 + 2 ( d - c2X

- t )3 / 3 + 4 c2X

3 / 3 + c ( d - c2X

)2 + ( c - 2 t ) ( d - c2X

- t )2 + 2

( h2

/ 20.5 ) ( b3 / 6 + a b2 / 2 )

( h2

/ 20.5 ) ( a3 / 6 + b a2 / 2 )

WELD AREAS

20.5 h1

( c + d )

20.5 h1

( c + 2 d - t )

20.5 h2

( a + b )

WELDCENTROIDTO OUTERFIBRE

[ ( d - t )2 + ( c - t ) ( d - t ) + t ( 2 d - t ) + c d ] / [ 2 ( c + d ) ]

[ d2 + ( d - t )2 + ( c - 2 t ) ( d - t ) + c d ] / [ 2 c + 4 d - 2 t ]

 ATTACH-MENTMOMENT OFINERTIA

t c3 / 12 + ( d - t ) t3 / 12

c t3 / 12 + c t ( 2 d - 2 c1X

- t )2 / 4 + t ( d - t )3 / 12 + t ( d - t ) ( 2 c1X

- d + t )2 / 4

t c3 / 12 + ( d - t ) t3 / 6 + t ( d - t ) ( c - t )2 / 2

c t3 / 12 + c t ( 2 d - 2 cx

- t )2 / 4 + t ( d - t )3 / 6 + t ( d - t ) ( 2 cx

- d + t )2 / 4

 ATTACH-MENT AREAS

TYPE A - DN50 TO DN80 FLANGE SUPPORT

x

z

t

t

c

d

c1x

12

c2x

1

2

TYPE B - DN100 TO DN900 FLANGE SUPPORT

x

t

t

c

d

12

t

c1xc2x

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GENERIC LOADS

DN 50 80 100 150 200 250 300 350 400 450

Vertical (N) 5,000 10,000 30,000 30,000 50,000 50,000 100,000 100,000 100,000 100,00

 Axial (N) 7,132 9,341 33,543 33,543 36,262 36,262 89,029 89,029 86,011 86,011

Lateral (N) 1,975 3,702 51,856 51,856 60,885 60,885 115,408 115,408 122,872 122,87

MAXIMUM LOAD SUMMARY

DN 50 80 100 150 200 250 300 350 400 450

Vertical (N) 5,000 10,000 30,000 30,000 50,000 50,000 100,000 100,000 100,000 100,00

 Axial (N) 7,132 9,341 33,543 33,543 36,262 36,262 89,029 89,029 86,011 86,011

Lateral (N) 1,975 3,702 51,856 51,856 60,885 60,885 115,408 115,408 122,872 122,87

SHOE DIMENSIONS DRG No. BA1200DX1

DN a (mm) c (mm) d (mm) K (mm) Type

50 65 100 50 80 6 150 6 6 A 100

80 65 100 60 80 8 150 6 6 A 100

100 65 150 90 130 10 150 6 6 B 100

150 65 150 100 130 10 150 6 6 B 100

200 75 200 180 180 12 200 6 6 B 150

250 75 200 220 180 12 200 6 6 B 150

300 150 250 260 230 12 200 6 6 B 150

350 150 250 300 230 16 200 6 6 B 150

400 150 300 360 280 16 250 6 6 B 200

450 150 300 380 280 16 250 6 6 B 200

500 150 300 450 280 20 250 10 10 B 200

600 200 300 515 280 20 250 10 10 B 200

650 200 350 475 330 20 250 10 10 B 200

700 200 350 440 330 20 250 10 10 B 200

750 250 350 470 330 20 250 10 10 B 200

800 250 400 495 380 20 300 10 10 B 250

900 250 400 685 380 20 300 10 10 B 250

SUPPORT TYPE

Horizontal

Vertical

b (mm) t (mm) h1

(mm) h2

(mm) BOP toTOS

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ATTACHMENT 01 - Kellogg Piping Design Manual Subject 3810

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ATTACHMENT 02 - Mechanical Engineering Design (Shigley 1986)

Chapter 9-4 - Bending in Welded Joints - pages 349 to 352

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