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Flaw Tolerance Assessments for ISI Relief Request on Weldment of Main Steam Line Branch Connection Weldolets Jun-Seog Yang (Korea Hydro & Nuclear Power Co., Ltd) Nam-Su Huh (SEOULTECH) Yun-Jae Kim (Korea University) 1 st KEPIC/ASME Joint Seminar on In-service Inspection (ASME BPV XI / KEPIC-MI) September 5, 2017

Flaw Tolerance Assessments for ISI Relief Request on ... Flaw Tolerance Assessments for ISI Relief Request on Weldment of Main Steam Line Branch Connection Weldolets ... (Branch weldolet)

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Flaw Tolerance Assessments for ISI Relief

Request on Weldment of Main Steam Line

Branch Connection Weldolets

Jun-Seog Yang (Korea Hydro & Nuclear Power Co., Ltd)

Nam-Su Huh (SEOULTECH)

Yun-Jae Kim (Korea University)

1st KEPIC/ASME Joint Seminar on

In-service Inspection (ASME BPV XI / KEPIC-MI)

September 5, 2017

ISI Relief Request for Weldolet Welds

[Source] www.google.com & Bonney Forge [ Weldolet ]

Implementation of augmented ISI to MSL branch connection weldolets

- Weldolet as branch connecting fitting of main steam line

- RT: Unusual difficulties due to the interference by the surrounding structures

- UT: The problems associated with the weldolet configuration

- Limitation of essentially 100% examination coverage of weld volume

Final Safety Analysis Report (FSAR) & Technical Specification (T/S)

- FSAR 3.6.2 (Postulated Pipe Rupture): Break exclusion with augmented ISI

- Volumetric ISI with 100% coverage in every 10 years

2

Objectives

Alternative approaches for the ISI relief request for weldolet welds

- UT with various transducers as for non-destructive examination

- Probabilistic safety analysis

- Flaw tolerance assessment based on the deterministic fracture mechanics

(This presentation)

3

General Procedure

Deterministic Flaw Tolerance Assessment

Material Testing (Base/Weld, -/J-R curve)

Fatigue Crack Growth of Weldolet Welds

Geometry: Three MSL weldolets Flaw type: 360 internal surface flaw (a/t) Initial flaw depth: Prescribed ISI depth Outcome II: SIF solutions for 360 internal surface flaw Outcome III: Time to critical flaw length (Effects of WRS on Paris’ constants)

FE J based Critical Flaw Length of Weldolet Welds

Geometry: Three MSL weldolets Flaw location: Upper fusion line Type I: Through-wall flaw (Crotch, Flank, Between C&F) Type II: 360 internal surface flaw Loading: Normal and Faulted (+ pressure) Outcome I: Critical flaw length/depth

FCG Testing / Code Properties

Effect of WRS

SIF solutions (360 internal surface flaw)

4

Geometries of Weldolet Welds

[6” SCH 120, SA105] [8” SCH 160, SA105] [12” SCH 160, SA105]

■ Sinkori Units 1 and 2

- Korean advanced nuclear power plants

- 1400 MWe

- Three types of weldolets

Flank side

Crotch side

Crotch side Flank side

5

1

2

3

Locations for Postulated Flaw I

■ Examples of summary of UT coverage

6

Not examined region (Upper fusion line) Run Pipe

Branch Pipe

Weldment

Crotch side

Flank side

Upper fusion line

Lower fusion line

Run pipe

Branch pipe

- Circumferential through-wall and 360 internal surface flaws (Based on the ISI results, Conservative) - Upper fusion line - 0 (crotch), 45, 90 (flank): The effects of flaw locations

Crotch side

Locations for Postulated Flaw II

■ Postulated flaws (Locations, Orientations)

7

Flaw Location

Weld Zone

Upper fusion

line flaw

Projected flaw

Main Pipe

Main Pipe

Maximum K

■ Upper fusion line flaw vs. Run pipe OD surface flaw (Branch weldolet)

- Comparisons of stress intensity factors according to the flaw locations

Flaw is postulated along the upper fusion line

Locations for Postulated Flaw III

Projected flaw

Upper fusion line flaw

8

Ro

Rm Ri

t

① 50°

Ri

Ro

K, Stress Intensity Factor

Direction

Loads

① ②

KI KII Diff.

Internal Pressure

206.2 164.0 71.1 178.8 13.3%

Bending Moment

1254 785 570 970 18.5%

MPa mm

.1caseeffK

■ cf.] Straight pipe: Stress intensity factors of 360 internal surface flaw

- Projected flaws: Higher stress intensity factors than inclined flaws

9

Critical Flaw Length Determination

Determination of critical flaw length

- Crack driving force diagram (CDFD) based on elastic-plastic FE J-integral

J-in

tegra

l

a ac (Critical flaw length)

J-R

Japp.(PNOP or PFaulted)

a1 a2

a3

a4

a5

Lower bound - (Base metal) (Operating Temp.)

Lower bound J-R (Weld metal) (Operating Temp.)

10

Upper fusion line

CDFD based Critical Flaw Length Determination I: Through-Wall Flaw

Example

Circumferential through-wall flaw, Crotch side

Korean NPP 8 inch weldolet

11

FE model for through-wall flaws along the upper fusion line in crotch side

(Half model)

- Flaw angle (/)=0.15, 0.3, 0.5, 0.55, 0.6, 0.75

Upper fusion line

Flaw surface

/=0.15

/=0.3 /=0.5

12

FE J analyses

- Deformation plasticity

- Lower bound stress-strain data of base metal at operating temperature

- Loading conditions

+ Normal and faulted conditions (+ Pressure)

+ Directions of moments: To produce maximum J-integral

13

FE results

- Path independence of J-integral

0 1 2 3 4 5 6 7 8 90

4

8

12

16

At inner point

J (i

n-l

b/i

n2)

Contour number

0 1 2 3 4 5 6 7 8 90

10

20

30

40

50

60

At middle point

J (i

n-l

b/i

n2)

Contour number

0 1 2 3 4 5 6 7 8 90

4

8

12

16

At inner point

J (i

n-l

b/i

n2)

Contour number

14

FE results

- Variations of J-integral along the thickness

+ The use of maximum J and averaged J for CDFD assessments

J max. : 60

J avg. : 52 J max. : 95

J avg. : 79

J max. : 159

J avg. : 124

J max. : 2,331

J avg. : 1,558

0.0 0.1 0.2 0.3 0.4 0.5 0.6 0.7 0.8 0.9 1.00

500

1000

1500

2000

2500

3000

8in., /=0.75, through-wall flaw

crotch side(0), LEVEL A

J (i

n-l

b/i

n2)

Normalized distance(x)

0.0 0.1 0.2 0.3 0.4 0.5 0.6 0.7 0.8 0.9 1.00

50

100

150

200

250

8in., /=0.60, through-wall flaw

crotch side(0), LEVEL A

J (i

n-l

b/i

n2)

Normalized distance(x)

0.0 0.1 0.2 0.3 0.4 0.5 0.6 0.7 0.8 0.9 1.00

20

40

60

80

100

120

140

8in., /=0.55, through-wall flaw

crotch side(0), LEVEL A

J (i

n-l

b/i

n2)

Normalized distance(x)

0.0 0.1 0.2 0.3 0.4 0.5 0.6 0.7 0.8 0.9 1.00

10

20

30

40

50

60

70

80

8in., /=0.50, through-wall flaw

crotch side(0), LEVEL A

J (i

n-l

b/i

n2)

Normalized distance(x)

15

0 1 2 3 4 5 6 7 8 9 10 11 120

2000

4000

6000

8000

10000

/=0.60

8in., through-wall flaw

crotch side(0), LEVEL D, Javg

J (i

n-l

b/i

n2)

a, flaw length (in)

/=0.55

/=0.15

/=0.5

/=0.3

JR

Javg

Critical flaw length

a0=6.66 in

Tangent instability point

a=6.869 in

0 1 2 3 4 5 6 7 8 9 10 11 120

2000

4000

6000

8000

10000

8in., through-wall flaw

crotch side(0), LEVEL D, Jmax

J (i

n-l

b/i

n2)

a, flaw length (in)

/=0.55

/=0.5

/=0.3/=0.15

Jmax

JR

Critical flaw length

a0=6.53 in

Tangent instability point

a=6.742 in

Resulting CDFD and critical flaw length for unstable fast fracture (faulted condition)

- ac=6.66 inch (52.5% of circumference, Using averaged J)

- ac=6.53 inch (51.4% of circumference, Using maximum J)

2321)( amamm

applied eaJ

2)()(*

01

CR

a

aaCaJ

[Using Javg.] [Using Jmax.] 16

A

A’

A A’

Upper fusion line

Flaw Surface

Example

360 internal surface flaw

Korean NPP 8 inch weldolet

CDFD based Critical Flaw Length Determination II: 360 Internal Surface Flaw

17

a/t=0.5 a/t=0.65 a/t=0.75

a/t=0.9 a/t=0.8

FE model (8 inch)

- Flaw depth (a/t) = 0.5, 0.65, 0.75, 0.8, 0.9

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Effect of contact due to crack closure on J

19

1.6 1.8 2.0 2.2 2.4 2.6 2.8 3.00

500

1000

1500

2000

2500

3000

3500

4000

J (i

n-l

b/i

n2)

a, flaw depth (in)

8in., 360 fully circumferential surface flaw

Jmax

Tangent instability point

a=3.01 in

a/t=0.50 a/t=0.65 a/t=0.75 a/t=0.80

a/t=0.90J

R

Critical flaw depth

a0=2.97 in

3.11 inch

Resulting CDFD and critical flaw depth for unstable fast fracture (faulted condition)

- ac=2.97 inch (a/t=0.954, Using maximum J along the crack front)

[Crack-tip mesh for a/t=0.9]

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Through-wall flaws (percentage of the circumference)

- 6 & 8 inch: about 50% (faulted) ~ 70% (normal)

- 12 inch: about 45% (faulted) ~ 55% (normal)

- The effects of flaw locations (crotch, flank, middle): Not significant

360 internal surface flaws

- 6, 8, & 12 inch: over a/t=0.9 (both normal and faulted)

Summary of Critical Flaw Length Determinations

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Example: 8 inch, crotch side, faulted condition

Simply applied as uniform primary tension to branch pipe (conservative)

WRS: 30% of yield strength of the base metal

ac=4.81 inch (37.9% of circumference, reduced by 25%)

- Detailed analyses using pre-defined uniform secondary stress field are in progress

0 1 2 3 4 5 6 7 8 9 10 11 120

4000

8000

12000

16000

20000

J (i

n-l

b/i

n2)

a, flaw length (in)

Jmax

/=0.5

/=0.4

/=0.3

JR

Tangent instability point

a=5.089 in

Critical flaw length

a0=4.81 in

8in., through-wall flaw, crotch side(0)

LEVEL D+Residual, Jmax

Effect of Weld Residual Stress

0 1 2 3 4 5 6 7 8 9 10 11 120

2000

4000

6000

8000

10000

8in., through-wall flaw

crotch side(0), LEVEL D, Jmax

J (i

n-l

b/i

n2)

a, flaw length (in)

/=0.55

/=0.5

/=0.3/=0.15

Jmax

JR

Critical flaw length

a0=6.53 in

Tangent instability point

a=6.742 in

w/o WRS w/ WRS (Primary tension)

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Initial depth

Time to critical flaw depth (a/t=0.9)

For fatigue crack growth of 360 internal surface flaws in upper fusion line

Stress intensity factor solutions for MSL branch connection weldolets

Stress Intensity Factors for FCG

,

,

1 0.45

0.8880 1.3996 0.45 0.80

Branch FE

I

Straight Pipe ASME

I

for a tK

afor a tK

t

- KI

23

,

,

0.3593 0.2418 6

0.9425 0.0885 8

1 12

Branch FE

eff

Straight Pipe ASME

eff

afor inch

t

K afor inch

tK

for inch

- Keff

Fatigue crack growth calculations of 360 internal surface flaw (in progress)

- Only in-plane crack growth along the upper fusion line

- Uniform crack growth along the crack front using Keff,max (conservative)

- The effects of WRS on Paris’ constants (30% of yield strength)

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