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JAEA Reports

Passive electromagnetic NDE for mechanical damage inspection by detecting leakage magnetic flux; II An experimental study on the correlation of natural magnetization and mechanical damages in the SUS304 stainless steel

; Aoto, Kazumi; ;

JNC TN9400 2000-022, 46 Pages, 2000/03

JNC-TN9400-2000-022.pdf:3.2MB

ln this report, a study on the behaviors of the magnetization induced by mechanical damages is carried out. By introducing mechanical damages to a test-piece with a tension or/and a zero, tension fatigue testing and measuring the corresponding leakage flux signal, natural magnetization change is proved and found increasing with the mechanical damages (viz. plastic deformation or fatigue damages) though a saturation occurs when damage gets too large. From the experimental results of fatigue testing utilizing test-pieces with a central slit, it was verified that observing the natural leakage flux density (leakage flux without applying external magnetic field) is a reasonable way to identify fatigue cracks. A feature parameter (area of the $$varepsilon$$$$sim$$B hysteresis curve) of the in-situ magnetic field signal measured during the fatigue testing is proposed for predicting the fatigue damages, which is found depending on the cyclic number of the applied loading. At last, residual magnetic fields of a magnetized test-piece are also measured and found depending on the applied plastic deformation in case that the plastic strain is not too small. From these experimental results, it is found that the approach detecting natural magnetization is applicable for monitoring the damage status though it may be not efficient for a scanning inspection concerning its small signal magnitude. On the other hand, the method employing permanent magnet is robust against the environment noise but possibly not valid for the ISl of a structural component with a relative low damage level. For practical application, efforts to evaluate the feasibility of the proposed method are necessary for more testing conditions especially its suitability in a practical environment.

JAEA Reports

None

; ; ; ; Yamaguchi, Akira

PNC TN9410 97-017, 280 Pages, 1997/01

PNC-TN9410-97-017.pdf:8.88MB

None

JAEA Reports

Revisions of fracture mechanics parameters analysis code CANIS-J(2D)

Furuhashi, Ichiro*; Wakai, Takashi

PNC TN9410 95-080, 84 Pages, 1995/02

PNC-TN9410-95-080.pdf:2.82MB

Revisions have been done on CANIS-J(2D) that calculates fracture mechanics parameters of 2-dimensional structures containing cracks or notches. (a)Evaluation of △K between arbitrary two steps on the basis of △$$sigma$$. (b)Evaluation of △J and △J$$_{hat}$$ between arbitrary two steps on the basis of △$$sigma$$, △ε and △u. (c)Evaluation of each terms of J (△J)-integral and J$$_{hat}$$ (△J$$_{hat}$$)-integral. (d)Execution of following three mode calculations in one job run. Mode- 0 $$sim$$ calculation of K, J and J$$_{hat}$$ at any step. Mode- 1 $$sim$$ calculation of △K, △J and △J$$_{hat}$$ between arbitrary two steps. Mode- 2 $$sim$$ calculation of J and J$$_{hat}$$ between any continuous steps. To verify the validity of the revised code, we performed fracture mechanics analyses and crack growth simulations of thermal fatigue crack growth tests of circumferentially slitted cylinders subjected to cyclic thermal transients. And we got following results. (1)At thermal-elastic and at thermal-elasto-plastic conditions, J (△J) - integral is not path-independent and can not be properly evaluated. The reason is that J - integral is defined at elastic condition. (2)At thermal-elastic and at thermal-elasto-plastic conditions, J$$_{hat}$$ (△J$$_{hat}$$) -integral is good enough path-independent and can be properly evaluated. The reason is that J$$_{hat}$$ -integral is defined at more generalized stress conditions. (3)△J$$_{hat}$$hat, thermal-elastic △K △$$sigma$$ (or △ε) at near the crack tip, and net-section bending stress range S$$_{n}$$ at crack ligament, these take approximate maximum values between the common two steps. (4)Crack growth simulations based on △J$$_{hat}$$ agree well with the behaviors observed at tests. (5)These results assist that, on the fracture mechanics evaluations of flawed structures subjected to complicated thermal-elasto-plastic load cycles, J$$_{hat}$$ (△J$$_{hat}$$) -integral will be a possible fracture mechanics parameter which corresponds to ...

JAEA Reports

None

PNC TJ1559 94-001, 153 Pages, 1994/01

PNC-TJ1559-94-001.pdf:4.03MB

None

JAEA Reports

Key technology design study of large FBR; Study of crack opening area for LBB

; *; Furuhashi, Ichiro*

PNC TN9410 88-147, 215 Pages, 1988/09

PNC-TN9410-88-147.pdf:10.23MB

The present study includes the analytical work for of the stable crack growth of the finite plate with semi-elliptical surface defect by creep-fatigue loadings, and of the crack opening area for presumed leakage of cloolant to be considered in safety assessment. The objective of this study is to develop the basic inelastic fracture mechanics to the level in which the integrity of basic components, plate, vessel, piping, and so on, with crack would be able to be assessed analytically. CANIS code developed last year was used to analize the J integral for fatigue crack growth and J' integral for creep crack growth of SUS 304 plates with various shapes of semi-elliptical surface cracks at 500 $$^{circ}$$C, then those distributions were arranged from the view point of crack growth assessment. An appricable range of these data is $$pm$$1.5 Sm of fatigue cycle and hold time of 10$$sim$$8,000 hr creep. 0nly secondary stress including membrane, bending and combination of these stresses were considered in the data base. Evaluation of elbow with 42$$^{B}$$ diameter and 20.6mm thickness considered in the design of large loop type FBR were achieved based on the data base. Then calculated through wall crack lengths were applied to the calculation of opening areas of 42 $$^{B}$$ elbow subjected of internal pressure of 2 atg and in plane bending moment corresponding to stress level of 1.5Sm. The results are (1)A numbers of cycles at penetration are 6,250 for membrane stress and 30,520 for bending stress in the case of fatigue, and 303 for memberane and 1,534 for bending in the case of creep-fatigue. (2)opening area against internal pressure is larger than that against bending moment, and is about 0.5mm$$^{2}$$. (3)maximum leak rate from the opening area is about 23 $$ell$$/hr. The level up of analytical method for stable crack growth was almost accomplished. In the near future, the experimental study would be needed for validation of this method.

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