FATIGUE LIFE ESTIMATION OF A BUTT WELDED JOINT BY S-N APPROACH

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FATIGUE LIFE ESTIMATION OF A BUTT WELDED JOINT BY S-N APPROACH VINOD M. BANSODE & N.D.MISAL Dept. of Mechanical Engineering, College of Engineering, Pandharpur,India E-mail : vinodbansode123@gmail.com, ndm_2001@rediffmail.com Abstract - A failure analysis based on stress life approach may be useful for predicting the life time of weld in the structure. This study presents an upcoming methodology in new three dimensional Finite Element Model to calculate the fatigue life of weld. Ansys 12.1 simulation software uses stress-life method, based on a static non-linear Structural analysis. The weld material S-N curve were experimentally determined by the Fatigue testing of the dumbell specimen as per 7608 standard. This study assumes that a flaw exist in weld due to welding process, material in-homogeneity, air voids, slugs or impurities in weld, improper surface machining and many more. This material curve is used in simulation to get more accurate results. Thus the fatigue life prediction with the material curves from experimentation will give us more accurate and close to actual failure results. Keywords : Fatigue Life, S-N approach, Equivalent Stress. I. INTRODUCTION Failures due to fatigue in welded structures lead to loss of life and substantial costs. Remedies to this situation include the introduction of various standards and fatigue design codes. The foundation of such codes rely, in some cases, on old concepts that do not easily translate to the output from modern computer programs and are also limited to rather simplified structures. The development of new generations of products means, in general, increased capacity, increased speed and increased demands on life. Improved maintenance and higher utilization place additional demands on the supporting structures. The requirements in society towards improved functionality and minimizing of Life Cycle Cost (LCC); force companies to design structures with reduced weights and optimum fatigue resistance. Actions to meet these demands are to introduce high strength steel, weld and/or surface improvement technologies and high productivity manufacturing technologies. The introduction of high strength steel in structures normally means higher stress levels and, hence, an increased sensitivity to defects, deviations in weld geometry (e.g. penetration, throat thickness, undercuts) and variations in material strength. Expertise in developing and manufacturing fatigue loaded welded structure with low LCC is a key aspect in order to stay competitive. Shorter development time for new products means that it is important to make the correct design and fatigue assessment early on in the project. A better understanding of the limits of the different fatigue design methods and the influence of fatigue strength due to the weld quality will improve the development of new fatigue loaded products. The understanding of the link between weld quality and the welding process would enable manufacturers to increase the utilization of high strength steel in fatigue loaded welded structures. Being able to determine the rate of crack growth, an engineer can schedule inspection accordingly and repair or replace the part before failure happens. Being able to predict the path of a crack helps a designer to incorporate adequate geometric tolerance in structural design to increase the part life. II. OBJECTIVES Design validation of a fatigue analysis of weld joint which is most probable part to fail against fatigue. Hence it needs to find out the stresses in various region by nonlinear static analysis. The following are the main objectives of the project. Non-linear Static Structural Analysis:- To carry out non-linear static analysis of specimen using ANSYS Classic Version 12.1. This is done to find out safe value of resultant displacement (stiffness) and Von Misses stresses. A special attention is required to get 66

convergence of non-linear system and then validation of converged results. Fatigue Life Calculation:- To carry out the fatigue life prediction of welded joint using conventional methods. (S-N approach Method) Experimental Validation:- To validate results obtained from FEA for fatigue analysis of weld by some external agency. Same validation is used for benchmarking of simulation results obtained with ANSYS Classic Version 12.1 software III. DUMBBELL SPECIMEN EXPERIMENTATION TESTING Weld material doesn t fall in regular structural materials hence we need to either refer S-N curve through the previous research done in this field or through the fatigue testing of the same weld material. Following is the details of the procedure to obtain S-N curve through the fatigue testing as per ASTM E647 standard and BS 7608 standard. A. Specimen Preparation In this work, a mild steel plate of thickness 4 mm is used. The mechanical properties & chemical composition of mild steel shown in Table. Dumbbell specimens were prepared with ASTM E647 and BS 7608 specifications. Two plates of size 110x20 mm is taken for welding & single V-joint with bevel angle 35 degrees, root face 2 mm are prepared. The plate is butt-welded by shielded metal arc welding process with E-6013 electrode.butt weld joint is prepared with good surface finishing conditions and with an electrode specification E6013. Then milling the plate as per specimen diagram given below. Figure 1 explains the geometry details of Dumbbell Specimen for Experimental Testing. Figure 2 : Specimen prepared for fatigue Testing B. Experimental Testing Experimental testing to get the weld material parameters were performed at Metallurgical Services Pvt LTD, Mumbai. This is the reputed material testing laboratory and accredited by NABL India. Tests were performed on MTS 31.810 fatigue machine. Followings are load specifications. Fig. 1 : Dumbbell Specimen for Experimental Testing Figure 3 : Load Unit Specification and Fixture with CTOD Sensor 67

b) Standards ASTM E399, E647, B645, E1820, ISO 12737, 12108, 12135 Figure 4 : Fatigue Testing of Specimen loaded on MTS machine Figure 6 : Specimen before fatigue failure Figure 5 : Fatigue Testing of Specimen on MTS machine with Software Interface C. Machine Capabilities MTS provides the most complete Linear Elastic and Elastic-Plastic Fracture, Toughness solutions. In addition to CTOD fracture criteria software, MTS provides Fatigue Crack Propagation solutions. MTS Fracture Mechanics Application software improves the accuracy of your testing while still being easy and flexible to use. Predefined test templates provide the capability of testing to various ASTM, ISO and British test standards. Run-time graphical displays allow for monitoring the tests in progress and in order to react to events as they occur. a) Test Examples Fracture Toughness, Fatigue Crack Growth, Crack Propagation Figure 7 : Specimen after fatigue failure. D. Experimental Results of Fatigue Test Sr. No. Thickn ess mm Table 1 :Fatigue test results Breadth mm Load kn Applied Stress MPa Cycles 1 4 12.5 4 80 10752 0 2 4 12.5 5.5 110 10008 0 3 4 12.5 7 140 52192 4 4 12.5 8 160 53808 5 4 12.5 Ulti.Load 1206 kgf 245 1 68

E. S-N data obtained by specimen testing F. Result Table Figure 8. S-N curve of test specimens Sr.No. Load Experimental kn fatigue life 1 4 107520 2 5.5 100080 3 7 52192 4 8 53808 5 Ultimate Load 1206 kgf 1 IV. CONCLUSIONS 1. It is also observed that weld component survive for 1e7 cycles even though the fatigue load was scaled by 5 times. 2. At the 10 times fatigue load scaling weld part failed in first cycle or in static loading hence it is concluded that the design will fail to survive its designed fatigue life of 1e 6 cycles if it is loaded between 5x times to 10x times fatigue load. 3. At the end it is concluded that the design is strong enough to sustain 1 millions cycle for operating loading conditions. The failure cause can be stated as the bad quality of weld material, improper welding, occurrences of multiple cracks, overloading, improper surface preparation, too much corrosive environment variables may have amplified the stress intensity by 5 times to 10 times. At this amplified stress intensity weld component has failed to survive 1 millions cycles. 4. The material specific S-N curve is obtained for the weld material. This is utilized to validate simulation data. 5. Testing were performed on dumbbell specimen to validate the concept of analysis. The fatigue life predictions of dumbbell specimen by using these methods were fairly in close agreement as shown in graph. 6. Analytical calculations were performed on CT specimen to validate the concept of analysis. The fatigue life predictions of CT specimen by using these methods were fairly in close agreement. 7. This simulation concept is not yet thoroughly implemented in industry as well as in academics because the simulation software s like ANSYS 12.1 which are designed and developed on fatigue failure concepts are in initial stage of development. But definitely this will be the future asset of fatigue prediction for all FEA engineers. ACKNOWLEDGMENT The authors wish to acknowledge the encouragement and help of Dr.B.P.Ronge Secretary, College of Engineering,Pandharpur. The work reported in this paper was performed at College of Engineering,Pandharpur. REFERENCES [1] Martinsson M., Samuelsson J., 2002, Design and analysis of welded high strength steel structures, EMAS, Stockholm, pp 303-334. [2] NiklasKarlsson, 2005, Analysis of Fatigue Life in Two Weld Class Systems, Department of Mechanical Engineering Linkoping University, Linkoping, Sweden. [3] Pettersson G., 2002, Design and analysis of welded high strength steel structures, EMAS, Stockholm, Vol. 1, pp 413-436. [4] S. R.Jaureghizahar, A. Martinez del Pezzo, Juan B. justo, 2003, Some results on the estimation of fatigue resistance of welded joints, Mar del Plata, Argentina. [5] Takeshi Mori, 2006, Evaluation Formula for Fatigue Strength of Cruciform Welded Joints Failing from Weld Roots under Bi-Axial Loading, Department of Civil and Environmental Engineering, Hosei University, Tokyo, Japan. [6] V.Balasubramanian, B.Guha, 2000, Fatigue Life Prediction of Welded Cruciform Joints using Strain Energy Density Factor Approach, 69

International Journal for Theoretical and Applied Fracture Mechanics, Vol. 34, pp 85-92. [7] Ashok Saxena, 1997, Non-Linear Fracture Mechanics for Engineers, CRC Press, Boca Raton, New York Washington, DC [8] D.Radaj, C.M.Sonsino and W.Fricke, 2006, Fatigue Assessment of Welded Joints by Local Approaches, Institute of Materials, Minerals and Mining, CRC Press, Boca Raton, New York, Washington DC. [9] ASTM standards E399 and E647 [10] Yukitaka Murkami, 2006, Metal Fatigue: Effect of Small Defects and Non-Metallic Inclusions, Elsevier Science Ltd, Oxford, UK. [11] David Anthony Trask, 1998, Experimental and Numerical Investigation into Fatigue Crack Propagation Models for 350WT Steel, Dalhousie University, Daltech, Halifax, Canada. Nova Scotia, [12] S. M. Beden, S. Abdullah, A. K. Ariffin, 2004, Review of Fatigue Crack Propagation Models for Metallic Components, Department of Mechanical and Materials Engineering, University of Kebangsaan, Malaysia. [13] P.JohanSingh, B.Guha, 2001, Fatigue tests and estimation of crack initiation and propagation lives in AISI 304L butt-welds with reinforcement intact, Journal of Theoretical and Applied Fracture Mechanics, Vol. 14, pp60-67. [14] AWS B1.10-1996: Guide for the Nondestructive Inspection of Welds [15] AWS D1.1-2008: Structural Welding Code for steel [16] BS 7608: 1993: Fatigue Design and Assessment of Steel Structures. 70