Inspection Evaluation And Repair Of Steel structures Part 8 ppt

... Purpose 1- 1 1- 1 Applicability 1- 2 1- 1 Distribution 1- 3 1- 1 References 1- 4 1- 1 Background 1- 5 1- 1 Mandatory Requirements 1- 6 1- 4 Chapter 2 Causes of Structural Deterioration Corrosion 2 -1 ... 20 314 -10 00 Manual No. 11 10-2-6054 1 December 20 01 Engineering and Design INSPECTION, EVALUATION AND REPAIR OF HYDRAULIC STEEL STRUCTURES Subject Paragraph Page Chapter 1 Introduction ... 1- 1 US Army Corps of Engineersđ ENGINEERING AND DESIGN Inspection, Evaluation, and Repair of Hydraulic Steel Structures EM 11 10-2-6054 1 December 20 01 ...

... Descriptions and illustrations of various welded details and their fatigue categories are given in Table 2- 1 and Figure 2- 1 (AASHTO 1996). Figure 2- 1. Current AASHTO Sr-N curves EM 1110 -2- 6054 ... hydroxide often forms. Deposits of film-forming materials such as oil and grease and sand and silt can also contribute to corrosion by creating crevices and ion concentration cells. (2) Corrosion ... toughness of steel is generally a function of chemical composition, thermomechanical history, and microstructure. Chemical composition affects the toughness of a steel, since the addition of solute...

... paragraphs 3- 3 and 3- 5, respectively, to assist the inspector during the preinspection. (3) Review of previous inspection reports and operations records will aid in defining occurrence of unusual ... reduces the torsional stability of miter gates during opening and closing. EM 1110-2-6054 1 Dec 01 3- 1 Chapter 3 Periodic Inspection 3- 1. Purpose of Inspection a. As discussed ... structural evaluation is included and the severity of the condition can be quantitatively compared with previous and future observations. c. Evaluation. Evaluation of the effects of existing...

... periodic inspection of hydraulic steel structures, if necessary. These methods, discussed in Chapter 4, include dye penetrant, magnetic particle, or eddy-current methods for inspection of cracks, and ... oxidation) and the normal waterline (wetting and drying promotes corrosion). EM 1110-2-60 54 1 Dec 01 3-13 3 -4. Visual Inspection a. Visual inspection is the primary inspection method and ... 2.6 1 .4 0 .49 152 (22) 24 12.0 5.7 4. 3 1.9 1.0 0.37 165 ( 24) 18 8.8 4. 4 3.3 1.5 0.79 0.28 179 (26) 14 6.9 3.5...

... inspected structures, date and time of inspection, type of inspection, inspection procedure, inspection equipment, inspector identity and qualifications, and a record of discontinuities detected that ... results of NDT. (c) NDT Level III: An NDT Level III individual shall be capable of establishing techniques and procedures; interpreting codes, standards, and procedures; and designating the particular ... components of the structure. (5) The inspector should complete a report following the actual inspection. The report should include the identification and location of inspected structures, date and...

... displacementt EM 1110-2 -60 54 1 Dec 01 6- 1 Chapter 6 Structural Evaluation 6- 1. Purpose of Evaluation a. Structural evaluation is the process of determining the capability of a structure ... 1989). 6- 2. Fracture Behavior of Steel Materials a. The operating service temperature of a steel structure has a significant effect on the fracture behavior of the steel. For low- and intermediate-strength ... for inspection of welds. The most commonly used frequencies are between 1 and 5 MHz, with sound beams at angles of 0, 45, 60 , and 70 degrees. During application of the method, all surfaces of...

... of σ and a. Stress-intensity factors for various types of geometries can be calculated using the information included in Figures 6-8 through 6-16 (Barsom and Rolfe 19 87) . Barsom and Rolfe and ... stress (σp and σs) can be linearized and resolved into σm and σb as shown in Figure 6- 17. 6-5. Elastic-Plastic Fracture Assessment Rearranging Equation 2-2, the upper limit of plane-strain ... R-curve, J-integral, or CTOD analysis (Barsom and Rolfe 19 87) . The CTOD method is the recommended method of EPFM analysis for evaluating hydraulic steel structures. The recommended procedure for...

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... fracture toughness. A review of the hypothetical design documents indicated that the gate had been fabricated from A36 steel. Since KIc testing (ASTM E 399 ) of mild steels at reasonable service ... 3. 89 cm (1.53 in.) EM 1110-2-6054 1 Dec 01 7-8 Figure 7-4. CVN-KIc correlations (°C = 5 /9 (°F – 32); 1 ksi-.in= 1. 099 MPa-m) (5) Since the crack size and geometry of ... structural integrity of the spillway gate must be evaluated. (a) Since an evaluation of the local buckling of the strut arms was conducted when it was first observed and the amount of buckling on...

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...

... weldability and welding practices for structural steel had markedly improved and standardized. d. Weldability of earlier steels. (1) A very good reference that discusses the weldability of steels, ... covers three grades of steel rivets: general-purpose carbon steel rivets, carbon-manganese steel rivets for use with high-strength carbon and high-strength low-alloy steels, and rivets comparable ... of steel related to weldability, factors affecting weldability in fabrication, and the weldability of different steels. (2) For early steels, reference can be made to the first edition of...

... type of connection (intersection of bracing members, diaphragms, and girders) is a very common occurrence on lift gates, miter gates, tainter gates, and bridges. Flanges of bracing members and ... composed of a steel outer frame, two support beams, and several screen bars that span the frame across the support beams. The bars were attached on the upstream face of the rack with the edges of ... support beams and frame with fillet welds. Seventeen out of twenty of the bars fractured completely as shown in Figure 8-10. In each of the fractured bars, the cracks initiated at the end of the weld...

... 01 3- 15 Figure 3- 7. Critical areas for roller gates EM 1110-2-6054 1 Dec 01 3- 8 Figure 3- 4. Girder-rib-skin-plate connection EM 1110-2-6054 1 Dec 01 3- 13 3- 4. Visual ... stiffeners and diaphragm web-to-girder welds. (7) Previous cracks repaired by welding. Figure 3- 6 shows an example of cracks redeveloped at weld repairs. (8) Locations of previous repairs ... contact surfaces of the structure and seal, galvanic corrosion if the seal plate is of a dissimilar metal to that of the structure itself, or erosion corrosion if abrasive sand and silt particles are...

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... Association of State Highway and Transportation Officials 19 96; American Institute of Steel Construction 1994; EM 1110-2-2105). (5) Integrate the crack growth rate expression (i.e., Equations 6- 8 and...

... weldability and welding practices for structural steel had markedly improved and standardized. d. Weldability of earlier steels. (1) A very good reference that discusses the weldability of steels, ... structural steel today and is used for both welded and bolted applications. b. Rivet steel standards. (1) Rivet steel was not typically specified by steel grade, but only as structural steel, ... published for steel structural rivets, and superseded ASTM A141 and A195. The later version of this specification (ASTM A502) covers three grades of steel rivets: general-purpose carbon steel rivets,...