Inspection, Evaluation and Repair of Steel Structures Part 10 potx

... Pennsylvania Department of Transportation 1988 Pennsylvania Department of Transportation. 1988. “Guidelines for Fatigue and Fracture Safety Inspection of Bridges,” Commonwealth of Pennsylvania, Department ... Manual of Steel Construction,” 9th ed., Chicago, IL. American Institute of Steel Construction 1994 American Institute of Steel Construction. 1994. “Load and Resistance Factor Design Manual of ... “Corrosion in Structures, ” Metals Handbook, 9th ed., ASM International, Metals Park, OH, 13, 1229-1 310. Stout and Doty 1953 Stout, R. D., and Doty, W. D. 1953. Weldability of Steels, 1st ed.,...

... 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 ... establish allowable size and number of discontinuities for base metal used to fabricate hydraulic steel structures. In addition, EM 1 110- 2-2703 also recommends that the steel structures be welded ... Discontinuities a. For strength and economic reasons, EM 1 110- 2-2703 recommends that hydraulic steel structures be fabricated using structural-grade carbon steel. Standards such as ASTM A6/A6M or...

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d1yyy31wb/HH388mKzDxNA6ObC03UY477zzfuu3fuv555//oz/6o5DLHNL1xN8999yTdma7d+8OVutevd/+7d8+++yzb7zxxpgCe/funerJOnXz8/PxSNZnP/vZOOZnsg6To4gjjUypxcXF97///X6JG+TYsWNnnHHG9773vQMHDlxwwQUPPvjgeeedN8sb5MYbb/zsZz97ySWXvPTSSz/90z992223eZKs1sGDB7dv337mmWf+/d///fnnn//aa6/ldMJ5o9G4//77d+/e/Yd/+Ief+cxnPv7xj/uNo3VY3X538DXx61//+sc+9jG/xDHsmZ5//vnMdktrexKeffbZcd7JzTffbObp2nzpS1/63d/93RDCzp07H3300Zwe2tLS0tlnn33KKae88MILBw4ccAyLCeEY1tS49NJL+07pDCEcOHBg165dNs7G2bZt2x//8R8///zzGS/4Nry5ubmHH344fnzRRRd5eqzNZz7zmXe+850hhPyOis7Pz990000vvPBCMFmHiXrtsgmmwhe/+MWFhYWHHnqo7+XjkUceOf30022fDfV7v/d7995772/+5m/aFHFn1u12v/3tb9uTrScZu91us9n81V/91fwe3Yc//OFf+7VfM5eLieIY1hR48skn3/Wud4UQLr744rjSSdJsNnfs2PHVr37VVgKAZTmGNQV27doVE+e+++6L5z8n//Iv//L+97/fJgIArTPF7rrrrosvvvj8888Px9c1SV5++WXbBwC0znR773vfG0K46qqrQgjdbjfdHsd4ZvwsaADQOpmIS7B/61vfSrccOnQoWDQZALROHnbu3BlC2Lt3b9+UHYsmA4DWycGWLVvi4ao0ZeeJJ54I1ukHAK2TjU984hOhNmXnf/7nf2wTANA6+Wg0GqE2ZefAgQPnnHOOzQIAK7CW4DQ5duzY6173uhBCvDDT5ZdfHn50tjIA0Me4zjSZm5trtVohhHhNopdeeukNb3iDzQIAWicfV155ZQjhvvvuCyE88cQTH/7wh20TANA6+fjQhz4UQrj99tuDRZMBQOvkJ15c+rHHHjt48GAI4Sd/8idtEwDQOlmJh7FuuummEMLb3/52GwQAtE5W4oWx4mEsAGBlzjmfPgcPHty+fXv82K8PALROhk477bQ4MdmvDwBW5hjWVLriiitCCBZNBgCtk6drrrkmhHD22WfbFACgdTL0nve8J4SwZcsWmwIAtE6G5ufnG43Gpz71KZsCAFZmbjIAkDPjOgCA1gEA0DoAAFoHAEDrAABoHQAArQMAaB0AAK0DAKB1AAC0DgCA1gEA0DoAAFoHANA6AABaBwBA6wAAaB0AAK0DAKB1AAC0DgCgdQAAtA4AgNYBANA6AABaBwBA6wAAaB0AQOsAAGgdAACtAwCgdQAAtA4AgNYBALQOAIDWAQDQOgAAWgcAQOsAAGgdAACtAwBoHQAArQMAoHUAALQOAIDWAQDQOgAAWgcA0DoAAFoHAEDrAABoHQAArQMAoHUAALQOAKB1AAC0DgCA1gEA0DoAAFoHAEDrAABoHQBA6wAAaB0AAK0DAKB1AAC0DgCA1gEAtA4AgNYBANA6AABaBwBA6wAAaB0AAK0DAGgdAACtAwCgdQAAtA4AgNYBANA6AABaBwDQOgAAWgcAQOsAAGgdAACtAwCgdQAAtA4AoHUAALQOAIDWAQDQOgAAWgcAQOsAAGgdAEDrAABoHQAArQMAoHUAALQOAIDWAQC0DgCA1gEA0DoAAFoHAEDrAACsz1w2j+SGG25ot9t+o9Putddem5ubsx0AGJWi1+vZCgBArhzDAgC0DgCA1gEA0DoAAFoHAEDrAABoHQBA6wAAaB0AAK0DAKB1AAC0DgCA1gEA0DoAgNYBANA6AABaBwBA6wAAaB0AAK0DAKB1AACtAwCgdQAAtA4AgNYBANA6AABaBwBA6wAAWgcAQOsAAGgdAACtAwCgdQAAtA4AoHUAALQOAIDWAQDQOgAAWgcAQOsAAGgdAEDrAABoHQAArQMAoHUAALQOAIDWAQDQOgCA1gEA0DoAAFoHAEDrAABoHQAArQMAoHUAAK0DAKB1AAAm2dw4f9gFF1zw2GOP2egz7sEHH9y1a5ftAMB4FL1ez1YAAHLlGBYAoHUAALQOAIDWAQDQOgAAWgcAQOsAAFoHAEDrAABoHQAArQMAoHUAALQOAIDWAQC0DgCA1gEA0DoAAFoHAEDrAABoHQAArQMAaB0AAK0DAKB1AAC0DgCA1gEA0DoAAFoHANA6AABaBwBA6wAAaB0AAK0DAKB1AACtAwCgdQAAtA4AgNYBANA6AABaBwBA6wAAWgcAQOsAAGgdAACtAwCgdQAAtA4AgNYBALQOAIDWAQDQOgAAWgcAQOsAAGgdAACtAwBoHQAArQMAoHUAALQOAIDWAQDQOgAAWgcA0DoAAFoHAEDrTLnFxcVi4y0uLg55f2644YZiM1xwwQWeDABMi6LX69kKAECujOsAADmbswk2wrFjxw4dOrTar9q6devc3Ib8Ro4cObK0tLT+77Nly5b5+Xm/XwCmiGNYG+KWW2657rrrVvtV//qv/7pjx46NuD+XX375XXfdtf7vc8kll/zDP/yD3y8AWmfWXX755Y1G4 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...

... Hydraulic Steel Structures EM 1 110- 2- 2105 Design of Hydraulic Steel Structures EM 1 110- 2-2701 Vertical Lift Gates EM 1 110- 2-2702 Design of Spillway Tainter Gates EM 1 110- 2-2703 ... Publications ER 1 110- 2 -100 Periodic Inspection and Continuing Evaluation of Completed Civil Works Structures ER 1 110- 2-1150 Engineering and Design for Civil Works Projects ER 1 110- 2-8157 Responsibility ... (similar to the discussion of repair of the trashrack bars in paragraph 8-6e). Figure 8-18. Bolted tee connection retrofit of fractured hand rail 8-23 EM 1 110- 2-6054 1 Dec 01 ...

... gates, but some 1-1 US Army Corps of Engineers® ENGINEERING AND DESIGN Inspection, Evaluation, and Repair of Hydraulic Steel Structures EM 1 110- 2-60541 December 2001 ... CECW-ED Washington, DC 20314 -100 0 Manual No. 1 110- 2-6054 1 December 2001 Engineering and Design INSPECTION, EVALUATION AND REPAIR OF HYDRAULIC STEEL STRUCTURES Subject Paragraph ... describes the inspection, evaluation, and repair of hydraulic steel structures, including preinspection identification of critical locations (such as fracture critical members and various con-nections)...

... 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 ... especially true of welds on riveted structures, since the structural steels typically used in older structures are not characterized as steels for welding. A discussion of structural steels used ... cooling of the weld material and HAZ promotes the formation of martensite, which is a brittle phase of steel. Preheat and postheat requirements have been adopted (American National Standards...

... 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 ... A588/A588M steel (a low-carbon weathering steel containing copper) and would corrode when coupled with A588/A588M steel. There may also be a potential difference between rivet steel and the adjoin-ing ... scales, magnifying glasses, and other hand tools to identify, measure, and locate areas of concerns. Boroscopes, flashlights, and mirrors may be necessary to inspect areas of limited accessibility....

... 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 ... 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 ... discontinuity can be seen as a shadow of different photographic density from that of the image of the surrounding material. Evaluation of the radiograph is based on a comparison of these differences in photographic...

... structural evaluation, performance criteria and analytical tools are needed. Loading and performance criteria for hydraulic steel structures are outlined in EM 1 110- 2- 2105 , EM 1 110- 2-2701, EM 1 110- 2-2702, ... 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 steels, ... any repair and maintenance procedures, and the urgency of these tasks. The engineering decision on appropriate repair or planned maintenance is based on the concept of fitness for service 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 1987). Barsom and Rolfe and ... (British Standards Institution 1980).EM 1 110- 2-6054 1 Dec 01 6-5 Figure 6-5. Interaction of coplanar discontinuities (Extracts from British Standards Institution 1980. Complete copies of the ... propagation life EM 1 110- 2-6054 1 Dec 01 6-6 Figure 6-6. Interaction of noncoplanar discontinuities (Extracts from British Standards Institution 1980. Complete copies of the standard can be...