Solved Problems

Determine the design strength of a 5/16-inch fillet weld, 10 inches long, using E70XX electrodes.

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Case Studies

Case Study 1: Lamellar Tearing in Heavy Welds

During the fabrication of a massive column base plate assembly for a high-rise building, large full-penetration groove welds are used to connect thick steel plates in a T-joint configuration.
Scenario: Ultrasonic testing reveals internal cracks in the base metal of the thick plate, parallel to the rolled surface, directly underneath the weld.
Solution: This is a classic case of lamellar tearing. When large welds cool, they contract, creating enormous shrinkage stresses. Because the T-joint restrains this shrinkage in the through-thickness direction of the thick plate (the weakest direction of rolled steel), the internal fibers of the steel tear apart.
To solve this, the engineers modified the weld detail to reduce the volume of weld metal (using a smaller bevel angle) and specified a special "Z-direction" steel plate that is metallurgically designed to have higher ductility and strength in the through-thickness direction, preventing tearing.

Case Study 2: Balancing Welds on Asymmetrical Members

A steel angle (L-shape) is being used as a tension brace and is welded to a gusset plate along its two longitudinal edges.
Scenario: A novice detailer specifies a 5-inch long, 1/4-inch fillet weld on both sides of the angle leg.
Solution: An L-shape is asymmetrical; its center of gravity is not in the middle of the leg. If equal length welds are placed on both sides, the applied tension force (which acts through the center of gravity) will create an eccentric moment, causing the connection to twist and potentially fail prematurely.
The senior engineer corrects the design by balancing the welds. They calculate the proportion of the load carried by the "heel" (the corner) and the "toe" (the edge) of the angle based on their distances from the center of gravity. They then specify a longer weld at the heel (e.g., 7 inches) and a shorter weld at the toe (e.g., 3 inches) so that the resultant capacity of the welds aligns perfectly with the line of action of the force.

Additional Solved Problems

Determine the LRFD design strength of a Complete Joint Penetration (CJP) groove weld in tension. The plates are A36 steel (Fy=36 ksiF_y = 36 \text{ ksi}, Fu=58 ksiF_u = 58 \text{ ksi}), 1/2-inch thick, and 8 inches wide. E70XX electrodes are used.

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An L4x3x1/4 angle (Fy=36 ksiF_y = 36 \text{ ksi}) is welded to a gusset plate along its 4-inch leg using longitudinal fillet welds. The required LRFD tension force is Pu=45 kipsP_u = 45 \text{ kips}. The distance from the heel of the angle to its centroid is y=1.25 iny = 1.25 \text{ in}. E70XX electrodes are used with a 3/16-inch weld size (ww). Determine the required lengths of the heel weld (L1L_1) and toe weld (L2L_2) to balance the connection.

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