ajk1
Structural
- Apr 22, 2011
- 1,791
Background:
Inspection openings have been chipped into the soffit of a number of beams to permit periodic inspection of the condition of the unbonded tendons in the beams of an above-grade open-air parking structure. The multi-span beams vary in width, but for the illustration, let us consider the 30" wide beams (most other beams are about 24" wide). For the 30" wide beams, the inspection openings are about 26" wide (perpendicular to the beam span) x 16" long (parallel to the beam span). The multi-span beam has about 16 unbonded tendons with the mid-span low point about 2.5" clear above the beam soffit.
When a tendon recently failed (all 7 wires) due to corrosion, it looped out the bottom of the beam and struck the steel closure plate. This caused the closure plate fasteners on one side of the plate to pull completely out of the concrete. The plate was left dangling by the fasteners on the opposite side of the plate.
Question:
I am concerned with the design of the plate fasteners. Is there a way to determine the force that they would have to resist when a tendon breaks and loops down and the loop strikes the plate? Any energy method of equating the energy released by the tendon to the energy absorbed by the plate? I realize the thinner I make the plate and the longer I make its span, the less the force that the plate anchors will have to take. But I am interested in finding how to determine that force.
Inspection openings have been chipped into the soffit of a number of beams to permit periodic inspection of the condition of the unbonded tendons in the beams of an above-grade open-air parking structure. The multi-span beams vary in width, but for the illustration, let us consider the 30" wide beams (most other beams are about 24" wide). For the 30" wide beams, the inspection openings are about 26" wide (perpendicular to the beam span) x 16" long (parallel to the beam span). The multi-span beam has about 16 unbonded tendons with the mid-span low point about 2.5" clear above the beam soffit.
When a tendon recently failed (all 7 wires) due to corrosion, it looped out the bottom of the beam and struck the steel closure plate. This caused the closure plate fasteners on one side of the plate to pull completely out of the concrete. The plate was left dangling by the fasteners on the opposite side of the plate.
Question:
I am concerned with the design of the plate fasteners. Is there a way to determine the force that they would have to resist when a tendon breaks and loops down and the loop strikes the plate? Any energy method of equating the energy released by the tendon to the energy absorbed by the plate? I realize the thinner I make the plate and the longer I make its span, the less the force that the plate anchors will have to take. But I am interested in finding how to determine that force.