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Alternative Support Systems for Cantilever - National Transportation ...

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4.7 Summary of Torsion and Flexure Design<br />

For the torsion and flexure test, once again the key element of the design that dictated the<br />

rest of the design was the concrete shaft. The concrete breakout or bearing strength of the shaft<br />

with the embedded pipe and plate apparatus in torsion and flexure was the ultimate strength of<br />

the entire system. All other components of the system were designed to preclude failure from<br />

these elements. Appendix A shows detailed and dimensioned drawings of the testing apparatus.<br />

Appendix B shows detailed calculations <strong>for</strong> the test apparatus.<br />

Table 4-2, shown below, summarizes the essential design components, their equivalent<br />

torsional and flexural strengths, whether the strengths are mean or nominal, and their ratio<br />

compared to the interaction torsional and flexural strength values.<br />

Table 4-2. Summary of pertinent design strengths <strong>for</strong> torsion and flexure test with 5500 psi<br />

concrete<br />

Mean or Predicted Ratio of Failure<br />

Failure Mode<br />

Embedded Pipe and Stiffeners<br />

Equivalent Torsion from Shear<br />

Capacity Nominal? Load Capacities<br />

Parallel to an Edge<br />

Equivalent Torsion from Side Face<br />

348 kip-ft Mean 38.67 2.42<br />

Blowout<br />

Equivalent Flexure from Shear Parallel<br />

523 kip-ft Mean 58.11 3.63<br />

to an Edge<br />

Equivalent Flexure from Side Face<br />

218 kip-ft Mean 27.25 1.70<br />

Blowout<br />

Anticipated Interaction<br />

337 kip-ft Mean 42.13 2.63<br />

Torsional Strength 144 kip-ft 16.00 1.00<br />

Flexural Strength<br />

Circular Shaft - 30"<br />

128 kip-ft 16.00 1.00<br />

Torsion 253 kip-ft Nominal 28.11 1.76<br />

Flexure<br />

"Superstructure" Pipes - 16" x .5"<br />

296 kip-ft Nominal 37.00 2.31<br />

Torsion 359 kip-ft Nominal 39.89 2.49<br />

Flexure 392 kip-ft Nominal 49.00 3.06<br />

59

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