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Question

Which of the following post tensioning system adopts metallic sandwich plates, flat wedges and distribution plate for anchoring the wires?

The correct answer is

Magnel-Balton

Post-Tensioning Systems in Concrete Structures

Post-tensioning is a method of pre-stressing concrete where the steel tendons are tensioned after the concrete has been cast and has gained sufficient strength. This technique helps in improving the structural performance of concrete elements by introducing compressive stresses, which counteract the tensile stresses caused by applied loads.

Magnel-Balton Post-Tensioning System Details

The question specifically asks about a post-tensioning system that utilizes metallic sandwich plates, flat wedges, and a distribution plate for anchoring the wires. This description perfectly matches the characteristics of the Magnel-Balton post-tensioning system. Let's break down its key components and how they function:

  • Metallic Sandwich Plates: These are typically rectangular or square plates with multiple holes or grooves. They are designed to hold the wires in a specific arrangement and distribute the anchoring force over a larger area of the concrete.
  • Flat Wedges: Unlike conical wedges used in some other systems, Magnel-Balton employs flat, often serrated, wedges. These wedges are driven into tapered holes within the sandwich plates, gripping the individual pre-stressing wires securely. The flat shape allows for efficient anchoring of multiple wires in a compact space.
  • Distribution Plate: This plate is placed between the sandwich plates (which hold the wedges and wires) and the concrete structure. Its primary role is to evenly distribute the high concentrated forces from the anchors into the surrounding concrete, preventing localized crushing or stress concentrations.

The Magnel-Balton system is known for its ability to anchor multiple wires individually, providing a robust and reliable anchorage for post-tensioned members.

Comparison with Other Post-Tensioning Systems

To further understand why Magnel-Balton is the correct answer, it's helpful to briefly look at the anchoring mechanisms of other common post-tensioning systems:

  • Freyssinet System: This system typically uses a cylindrical or conical anchorage block with conical holes. The wires are anchored by a set of conical wedges (either male or female) that are driven into these holes, gripping the wires against the conical surface of the anchorage. It does not primarily use metallic sandwich plates or flat wedges in the same manner as Magnel-Balton.
  • Gifford-Udall System: This system often employs split wedges and a helical wire arrangement for anchoring. The wires are gripped by two-piece split wedges which are then seated into a conical hole in a bearing plate or block. While it uses wedges, the overall anchoring mechanism and specific components differ from the Magnel-Balton description.
  • Lee-McCall System: This system is distinct as it typically uses high-tensile steel bars (rather than wires) that are anchored by threading the bar and using a nut against a bearing plate. It does not involve wedges or sandwich plates for anchoring wires.

Conclusion on Post-Tensioning Anchors

Based on the specific components mentioned in the question – metallic sandwich plates, flat wedges, and distribution plate for anchoring the wires – the Magnel-Balton system is the only one that precisely matches this description. Its unique design allows for effective transfer of tensile forces from the pre-stressing wires to the concrete structure.

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Important Questions from Analysis of Prestress

  1. The suitability of post tensioning is good for:

  2. As per IS:1343-2012, the minimum characteristic strength of pre-stressed concrete to be used for post-tensioned and pre-tensioned structural elements are respectively:

  3. Which of the following is a disadvantage in the case of Freyssinet system of post tensioning?

  4. The upward deflection of a pre-stressed beam with a straight tendon at a uniform eccentricity below the centroidal axis is given by ______, where P - effective pre-stressing force, e - eccentricity, L - length of the beam, E - Modulus of elasticity, I - moment of inertia:

  5. A concrete beam is pre-stressed by a cable carrying an initial pre-stressing force of 300 kN, the area is 300 mm2. What is the percentage of loss of stress due to shrinkage in pre-tensioned members?

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