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Structural Components

The following parts of this subsection show by examples and charts the methods for designing:

  • axially loaded bearing walls
  • walls subjected to lateral wind loads
  • bond beams subjected to uplift
  • shear walls
  • lintels

all utilizing AERCON standard block, ValuBlock and U-block.

The design methods presented are for single story construction, but are also applicable to multi-story construction.

  1. Block wall
  2. Tie-down
  3. Bond beam
  4. Shear wall
Effective Shear Wall

Allowable Vertical Loads

AERCON block walls are solid walls that provide excellent load carrying capacity for axial loads. The solid block provides a full bed surface area for AERCON mortar.

Allowable Vertical Loads

Formulas:

The superimposed eccentric axial load is applied at the top of the wall. The dead weight of the total wall height is calculated and added to the total superimposed load to determine the total axial design load. The allowable axial compressive stress is calculated based on the slenderness ratio. The allowable flexural compressive stress is then calculated. The actual axial compressive stress (fa) and the actual flexural compressive stress (fb) are derived in terms of the geometric characteristics of the AERCON wall. All of these values are substituted into the unity equation and the allowable superimposed axial load at the resultant eccentricity is solved for. The maximum axial load at the resultant eccentricity is also calculated based upon the allowable flexural tensile stress. The maximum axial load at the resultant eccentricity is then the smaller of the values calculated using either the unity equation or the allowable flexural tensile stress.

Allowable Vertical Loads Formula
Allowable Vertical Loads Formula

Wind Loads

AERCON block walls are solid walls that provide excellent resistance to lateral wind loads. Walls built of solid AERCON block are easy to design and construct. The solid block provides a full bed surface area for AERCON mortar and, therefore, a full block sectional area for resisting lateral wind loads which cause out of plane bending. All lateral wind loads are resisted by the flexural capacity of the masonry with the tensile stress governing the design. The tie-down reinforcing through the bond beam, either a threaded rod in a narrow chase or standard reinforcing bars grouted solid in pre-drilled cores, provides all of the resistance to uplift that is required.

Wind Loads

Formulas:

Design assumptions: (1) all uplift is transferred along the bond beam to the vertical tiedown reinforcing; (2) all wind loads are distributed vertically to the bond beam/roof diaphragm and to the floor slab; (3) AERCON units are unreinforced and the allowable flexural tensile stress controls; (4) the wall section is considered uncracked in order to use the flexural tensile method; (5) the top of the wall is considered pinned; and (6) the bottom of the wall is considered as providing some moment resistance.

The maximum moment at the base of the wall is calculated using one-half of the AERCON allowable flexural tensile stress. This value is conservative compared to the allowable stress specified in ACI 530-02. The actual maximum wind load moment is then determined and the actual maximum bending stress is calculated based upon the wall section properties. The actual axial compressive stress due to the dead weight of the upper portion of the wall is determined and then added to the allowable flexural tensile stress, which is increased by one-third for wind loads, to give the allowable total flexural tensile stress. The actual flexural tensile stress is then compared to the allowable total flexural tensile stress.

Wind Loads Formula
Wind Loads Formula
Wind Load vs Wall Height

Bond Beams Utilizing AERCON U-Block

Bond beams can be constructed using AERCON U-block to create a continuously reinforced structural element. Two continuous #5 reinforcing bars are held securely in place within the U-block, one above the other, accurately positioning the reinforcing bars for resistance to uplift loads.

Bond Beams Diagram

Formulas:

Design assumptions: (1) the bond beam capacity is based upon the size and strength of the concrete "core" within the Ublock; (2) the bond beam is a multi-span, continuous beam; (3) the capacity is based upon the cracked section of the reinforced concrete "core" using Working Stress Design principles.

The bond beam is checked for shear capacity and moment capacity (reinforcing in tension and concrete in compression). The allowable deflection is L/600.

For wind uplift loads, all allowable stresses are increased by one-third.

Bond Beam formulas Bond Beam Weights Bond Beam Eample Formulas AERCON Bond Beam Tie-Down Spacing 
			   vs. Net Uplift (8-inch high U-block) AERCON Bond Beam Tie-Down Spacing 
			   vs. Net Uplift (9 1/2-inch high U-block)

Shear Walls

AERCON shear walls are solid block walls that provide excellent load carrying capacity for diaphragm loads that are transmitted to them from floors or roofs. Shear walls built of solid AERCON block are easy to design and construct. The solid block provides a full bed surface area for AERCON mortar, and therefore, a full block sectional area for shear loads. The tie-down reinforcing, either a threaded rod in a narrow chase, or a threaded rod in ungrouted pre-drilled cores, or standard reinforcing bars grouted solid in pre-drilled cores, provides all of the tensile capacity required.

Shear Walls

Formulas:

The total lateral force to each shear wall is determined using a typical load apportioning analysis. The net overturning moment is determined and then compared to the resisting moment capacity in compression of the AERCON block and the resisting moment capacity in tension for the tie-down. Finally the shear capacity of the AERCON block is checked.

Shear Walls Formula Example

AERCON Lintels

AERCON's product line includes two alternatives for load bearing lintels: manufactured reinforced lintels and concrete filled U-block. The minimum bearing length for either style of lintel is 8", across the full thickness of the wall. A longer bearing length is acceptable in order to utilize standard elements to accommodate openings of various widths. To ensure a uniform bearing stress at each end of the lintel, the bearing surface must be true and level. Usually the bottom of the rough opening does not match the block coursing, so an adjustment for the bearing height of the lintel must be incorporated. This is most easily accomplished by cutting pieces of block to the height required to achieve the desired bearing elevation. Adjustment pieces above the lintel may also be required to re-align the block coursing. The minimum height of an adjustment piece is 3".

Manufactured Lintels

AERCON manufactures readyto-install reinforced lintels in a variety of sizes and lengths. The accompanying table indicates the allowable superimposed loads for these standard pieces. The minimum lintel thickness that attains the tabulated values is 8". For opening widths not specifically listed in the table, the value for the standard opening width that is larger than the actual width can be conservatively used. An example is included to demonstrate the use of this table. Since the reinforced lintels are uniquely manufactured based on size and load capacity, they cannot be cut, penetrated, or modified without authorization from an AERCON Representative. Each manufactured lintel has a marking indicating the orientation for installation.

Concrete Filled U-Block Lintels

As an alternative, AERCON's U-block can also be used as the "formwork" to create a cast in place concrete lintel. The benefits of using AERCON Ublocks include: the exterior and interior surfaces of the wall are AERCON material, no external formwork is required for the concrete pour, design theory for conventional concrete is utilized to allow evaluation for any opening size, desired elevations can be achieved by cutting the U-block height to adjust for coursing differences, U-blocks can be arranged and poured on site prior to installation in the finished wall if desired. Additionally, U-blocks can be stacked in place to minimize the pouring sequence when the lintel is located near the bond beam course. For this condition, the upper U-block course must be modified to allow the concrete fill to reach the lower U-block course.

Manufatcured Reinforced
			   Lintel Concrete Filled U-Block 
			   Lintel Lintel Formula Examples
 
 

**Refer to chart for Dimensions and Strength Classes

Roof

- Assembly and Erection
- Structural Design
- Construction

Floor

- Assembly and Erection
- Structural Design
- Construction

Horizontal

- Assembly and Erection
- Structural Design
- Construction

Vertical

- Assembly and Erection
- Structural Design
- Construction

Interior

- Construction

Lintel and Blocks

- Assembly and Erection
- Structural Design
- Construction