CM 3 - Materials, Hardware and Equipment for Prestressing

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211 Terms

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  • Short-term or Instantaneous

  • Long-term or Time dependent

Material Properties that are relevant to Prestressed Concrete Design:

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  • Compressive Strength

  • Modulus of Elasticity

  • Modulus of Rupture

Short-term or Instantaneous Properties

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  • Creep

  • Shrinkage

Long-term or Time dependent Properties

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True

The compressive strength, f’c, is measured using a standard 6 in. by 12 in. cylinder.

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True

The test cylinders must be cured under standard laboratory conditions before testing

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True

Compressive strength is typically tested at 28 days of age.

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False

The compressive strength test is done at a random loading rate.

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False

The notation f’c represents the flexural strength of concrete.

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Compressive strength

The symbol f’c refers to

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6 in. × 12 in

Standard compressive strength tests are performed using cylinders with dimensions:

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Standard laboratory conditions

Under what conditions are test cylinders cured before compressive strength testing?

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28 days

At what age of concrete is compressive strength typically measured?

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A specified rate of loading

During compressive strength testing, the cylinders are loaded at:

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True

Concrete compressive strength can reach up to 20,000 psi (137.9 MPa) or more depending on mix, aggregate, and curing.

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False

The quality of curing does not affect the compressive strength of concrete.

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True

Commercial production of concrete with ordinary aggregates is usually between 4,000 to 12,000 psi (27.6 MPa to 82.74 MPa).

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True

The most common strength level of concrete is around 6,000 psi (41.4 MPa).

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False

Aggregate type has no influence on compressive strength.

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20,000 psi (137.9 MPa)

The maximum compressive strength of concrete can reach up to:

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4,000 – 12,000 psi

Commercially produced concrete with ordinary aggregates usually falls within what range?

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Color of cement

Which of the following factors does NOT directly affect compressive strength?

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6,000 psi (41.4 MPa)

The most common compressive strength level of concrete is approximately:

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Proper curing practices

Which factor contributes to achieving higher compressive strength in concrete?

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True

For prestressed concrete, compressive strength is measured at 28 days of age

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True

The required compressive strength range for prestressed concrete is 28 MPa to 70 MPa.

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False

Prestressed concrete always requires more than 100 MPa compressive strength.

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False

The strength requirement for prestressed concrete is lower than for ordinary concrete.

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False

The compressive strength of prestressed concrete is specified at 14 days of curing.

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28 – 70 MPa

The compressive strength of prestressed concrete should be within:

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28 days

At what age is the compressive strength of prestressed concrete specified?

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To resist applied prestressing forces

Why is higher compressive strength needed for prestressed concrete compared to ordinary concrete?

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Concrete strengthened by inducing compressive stresses

Which of the following best describes prestressed concrete?

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Falls below the requirement

If a prestressed concrete element has a strength of 25 MPa at 28 days, it:

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True

The initial portion of the stress-strain curve of concrete up to about 40% of f’c is considered linear.

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False

Concrete behaves elastically all the way up to ultimate strength

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True

After about 70% of the failure stress, concrete begins to lose a large portion of its stiffness.

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False

The stress-strain curve of concrete is perfectly straight until failure.

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True

The modulus of elasticity is related to the slope of the stress-strain curve in the initial linear range

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40%

Up to what percentage of ultimate compressive strength (f’c) is the stress-strain curve of concrete essentially linear?

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70%

Beyond what approximate percentage of failure stress does concrete lose much of its stiffness?

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The slope of the initial straight-line portion

The modulus of elasticity of concrete is most closely associated with:

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Loses stiffness and becomes more curved

As concrete approaches 70% of f’c, the stress-strain curve:

43
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Nonlinear and brittle

The stress-strain curve of concrete indicates that concrete is:

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True

The stress-strain curves in the figure represent concrete with different compressive strengths.

<p>The stress-strain curves in the figure represent concrete with different compressive strengths.</p>
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True

Higher compressive strength concretes (e.g., 14,000 psi) generally reach higher stress values at lower strain levels.

<p>Higher compressive strength concretes (e.g., 14,000 psi) generally reach higher stress values at lower strain levels.</p>
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True

The initial slope of each stress-strain curve represents the modulus of elasticity.

<p>The initial slope of each stress-strain curve represents the modulus of elasticity.</p>
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False

The strain capacity of low-strength concrete (e.g., 930 psi) is greater than that of high-strength concrete.

<p>The strain capacity of low-strength concrete (e.g., 930 psi) is greater than that of high-strength concrete.</p>
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930 psi

According to the figure, what is the approximate compressive strength of the lowest strength concrete tested?

<p>According to the figure, what is the approximate compressive strength of the <strong>lowest strength concrete</strong> tested?</p>
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14,000 psi

Which concrete compressive strength curve reaches the highest stress value?

<p>Which concrete compressive strength curve reaches the highest stress value?</p>
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Modulus of elasticity

What does the slope of the initial linear portion of the stress-strain curve represent?

<p>What does the <strong>slope of the initial linear portion</strong> of the stress-strain curve represent?</p>
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Higher strength concretes exhibit steeper initial slopes but lower strain capacity

What trend is observed as concrete compressive strength increases?

<p>What trend is observed as concrete compressive strength increases?</p>
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True

Young’s Modulus of Elasticity is defined as the slope of the stress-strain curve in the elastic (linear) region

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True

The initial tangent modulus refers to the slope of the stress-strain curve at the origin

<p>The initial tangent modulus refers to the slope of the stress-strain curve at the origin</p>
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False

The tangent modulus can only be drawn at the ultimate strength of concrete

<p>The tangent modulus can only be drawn at the ultimate strength of concrete</p>
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True

The secant modulus is defined as the slope of a line drawn from the origin to any point on the stress-strain curve.

<p>The secant modulus is defined as the slope of a line drawn from the origin to any point on the stress-strain curve.</p>
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False

The tangent modulus and initial tangent modulus are always the same

<p>The tangent modulus and initial tangent modulus are always the same</p>
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Initial tangent modulus

Which modulus is most often used in design since it represents the initial elastic behavior of concrete?

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True

The secant modulus of elasticity is determined from the slope of a line drawn from the origin to a stress level of about 0.4 f’c.

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True

In design calculations, the modulus of elasticity of concrete is usually taken as the secant modulus.

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True

The modulus of elasticity represents the stiffness of concrete.

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False

The tangent modulus is always used in design instead of the secant modulus.

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True

The higher the modulus of elasticity, the stiffer the concrete.

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The slope of the line from the origin to about 0.4 f’c

The secant modulus of elasticity of concrete is determined by:

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Secant modulus

In design calculations, the modulus of elasticity of concrete is usually taken as:

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Stiffness

What does the modulus of elasticity of concrete represent?

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Stiffer

A higher modulus of elasticity in concrete means the material is:

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0.4 f’c

At approximately what stress level is the secant modulus typically evaluated in concrete?

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Normal strength concrete

The ACI building code gives the following expressions for calculating the secant modulus of elasticity of Concrete, Ec. This expression only applies to?

<p>The ACI building code gives the following expressions for calculating the secant modulus of elasticity of Concrete, Ec. This expression only applies to? </p>
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True

High Strength Concrete is defined by the ACI Code when cylinder compressive strength exceeds 6000 psi (41.4 MPa).

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False

Concrete with compressive strength of 5000 psi (34.5 MPa) is classified as High Strength Concrete.

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True

The compressive strength range of 6000 to 12000 psi (42–84 MPa) is considered High Strength Concrete.

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False

The modulus of elasticity for High Strength Concrete uses the same expressions as Normal Strength Concrete

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True

High Strength Concrete is generally stronger and stiffer compared to Normal Strength Concrete.

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6000 psi (41.4 MPa)

According to the ACI Code, High Strength Concrete is defined when compressive strength exceeds:

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6000 – 12000 psi (42–84 MPa)

The compressive strength range of High Strength Concrete is:

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It uses special modulus expressions for design

High Strength Concrete differs from Normal Strength Concrete because:

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AC

Which organization defines High Strength Concrete as having f’c greater than 6000 psi?

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Has higher compressive strength and stiffness

Compared to Normal Strength Concrete, High Strength Concrete generally:

79
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True

The modulus of rupture indicates the tensile capacity of concrete under bending.

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False

According to ACI, the tensile strength of concrete can be approximated as 50% of its compressive strength.

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True

A good approximation of tensile strength is 10–20% of the compressive strength (f’c).

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True

The modulus of rupture test is performed using simply supported beams.

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True

The modulus of rupture is typically tested under 3-point or 4-point bending configurations

84
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Tensile capacity under bending

The modulus of rupture of concrete represents:

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10–20% of f’c

According to ACI, the tensile strength of concrete is approximately:

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3-point or 4-point bending test

Which test setup is commonly used to measure the modulus of rupture?

87
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At the midspan of the beam

In the 3-point bending test for modulus of rupture, the load is applied:

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Tensile strength of concrete under flexure

The modulus of rupture is generally used to estimate:

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True

Time-dependent deformation in concrete is mainly due to creep and shrinkage.

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False

Creep refers to the immediate elastic deformation of concrete under load.

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True

Shrinkage and creep can cause a partial loss of prestress force

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False

Time-dependent deformation has no effect on the deflection of concrete members.

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True

Both creep and shrinkage are important factors in the long-term behavior of prestressed concrete structures.

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Creep and shrinkage

Time-dependent deformation of concrete primarily results from:

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Gradual increase in strain under sustained load

Creep in concrete refers to:

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Reduction in volume due to moisture loss

Shrinkage in concrete refers to:

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Loss of prestress force

A major consequence of creep and shrinkage in prestressed concrete is:

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Change in deflection

One structural effect of time-dependent deformation in concrete is:

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True

Creep is the property of materials where they continue to deform over time under constant stress.

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True

The initial deformation of concrete under load is called elastic strain.