RCD Terminologies
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Questions and Answers

What does the symbol 𝑳𝒅 represent in the context of reinforcement?

  • Length for compression
  • Lap splice for tension
  • Development length for tension (correct)
  • Standard hook length

What is a consequence of a lack of bonding between steel bars and concrete?

  • Steel and concrete will act as a unit.
  • Steel bars may pull loose from the concrete. (correct)
  • Improved structural integrity.
  • Bars will remain fixed in place.

Which modification factor accounts for the casting position of reinforcement?

  • ψ𝑇
  • ψ𝑡 (correct)
  • ψ𝑐
  • ψ𝑠

What is the primary function of development length in reinforced concrete?

<p>To prevent slippage of bars in concrete. (C)</p> Signup and view all the answers

Which symbol represents the specified yield strength of steel?

<p>𝑓𝑦 (D)</p> Signup and view all the answers

The lap splice for tension is denoted by which symbol?

<p>𝑙𝑠𝑡 (B)</p> Signup and view all the answers

What must occur for steel and concrete to effectively function together in reinforced concrete?

<p>No slippage of steel bars. (A)</p> Signup and view all the answers

Which modification factor applies to the size of the reinforcement?

<p>ψ𝑠 (B)</p> Signup and view all the answers

What is the modification factor for lightweight concrete when the tensile strength, $𝑓𝑐𝑡$, is specified?

<p>0.75 (B)</p> Signup and view all the answers

What is the modification factor for epoxy-coated or dual-coated reinforcement?

<p>1.2 (D)</p> Signup and view all the answers

Which covers on hooks for 36mmØ bars result in a modification factor of 0.7?

<p>Side cover ≥ 65mm (B)</p> Signup and view all the answers

What is the modification factor for uncoated or zinc-coated reinforcement?

<p>1.0 (C)</p> Signup and view all the answers

Which condition does not alter the modification factor from 1.0?

<p>Normal-weight concrete (B)</p> Signup and view all the answers

What is the modification factor for 90-degree hooks of 36mmØ bars with proper cover?

<p>1.0 (D)</p> Signup and view all the answers

For lightweight concrete, what modification factor is indicated for the development of hooked bars in tension?

<p>0.75 (B)</p> Signup and view all the answers

What is the modification factor that applies to other conditions that do not fit specific criteria?

<p>1.0 (D)</p> Signup and view all the answers

What is the clear spacing requirement for bars or wires that are being developed or lap-spliced?

<p>At least 2𝑑𝑏 (D)</p> Signup and view all the answers

For deformed bars and wires in tension, which equation is used to calculate the development length (𝑳𝒅)?

<p>𝑳𝒅 = (1.1λ√𝑓𝑐′(𝑐𝑏 + 𝑲𝑡𝑟)) / 𝑑𝑏 (D)</p> Signup and view all the answers

What is the maximum value that the confinement term (𝑐𝑏 + 𝑲𝑡𝑟) can reach?

<p>2.5 (B)</p> Signup and view all the answers

In which case can 𝑲𝑡𝑟 be set to zero as a design simplification?

<p>When transverse reinforcement is present (D)</p> Signup and view all the answers

What is the condition for clear cover required for deformed bars and wires?

<p>At least 1.0𝑑𝑏 (B)</p> Signup and view all the answers

What is the minimum code requirement for development length for deformed bars working under normal conditions?

<p>1.4λ√𝑓𝑐′ (D)</p> Signup and view all the answers

The factor 1.1 used in the equation for calculating the development length (𝑳𝒅) accounts for what?

<p>Concrete cover compressive strength (A)</p> Signup and view all the answers

To ensure adequate development length, the spacing of bars must be at least how many times the diameter (𝑑𝑏)?

<p>2 times (A)</p> Signup and view all the answers

What should be done if the slab thickness 'd' is less than the required 'd_required'?

<p>Use a thicker slab (A)</p> Signup and view all the answers

In calculating required main bar spacing, what should the spacing 's' not exceed?

<p>450mm or 3h, whichever is lesser (B)</p> Signup and view all the answers

What does the variable ρ represent in the context provided?

<p>The required reinforcing steel ratio (A)</p> Signup and view all the answers

To find the required area of steel reinforcement 'As', which formula is used?

<p>As = ρ * b * d (A)</p> Signup and view all the answers

Which factor is NOT considered in calculating spacing of deformed shrinkage and temperature reinforcement?

<p>Minimum required tensile strength of concrete (D)</p> Signup and view all the answers

What is the purpose of checking ρ_min?

<p>To ensure minimum reinforcement ratios are met (B)</p> Signup and view all the answers

What does the notation 'Mu = Ø Bf' signify in the context?

<p>It represents the moment capacity of the slab (D)</p> Signup and view all the answers

If the relationship between the variables indicates 'd' is adequate, what is the implication for the slab design?

<p>The slab meets the required thickness (C)</p> Signup and view all the answers

What does the factor $K_{tr}$ represent?

<p>The contribution of confining reinforcement across potential splitting planes (A)</p> Signup and view all the answers

Which option represents $c_b$ correctly?

<p>The lesser of the distance to the nearest surface or half the spacing (A)</p> Signup and view all the answers

What is the modification factor for lightweight concrete under specified conditions?

<p>0.75 (D)</p> Signup and view all the answers

In which condition does an epoxy-coated reinforcement have a modification factor of 1.5?

<p>With clear cover less than $3d_b$ or spacing less than $6d_b$ (B)</p> Signup and view all the answers

What is the value of the modification factor for uncoated reinforcement?

<p>1.0 (A)</p> Signup and view all the answers

For standard hooks in tension, $L_{dh}$ must be the greater of which options?

<p>Three specified lengths related to the reinforcement (B)</p> Signup and view all the answers

What factor applies to deformed bars 20mmØ and smaller?

<p>0.8 (C)</p> Signup and view all the answers

What is the maximum allowable product of $ψ_t$ and $ψ_e$?

<p>1.7 (B)</p> Signup and view all the answers

What condition leads to a modification factor of 1.3?

<p>When more than 300mm of fresh concrete is placed below horizontal reinforcement (B)</p> Signup and view all the answers

When does epoxy-coated reinforcement for all other conditions receive a modification factor of 1.2?

<p>For situations not covered by other specific conditions (D)</p> Signup and view all the answers

What is the coefficient for the exterior negative moment if the support is a column?

<p>-1/16 (D)</p> Signup and view all the answers

Which formula represents the Factored Moment M2 to be carried by the slab?

<p>$W_u = 1.2W_D + 1.6W_L$ (A)</p> Signup and view all the answers

How is the effective depth 'd' calculated in slab design?

<p>$d = h - concrete cover - d_b$ (C)</p> Signup and view all the answers

What should be done with the moments calculated in accordance with Section 406.5.2?

<p>They cannot be redistributed. (B)</p> Signup and view all the answers

For beams with a ratio of the sum of column stiffnesses to beam stiffnesses exceeding 8, what is the implication for design?

<p>Design considerations need to factor in specific support types. (C)</p> Signup and view all the answers

What is the approximate shear value $(V_u)$ at the exterior face of the first interior support?

<p>$1.15W_uL_n/12$ (C)</p> Signup and view all the answers

What must be checked after computing the effective depth and factored moment for a one-way slab?

<p>Whether the slab thickness is adequate for the maximum moment. (C)</p> Signup and view all the answers

For slabs with spans not exceeding 3 meters, which design consideration is necessary?

<p>Careful calculation of both moments and shears (B)</p> Signup and view all the answers

Flashcards

Development length (tension)

The length of a reinforcing bar required to develop its design strength in tension within the concrete.

Development length (compression)

The length of a reinforcing bar needed to develop its design strength in compression within the concrete.

Development length of standard hook

The required length of a standard reinforcing bar hook to adequately develop its strength.

Lap splice for compression

The lap length required to connect reinforcing bars in compression.

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Lap splice for tension

The required lap length to connect reinforcing bars in tension.

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Straight extension

The length of a reinforcing bar extending straight outside the bend of a hook.

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Bond stress

The stress between the reinforcement and concrete, essential for proper transfer of forces.

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Reinforcing bar diameter

The physical width of the steel bar used in reinforced concrete structures.

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Development Length (Ld)

The length required for a reinforcing bar to develop its full design strength in concrete.

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Spacing of deformed bars/wires

Clear spacing between bars or wires being developed or lap-spliced, must not be less than db.

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Development length formula for deformed bars

Ld = (fy ψt ψe)db / (1.1 λ√fc' (cb + Ktr))

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Confinement term (cb + Ktr)/db

A term in the development length formula, which represents the concrete confinement effect and should not exceed 2.5

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Ktr

A confinement factor in the calculation of development length. Ktr = 40Atr/Sn

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Transverse reinforcement (stirrups/ties)

Reinforcement placed perpendicular to the longitudinal bars in a structural member to control splitting.

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Minimum clear spacing (bars/wires)

The minimum allowable distance between reinforcing bars or wires in a concrete member.

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Cover (concrete)

The minimum distance between the reinforcing steel and the outside surface of the concrete member.

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KtR factor

Represents confining reinforcement's contribution to splitting planes.

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Modification Factor (Tension)

Adjusts development length for different concrete types, coating, and bar size.

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Lightweight Concrete Modification Factor

Development length modification factor for lightweight concrete is 0.75

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Epoxy-coated reinforcement Modification Factor

Development length modification factor exceeding 1.0 for epoxy coated reinforcement with specific conditions.

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Standard Hook Development (Ldh)

Greater of three calculated values (a,b,c) to determine development of deformed bars with a standard hook in tension.

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Casting Position Correction (ψt)

Adjustment to development length if fresh concrete is below the horizontal reinforcement.

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Modification Factor (𝝀)

A multiplier used to adjust the development length based on concrete type. This factor accounts for variations in bond strength between different concrete mixes.

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Modification Factor (𝛙𝒆)

A multiplier used to adjust the development length based on the type of coating on the reinforcing bar. This factor accounts for potential differences in bond strength due to coatings.

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Modification Factor (𝛙𝒄)

A multiplier used to adjust the development length based on the cover provided to the hook. This factor accounts for the influence of cover on the bond strength between the hook and concrete.

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Lightweight Concrete

A type of concrete with a lower density than normal-weight concrete. It may have a weaker bond to the reinforcing bars.

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Epoxy-coated Reinforcement

Reinforcing bars with an epoxy coating applied to improve corrosion resistance. This coating can also affect the bond strength.

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Hooked Bars

Reinforcing bars bent into a hook shape, providing additional anchoring into the concrete. This increases the development length, providing more resistance.

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Discontinuous Ends

The ends of reinforcing bars where they are not continuous with other bars. This requires specific detailing to ensure proper strength.

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Minimum Slab Thickness

The smallest allowable thickness for a one-way slab, determined from Table 407.3.1.1.

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Effective Depth (d)

The distance from the extreme compression fiber to the centroid of the tension reinforcement in a slab.

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Factored Moment (M2)

The maximum moment a slab needs to resist, calculated considering all loads and safety factors.

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Factored Load (Wu)

The total load on a slab, accounting for both dead and live loads with safety factors.

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Exterior Negative Moment

The bending moment at the edge of a slab where it meets a support, influenced by the support type.

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Approximate Shears for Continuous Beams

Assumptions used to quickly estimate the shear forces acting on continuous beams and slabs.

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Column Stiffness

The resistance of a column to deformation under load.

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Beam Stiffness

The resistance of a beam to deformation under load.

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Slab Thickness Check

Determining if the existing slab thickness is sufficient to support the applied load. This involves calculating the required thickness and comparing it to the actual thickness.

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Required Slab Thickness

The minimum thickness needed for a slab to safely support the applied load. It is calculated using a formula incorporating factors like material strength, load, and reinforcement.

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Reinforcement Ratio (ρ)

The ratio of the area of steel reinforcement to the area of concrete. It represents the percentage of steel in the concrete mixture.

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Minimum Reinforcement Ratio (ρmin)

The minimum allowable reinforcement ratio in a concrete slab, ensuring adequate strength and crack control.

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Required Area of Steel (As)

The total area of steel reinforcement needed in a slab to safely support the load. It is calculated using the slab width, thickness, and reinforcement ratio.

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Spacing of Main Bars

The distance between individual steel reinforcing bars in a slab, determining the distribution of reinforcement.

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Temperature Bars

Steel reinforcement in a slab to manage thermal expansion and contraction. It helps prevent cracking due to temperature changes.

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Spacing of Temperature Bars

The distance between temperature steel bars, ensuring adequate distribution to manage thermal stresses.

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Study Notes

Introduction to Reinforced Concrete

  • Concrete is a mixture of aggregates (sand, gravel, crushed rock) and cement paste (cement and water). Sometimes admixtures are added to change concrete properties.
  • Reinforced concrete combines concrete with steel reinforcement to improve tensile strength (concrete has low tensile strength). Steel also resists compression forces.
  • Aggregates make up roughly three-quarters of concrete volume. Fine aggregates are usually sand, and coarse aggregates are usually gravel or crushed stone. Material that passes a No. 4 sieve (about 6mm in size) is fine aggregate.

Notations & Symbols

  • Dead Load (DL): load from a structure's weight
  • Earthquake Load (E): load from earthquakes
  • Live Load (LL): load resulting from the use of a structure
  • Wind Load (W): load from wind
  • Modulus of elasticity of concrete (Ec): a measure of how much a material deflects under stress
  • Modulus of elasticity of steel (Es): a measure of how much steel deflects under stress
  • Specified compressive stress of concrete (fc): the maximum compressive stress concrete can withstand
  • Specified yield strength of steel (fy): the stress at which steel begins to yield
  • Diameter of aggregates (dagg): the size of aggregates
  • Diameter of bar (do): diameter of reinforcing steel bars
  • Diameter of stirrups (ds): diameter of reinforcement used in stirrups
  • Area of bar (A): area of a single reinforcing steel bar

Concrete Design Properties (NSCP 2015)

  • Specified Compressive Strength (fc): Values are specified in construction documents. Limits and structural strength requirements are in tables within the code.
  • Modulus of Elasticity (Ec): a calculated value for concrete based on its strength, age, loading type, and proportions of cement and aggregates. Calculations use equations.

Minimum Spacing and Bundled Reinforcement (NSCP 2015)

  • Parallel non-prestressed reinforcement in horizontal layers has a minimum clear spacing of at least 25mm, the diameter of the bar (d1), and (4/3) * diameter of aggregates (dagg).
  • Parallel non-prestressed reinforcement in multiple horizontal layers has a minimum clear spacing of 25mm between layers
  • Longitudinal reinforcement in columns, pedestals, struts, and boundary elements in walls has a minimum clear spacing of at least 40mm, 1.5 times the bar diameter (1.5d), and (4/3) * diameter of aggregates (dagg)
  • Bundled reinforcement is limited to a maximum of four bars in any one bundle in contact.
  • Bundled bars require transverse reinforcement.

Concrete Cover Requirements (NSCP 2015)

  • Non-prestressed cast-in-place concrete members require specific concrete cover to surround reinforcement. The amount of cover varies based on exposure conditions.
  • Prestressed concrete members also require specific concrete cover for reinforcement, ducts, and end fittings.

Strength Reduction Factors (NSCP 2015)

  • Strength reduction factor (Ø) is a factor used to modify the nominal strength of parts of a structure based on factors like moment, axial force, and other conditions. Specific values are found in the code.

Loads and Load Combinations (NSCP 2015)

  • Dead Loads (DL): Loads of constant magnitude in a fixed location, e.g. the structure's weight and permanent fixtures.
  • Live Loads (LL): Loads that vary in magnitude and position. Examples include people, equipment, materials.
  • Environmental Loads: Loads from the environment like wind, temperature changes, earthquakes.
  • Load Combinations: Specific combinations of loads are used for design in the code.

Arrangement of Reinforcing Bars (Rectangular Beams)

  • For maximum efficiency in rectangular beams, reinforcement bars are arranged to maximize the effective depth of reinforcement.
  • Minimum cover for beams (40mm) and minimum spacing between parallel bars (25mm or bar diameter) are required.

Analysis and Design of Beams for Flexure

  • Steel and concrete have different strengths and behaviors when stressed, so these need to be accounted for in the design.
  • Steel yield strength and concrete compressive stress govern design.

Types of Failures and Strain Limits

  • Tension-controlled section: Steel yields before concrete reaches maximum strength.
  • Balanced section: Steel and concrete fail simultaneously.
  • Compression-controlled section: Concrete fails before steel yields.

T-Beams

  • T-beams have a wider flange section to support loads efficiently and are analyzed as a combination of the web and flange. The width of the flange varies depending on the web and support locations, as specified in tables in the code.
  • Analysis is different depending on whether the flange is in compression or tension.

Doubly Reinforced Beams

  • If moments exceed the capabilities of the concrete alone, compression reinforcement is added.

Analysis and Design of One-Way Slabs

  • One-way slabs bend in one direction perpendicular to the supports
  • The minimum slab thickness (h) varies depending on support conditions, as specified in tables in the code.
  • Minimum areas of steel reinforcement needed to meet code requirements are based on the span length and load conditions.

Analysis of Continuous Beams and One-Way Slabs

  • Coefficients are used for determining moment and shear based on the span length and load conditions in continuous beams and one-way slabs. Values are in tables, according to the supported condition.

Shear in Beams

  • Beams need to be designed for both shear and bending moment to avoid failure.
  • Code specifies requirements for calculating shear forces based on the factored load Vu and nominal shear strength of concrete (Ve) and reinforcement (Vs)
  • Code limits spacing of stirrups, and areas.

Torsion in Beams

  • Torsion resistance needs to be accounted for in some situations.
  • There are methods for calculating and designing stirrups to resist torsion. The code provides tables and formulas based on the structural member and load conditions.

Short Columns

  • Columns are subject to axial loads and bending.
  • The code provides criteria for classifying columns, determining nominal load capacity based on material properties, and the limits of reinforcement.

Long/Slender Columns

  • Slender columns magnify moments, requiring special procedures to account for the impact on capacity.
  • Slenderness ratios, moment magnification, and other factors govern design in long columns.
  • Charts (alignment charts) and formulas are used to account for these conditions and magnification factors.

Bond, Development Length, Hooks and Splices of Reinforcement

  • Bond stresses are the stresses in the concrete that transfer load from steel to concrete to anchor the reinforcement at its ends
  • Development lengths are required to anchor and stress the steel. There are rules for minimum lengths, considering hooked bars and splices. Code provides tables for these values based on the concrete and steel properties and location,

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