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TSC Standards Series · Part 2 of 9

Concrete & Steel Material Properties — TS 500 and TS 708

Complete material data for structural design under Turkish standards: concrete grades C16 through C50/60 per TS 500:2000, reinforcement classes B420C and B500C per TS 708:2010, partial safety factors, modulus of elasticity, and comparison with EN 1992 and ACI 318.

Contents

  1. Concrete Grades — TS 500 Table 2
  2. Concrete Modulus and Creep
  3. Reinforcement — TS 708
  4. Structural Steel — TS EN 10025
  5. Partial Safety Factors
  6. TSC 2018 Material Requirements
  7. Comparison: TS 500 vs EN 1992 vs ACI 318

1. Concrete Grades — TS 500 Table 2

TS 500:2000 Table 2 defines concrete classes by their characteristic cylinder compressive strength fck at 28 days (150 × 300 mm cylinder). The class notation Cck/Ccube follows the Eurocode convention where the first number is the cylinder strength and the second is the 150 mm cube strength (approximately fcube = 1.25 · fck).

Classfck (MPa)fcd (MPa)
γc=1.5
fctk (MPa)fctd (MPa)
γc=1.5
Ec (GPa)Typical Use
C16/201610.71.40.9327.0Plain concrete, lightly loaded slabs
C20/252013.31.61.0728.5Minimum for RC slabs, beams
C25/302516.71.81.2030.0Standard residential construction
C30/373020.02.01.3331.5Mid-rise frames, seismic structures
C35/453523.32.21.4732.5High-rise columns, transfer slabs
C40/504026.72.51.6734.0Prestressed, high-rise
C45/554530.02.71.8035.0Special high-performance concrete
C50/605033.32.91.9336.0High-strength applications
TSC 2018 minimum concrete class: §5.4.1 requires C25/30 as the minimum concrete class for all structural elements (beams, columns, walls, slabs) in seismic design. C20/25 is only permitted for non-structural elements. In practice, C30/37 is standard for earthquake-resistant frames.

Tensile Strength fctk

TS 500 §4.2 gives the characteristic tensile strength as:

TS 500 §4.2 — Characteristic Tensile Strength
TS 500fctk = 0.35 · fck2/3MPa
Designfctd = fctk / γc = fctk / 1.5MPa

The tensile strength governs shear capacity (Vcr), punching shear, and splitting in development length calculations. It is not used directly for flexural design.

2. Concrete Modulus and Creep

TS 500 §4.5 — Modulus of Elasticity
TS 500Ec = 3250 · √fck + 14000MPa

This formula gives the initial tangent modulus. For deflection calculations in TS 500, the effective modulus accounts for creep:

TS 500 §4.5 — Effective Modulus (Long-term)
TS 500Ec,eff = Ec / (1 + φ)MPa
Relative Humidityh0 (mm)Creep Coefficient φ
(t = ∞, t₀ = 28 days)
Dry (RH = 50%)1003.3 – 4.0
Dry (RH = 50%)3002.5 – 3.0
Humid (RH = 80%)1001.7 – 2.2
Humid (RH = 80%)3001.4 – 1.8
Immersed (RH ≈ 100%)any1.0 – 1.3

Where h0 is the notional size = 2Ac/u (Ac = cross-section area, u = perimeter exposed to drying). Turkey's Mediterranean coastal climate typically falls in RH 55–70%, placing creep coefficients in the range φ = 2.0–3.0 for typical members.

Comparison with Other Standards

StandardEc Formulafck = 25 MPa Result
TS 500:20003250√fck + 1400030,250 MPa
EN 1992-1-122000 · (fcm/10)0.3 = 22000·((fck+8)/10)0.331,476 MPa
ACI 318-254700√f'c (MPa)23,500 MPa

TS 500's modulus formula gives values close to Eurocode 2 for normal-strength concrete (C20–C35), while ACI 318 yields notably lower stiffness predictions for the same cylinder strength.

3. Reinforcement — TS 708:2010

TS 708:2010 classifies reinforcing steel by yield strength and ductility class. The letter suffix (A, B, C) indicates ductility — Class C has the highest ductility and is mandatory in seismic zones per TSC 2018.

Gradefyk (MPa)fuk (MPa)fuk/fykεuk (%)DuctilityApplication
B420A420500≥ 1.05≥ 5Class A (low)Welded fabric, non-seismic only
B420B420500≥ 1.08≥ 8Class B (medium)General use, limited seismic
B420C420525≥ 1.15, ≤ 1.35≥ 12Class C (high)Seismic structures, TSC §5.4
B500A500575≥ 1.05≥ 5Class A (low)Non-seismic only
B500B500575≥ 1.08≥ 8Class B (medium)General use
B500C500575≥ 1.15, ≤ 1.35≥ 12Class C (high)Seismic structures (mandatory DTS1/2)
Design Yield Strength (TS 500 §3.4)
B420Cfyd = 420 / 1.15 = 365 MPa
B500Cfyd = 500 / 1.15 = 435 MPa
Bothεyd = fyd / Es = fyd / 200000

TSC 2018 Seismic Requirements for Reinforcement (§5.4)

Actual vs characteristic strength: TSC 2018 §5.4.3 limits overstrength — the ratio fuk,actual/fyk,nominal must remain within 1.15–1.35. If mill certificates show excessive overstrength, capacity design forces (column shear, foundation loads) may be underestimated. Always check mill certificates for seismic projects.

4. Structural Steel — TS EN 10025

For steel structures designed per TS EN 1993 (Eurocode 3 adopted by TSE), the material standard is TS EN 10025 for hot-rolled sections and plates.

GradeThickness tfy (MPa)fu (MPa)Charpy (°C)Equivalent
S235t ≤ 16 mm235360–20 (S235JR)Fe 360, A36
16 < t ≤ 40 mm225360——
S275t ≤ 16 mm275430–20 (S275JR)Fe 430
16 < t ≤ 40 mm265410——
S355t ≤ 16 mm355510–50 (S355ML)Fe 510, A992
16 < t ≤ 40 mm345490——

S355 is the dominant grade for structural frames in Turkey, preferred for its balance of strength and weldability. For seismic applications, TSC 2018 Chapter 9 specifies additional requirements: toughness grades (S355J2 or ML), and limits on yield-to-tensile ratio fy/fu ≤ 0.80 to ensure adequate plastic rotation capacity.

TS EN 1993-1-1 — Design Yield Strength
S355fyd = fy / γM0 = 355 / 1.00 = 355 MPat ≤ 16 mm
S355fyd = 345 / 1.00 = 345 MPa16 < t ≤ 40 mm
BothEs = 210,000 MPa (steel elastic modulus)

5. Partial Safety Factors

MaterialSymbolPersistent/TransientSeismic (TSC)
Concreteγc1.501.50
Reinforcement (B420C/B500C)γs1.151.15
Steel sections (yielding)γM01.001.00
Steel sections (buckling)γM11.001.00
Steel net section (fracture)γM21.251.25
Structural bolts (bearing, shear)γM21.251.25
WeldsγM21.251.25
Prefabricated concrete elementsγc1.451.45
Note: Turkish practice uses γM0 = 1.00 for structural steel (not γM0 = 1.05 as some older Eurocode National Annexes specified). This aligns with the 2022 EN 1993-1-1 revision which also sets γM0 = 1.00 as the recommended value.

6. TSC 2018 Material Requirements

TSC 2018 §5.4 imposes mandatory material quality requirements that supplement TS 500 for all elements in the seismic force-resisting system:

Material Properties for Capacity Design

When TSC 2018 requires capacity design (e.g., column design in §7.3, foundation design in §16), the expected material strengths replace design values:

TSC 2018 §5.4 — Expected Strengths for Capacity Design
Concretefce = 1.3 · fckexpected mean
Rebarfye = 1.2 · fykexpected mean

These expected strengths are used to compute probable flexural capacities (Mpr) of beams, which in turn determine the design shear of columns via the strong column–weak beam mechanism.

7. Comparison: TS 500 vs EN 1992 vs ACI 318

PropertyTS 500:2000EN 1992-1-1ACI 318-25
Concrete grade notationCck/Ccube (e.g. C25/30)Cck/Ccube (e.g. C25/30)f'c in psi or MPa (e.g. 25 MPa)
Concrete partial factorγc = 1.50γc = 1.50φ = 0.65–0.90 on capacity
Ec at fck=25 MPa30,250 MPa31,476 MPa23,500 MPa (ACI)
Max concrete strainεcu = 0.003εcu2 = 0.0035εcu = 0.003
Standard rebar (seismic)B500C (fyk=500 MPa)B500C (fyk=500 MPa)Grade 60 (fy=420 MPa)
Rebar partial factorγs = 1.15γs = 1.15φ = 0.90 (tension member)
Design fyd (B500C/Grade 60)435 MPa (B500C)435 MPa (B500C)420 MPa (Grade 60, φ=1 for nominal)
Structural steel gradesS235, S275, S355 (TS EN 10025)S235, S275, S355 (EN 10025)A36 (248 MPa), A992 (345 MPa)
Steel Es200,000 MPa210,000 MPa200,000 MPa (≈29,000 ksi)

Practical Implications

Preliminary design only. Material values should always be confirmed against the specific product certifications (CE marking, TSE certification) and the current editions of TS 500 and TS 708. Laboratory testing governs over tabulated values when required.
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