EN 1998-1:2004 §6.3.2

Seismic Behaviour Factor
(q-factor) Calculator

Enter your structural system and ductility class. Get the behaviour factor q, α_u/α_1 refinement, National Annex modifications (NL/DE/BE/FR), section class limits, and clause citations — all in one click.

EN 1998-1:2004 §6.3.2 Table 6.2 NL / DE / BE / FR NA Free — no sign-up

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Leave empty to use EN 1998-1 recommended values
Overstrength ratio from pushover analysis (EN 1998-1 §6.3.2)
Select structural system, ductility class, and NA variant above.

DCM moment frame + NL → q = 4.0
DCH MRF + DE → q = 5.0
EBF DCM + FR → q = 4.0

EN 1998-1:2004 §6.3.2 Table 6.2 — Steel q-factors

Base behaviour factors (before α_u/α_1 refinement) for steel structures per ductility class. Use α_u/α_1 = 1.20 for regular multi-storey buildings.

Structural System DCL (q) DCM (q) DCH (q) Section Class (DCM) Section Class (DCH)
Moment Resisting Frame1.54.05.0–6.5Class 1–2Class 1
Concentrically Braced Frame1.54.04.0Class 1–2Class 1
Eccentrically Braced Frame1.54.05.0–6.0Class 1–2Class 1
Dual System (MRF + Braced)1.54.04.0–5.0Class 1–2Class 1

Refined q = base_q × α_u/α_1. α_u/α_1 = 1.10 (single-storey), 1.20 (regular multi-storey), 1.30 (irregular). DCH values up to 6.5 require Class 1 sections and verified α_u/α_1 from nonlinear analysis.

National Annex modifications

NL (NEN-EN 1998-1/NA:2020): MRF DCM + DCH capped at q = 4.0 (EN allows 5.0 refined)
DE (DIN EN 1998-1/NA:2011): DCH MRF capped at q = 5.0 (EN allows 6.5)
FR (NF EN 1998-1/NA:2006): EBF DCM capped at q = 4.0 (per NF EN 1998-1/NA)
BE (NBN EN 1998-1/NA:2011): Follows EN 1998-1 closely; dual DCM capped at 4.0

Frequently asked questions

What is the behaviour factor q in Eurocode 8?
The behaviour factor q (also written as R in some codes) reduces the elastic design spectrum to account for the ductility and overstrength of the structure. A higher q means more seismic energy is dissipated through inelastic behaviour — reducing design forces but demanding more ductile detailing. q ranges from 1.5 (no ductility) to 6.5 (high ductility moment frames) per EN 1998-1:2004 §6.3.2.
What is the α_u/α_1 refinement?
α_u/α_1 is the ratio of the ultimate base shear to the yield base shear — an overstrength indicator. EN 1998-1 §6.3.2 allows q to be multiplied by this factor when it is determined by a nonlinear analysis (pushover). Default values: 1.10 for single-storey structures, 1.20 for regular multi-storey frames, 1.30 for irregular structures. For standard engineering, the table value without refinement (q_base) is often used.
How do I choose between DCL, DCM and DCH?
DCL (Low ductility) is for structures designed for gravity only with minimal seismic detailing — q ≤ 2. DCM (Medium) is the most common for standard buildings — Class 1 or 2 sections in dissipative zones, q up to 4.0. DCH (High) is for essential or large buildings requiring capacity design (strong column–weak beam), Class 1 sections only, and full ductility detailing — q up to 6.5.
How do National Annexes change the q-factor?
Some countries impose caps on the base q values in EN 1998-1 Table 6.2. For example: NL caps MRF DCM/DCH at 4.0 (standard allows up to 4.0 refined / 6.5). DE caps DCH MRF at 5.0 (standard allows 6.5). FR caps EBF DCM at 4.0. Belgium follows EN 1998-1 closely with no additional caps. Always check the relevant National Annex for the project location.
What section class is required for each ductility class?
EN 1998-1 §6.3.2 Table 6.3 defines cross-section class requirements: DCL accepts Class 1–3 in dissipative zones (no ductility demand). DCM requires Class 1 or 2 in dissipative zones; Class 3 allowed in non-dissipative. DCH requires Class 1 only in dissipative zones. Class 1 sections can develop full plastic hinges without buckling; Class 2 tolerates local buckling before plastic capacity is reached.
Does irregularity reduce the q-factor?
Yes — EN 1998-1 §4.2.3.3 applies a 0.8 factor to q for structures irregular in elevation (soft storeys, mass irregularities, setbacks). This accounts for the difficulty of achieving uniform energy dissipation in non-uniform buildings. Irregularity in plan also triggers torsional analysis requirements.
What is the difference between EBF and ordinary braced frames?
In concentrically braced frames (CBF), diagonals carry the lateral load — but they buckle in compression, limiting q to 2.5–4.0. In eccentrically braced frames (EBF), a deliberate "link" beam segment shear/Y-bends before braces buckle, allowing much higher energy dissipation — q up to 5.0–6.0 for DCH. The link length e determines whether the link dissipates in shear (short, preferred) or bending (long).
DCM moment frame with NL NA — why is q = 4.8?
For a DCM moment frame in NL: base q = 4.0 (Table 6.2). With α_u/α_1 = 1.20 (multi-storey regular), refined q = 4.0 × 1.20 = 4.8. But the NL NA caps DCM MRF at q = 4.0 — so the effective q = 4.0. This is one of the verification cases in the calculator.

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