Eurocodes - Revision history

Emma: Add 3 watermarked SVG illustrations from the Advanced visual plan

2026-11-02T16:12:26Z

Add 3 watermarked SVG illustrations from the Advanced visual plan

← Older revision		Revision as of 17:12, 2 November 2026
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	The fire description can provide gas temperatures or heat fluxes varying with time. The thermal calculation then determines temperatures within the member or protection system. The structural calculation uses those temperatures, the relevant material properties and the applied loading. A gas temperature reported by a fire model is therefore an exposure condition, not automatically a steel temperature or a resistance result.<ref name="I-2" /><ref name="I-7">Australian Building Codes Board et al. (2005), p. 2.6-7.</ref>		The fire description can provide gas temperatures or heat fluxes varying with time. The thermal calculation then determines temperatures within the member or protection system. The structural calculation uses those temperatures, the relevant material properties and the applied loading. A gas temperature reported by a fire model is therefore an exposure condition, not automatically a steel temperature or a resistance result.<ref name="I-2" /><ref name="I-7">Australian Building Codes Board et al. (2005), p. 2.6-7.</ref>
			[[File:fse-eurocodes-v1.svg\|thumb\|upright=1.5\|alt=Three-stage diagram linking fire exposure to member temperatures and then structural performance.\|The exposure, thermal response and structural response are connected but distinct stages. Based on Australian Building Codes Board et al. (2005), pp. 2.6-2 and 2.6-7–2.6-10.]]

	The Eurocode subjects identified in the IFEG follow this division. Eurocode 1 addresses actions on structures, including fire actions. Eurocodes 2 and 3 address concrete and steel respectively; Eurocode 4 addresses composite steel and concrete; Eurocode 5 addresses timber. These material-specific methods provide different ways of interpreting the response to an exposure.<ref name="I-7-10" /><ref name="I-13">Australian Building Codes Board et al. (2005), p. 2.6-13.</ref>		The Eurocode subjects identified in the IFEG follow this division. Eurocode 1 addresses actions on structures, including fire actions. Eurocodes 2 and 3 address concrete and steel respectively; Eurocode 4 addresses composite steel and concrete; Eurocode 5 addresses timber. These material-specific methods provide different ways of interpreting the response to an exposure.<ref name="I-7-10" /><ref name="I-13">Australian Building Codes Board et al. (2005), p. 2.6-13.</ref>
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	Consider a hypothetical rectangular compartment measuring 10 m by 10 m and 3 m high. Its floor area is 100 m². The floor and ceiling together contribute 200 m², while the four walls contribute 120 m². The total enclosure surface area used in the conversion is consequently 320 m².<ref name="A-40" />		Consider a hypothetical rectangular compartment measuring 10 m by 10 m and 3 m high. Its floor area is 100 m². The floor and ceiling together contribute 200 m², while the four walls contribute 120 m². The total enclosure surface area used in the conversion is consequently 320 m².<ref name="A-40" />
			[[File:fse-eurocodes-v2.svg\|thumb\|upright=1.5\|alt=A room and calculation strip convert a floor-based fire load density to an enclosure-based value for the same energy.\|Changing the reference area changes the density while preserving the represented energy. Based on Australian Building Codes Board (2020), p. 40, with hypothetical dimensions and fire load.]]

	If the selected floor-based fire load density is 600 MJ/m², the corresponding energy is 60,000 MJ. Dividing by 320 m² gives an enclosure-based density of 187.5 MJ/m². Both densities describe the same energy in this example. Substituting 600 directly for the enclosure-based value would change the represented energy and the resulting calculation.<ref name="A-40" />		If the selected floor-based fire load density is 600 MJ/m², the corresponding energy is 60,000 MJ. Dividing by 320 m² gives an enclosure-based density of 187.5 MJ/m². Both densities describe the same energy in this example. Substituting 600 directly for the enclosure-based value would change the represented energy and the resulting calculation.<ref name="A-40" />
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	Timber calculations need to account for charring and the heated material that remains. White describes the [[Reduced cross-section method\|reduced cross-section method]] through the effective section approach used in Eurocode 5. An equivalent layer with no assigned strength is added to the char depth, and the retained effective section is evaluated using ambient material properties.<ref name="W-267" />		Timber calculations need to account for charring and the heated material that remains. White describes the [[Reduced cross-section method\|reduced cross-section method]] through the effective section approach used in Eurocode 5. An equivalent layer with no assigned strength is added to the char depth, and the retained effective section is evaluated using ambient material properties.<ref name="W-267" />
			[[File:fse-eurocodes-v3.svg\|thumb\|upright=1.5\|alt=Timber section distinguishes char, an additional equivalent zero-strength layer and the retained effective section.\|The effective section approach represents thermal damage through the geometry assigned resistance. Based on White (2002), pp. 4-266–4-267.]]

	That approach differs from applying reduced strength and stiffness throughout the residual section. White also describes more detailed models that divide the remaining timber into layers with different properties. These alternatives distribute the thermal damage allowance differently. Combining a section reduction from one method with material factors from another can therefore change the intended basis of the resistance calculation.<ref name="W-266-267">White (2002), pp. 4-266–4-267.</ref>		That approach differs from applying reduced strength and stiffness throughout the residual section. White also describes more detailed models that divide the remaining timber into layers with different properties. These alternatives distribute the thermal damage allowance differently. Combining a section reduction from one method with material factors from another can therefore change the intended basis of the resistance calculation.<ref name="W-266-267">White (2002), pp. 4-266–4-267.</ref>

Peter: New FSE wiki article: Eurocodes (written by GPT-6)

2026-11-01T22:56:44Z

New FSE wiki article: Eurocodes (written by GPT-6)

New page

'''Eurocodes''' are European structural design standards whose fire-related provisions connect the representation of fire exposure with the assessment of structural performance. Van Rossum describes their use of prescribed temperature-time curves or natural-fire conditions based on the fire and enclosure. The International Fire Engineering Guidelines identify complementary Eurocode methods for steel, concrete, composite construction and timber.<ref name="V-8-6">Van Rossum (2027), §8.6.</ref><ref name="I-7-10">Australian Building Codes Board et al. (2005), pp. 2.6-7–2.6-10.</ref>

Their engineering role is broader than providing a single fire curve or a universal failure temperature. A structural assessment needs a description of the exposure, a calculation of material temperatures and an evaluation of the resulting resistance. These stages require compatible assumptions about loads, geometry, material behaviour and protection.<ref name="I-2">Australian Building Codes Board et al. (2005), p. 2.6-2.</ref><ref name="I-7-10" />

The historical methods described here illustrate that connected approach. Their application limits belong to the particular method and edition discussed in the cited guidance. A method for one material, exposure or structural arrangement cannot automatically be transferred to another. The cited handbook descriptions also need to be distinguished from the original standards that they discuss.<ref name="A-33-43">Australian Building Codes Board (2020), pp. 33–43.</ref><ref name="W-267">White (2002), p. 4-267.</ref>

== Connected stages of structural fire analysis ==

[[Structural fire engineering|Structural fire engineering]] connects fire conditions with the response of loadbearing members and systems. The IFEG describes three stages: defining the fire boundary conditions, determining the thermal response and determining the structural response. Keeping these stages distinct makes clear what each calculation produces and which information the next stage requires.<ref name="I-2" />

The fire description can provide gas temperatures or heat fluxes varying with time. The thermal calculation then determines temperatures within the member or protection system. The structural calculation uses those temperatures, the relevant material properties and the applied loading. A gas temperature reported by a fire model is therefore an exposure condition, not automatically a steel temperature or a resistance result.<ref name="I-2" /><ref name="I-7">Australian Building Codes Board et al. (2005), p. 2.6-7.</ref>

The Eurocode subjects identified in the IFEG follow this division. Eurocode 1 addresses actions on structures, including fire actions. Eurocodes 2 and 3 address concrete and steel respectively; Eurocode 4 addresses composite steel and concrete; Eurocode 5 addresses timber. These material-specific methods provide different ways of interpreting the response to an exposure.<ref name="I-7-10" /><ref name="I-13">Australian Building Codes Board et al. (2005), p. 2.6-13.</ref>

A design calculation therefore needs more than a reference to the Eurocodes as a group. It needs the actual method, its input definitions and the structural condition being represented. The ABCB Data Sheets distinguish simple thermal calculations from detailed finite element analysis. They make the same distinction between simple resistance checks and analyses that represent interactions across a structure.<ref name="A-42-43">Australian Building Codes Board (2020), pp. 42–43.</ref>

The level of detail should follow the performance question. A simplified element calculation may answer whether a member reaches a limiting temperature under stated conditions. It may not describe redistribution, restraint or interactions with neighbouring members. Where these effects determine performance, the structural model needs to represent them rather than treating the isolated element as the complete system.<ref name="I-7" /><ref name="A-43">Australian Building Codes Board (2020), p. 43.</ref>

== Prescribed and natural fire exposure ==

A [[Standard fire curve|standard fire curve]] prescribes a temperature-time exposure used to assess fire resistance. Van Rossum distinguishes this from a heat release rate curve, which specifies the fire's energy release over time. Confusing the two changes the meaning of the model input. A prescribed gas temperature is not a heat release rate expressed in different units.<ref name="V-8-6" />

For a natural-fire assessment, the temperature history is related to the fire and enclosure characteristics. Relevant factors include the fuel, ventilation and heat transfer to the boundaries. The IFEG describes the heat balance in terms of heat release and losses through openings and enclosing surfaces. These relationships explain why a particular compartment fire need not follow the standard exposure.<ref name="V-8-6" /><ref name="I-3">Australian Building Codes Board et al. (2005), p. 2.6-3.</ref>

A [[Parametric fire curve|parametric fire curve]] provides one simplified route from compartment characteristics to a temperature history. The ABCB Data Sheets describe the method in Annex A of EN 1991-1-2:2002 as an example. It represents a fully developed compartment fire using fire load, ventilation and boundary thermal properties. Its heating and cooling history then supplies input to subsequent response calculations.<ref name="A-38-42">Australian Building Codes Board (2020), pp. 38–42.</ref>

That particular model has a defined application range. The Data Sheets report a floor area limit of 500 m², a maximum compartment height of 4 m and no roof openings. They also identify mainly cellulosic fuel and complete burnout assumptions. These are qualifications of the cited historical model; they are not a definition of every possible natural-fire analysis.<ref name="A-38-39">Australian Building Codes Board (2020), pp. 38–39.</ref>

A temperature history can support questions that require the sequence of events during a fire. With an appropriate thermal and structural calculation, it can help establish when a relevant response occurs. The exposure history alone does not provide that answer. The Data Sheets explicitly separate deriving the fire regime from calculating the element's response and ability to perform its function.<ref name="A-39-43">Australian Building Codes Board (2020), pp. 39–43.</ref>

== Fire load data and a worked area conversion ==

Fire load is an important input where the duration and decay of the fire matter. Van Rossum explains that the available combustible energy helps determine how long burning can continue. This is especially relevant when assessing thermal loading of structural members and separating construction. It is a different input from the rate at which that energy is released.<ref name="V-8-5">Van Rossum (2027), §8.5.</ref>

Selecting a value requires attention to its statistical meaning and source. Van Rossum distinguishes mean fire load values from the 80th-percentile values used for a more conservative representation in the cited Dutch National Annex. The latter value is exceeded in the upper part of the assumed distribution. A mean and a percentile are therefore not interchangeable descriptions of the same design input.<ref name="V-8-5" />

The scope of the fuel inventory matters as well. In its time-equivalence inputs, the ABCB guidance states that contributions from construction elements should be added to the characteristic occupancy value. Selecting an occupancy value alone may therefore omit part of the combustible energy represented by that method. The inventory definition should be checked before undertaking the numerical conversion.<ref name="A-37">Australian Building Codes Board (2020), p. 37.</ref>

The reference area also matters. A fire load density related to floor area differs numerically from one related to the total internal enclosure surface. The ABCB presentation of the historical parametric method explicitly converts between them. The total surface includes the floor, ceiling and walls, including openings. The conversion preserves the same total combustible energy.<ref name="A-40">Australian Building Codes Board (2020), p. 40, Equation 3.11.</ref>

<div class="fse-equation">qt,d = qf,d Af / At</div>

{| class="wikitable"
! Symbol !! Meaning !! Unit
|-
| qf,d || Fire load density referred to floor area || MJ/m²
|-
| qt,d || Fire load density referred to total enclosure surface area || MJ/m²
|-
| Af || Floor area || m²
|-
| At || Total enclosure surface area, including openings || m²
|}

Consider a hypothetical rectangular compartment measuring 10 m by 10 m and 3 m high. Its floor area is 100 m². The floor and ceiling together contribute 200 m², while the four walls contribute 120 m². The total enclosure surface area used in the conversion is consequently 320 m².<ref name="A-40" />

If the selected floor-based fire load density is 600 MJ/m², the corresponding energy is 60,000 MJ. Dividing by 320 m² gives an enclosure-based density of 187.5 MJ/m². Both densities describe the same energy in this example. Substituting 600 directly for the enclosure-based value would change the represented energy and the resulting calculation.<ref name="A-40" />

This conversion is only one input step. It does not determine ventilation, boundary thermal properties, the applicable statistical design value or the structural response. It therefore cannot establish a fire resistance requirement by itself. Its purpose is to demonstrate why the definition attached to a symbol must accompany the numerical value.<ref name="A-38-43">Australian Building Codes Board (2020), pp. 38–43.</ref>

== Material-specific resistance methods ==

For steel, the IFEG distinguishes simple member calculations from general analysis of complex structures. A simplified method can calculate the temperature history and compare it with a limiting temperature associated with the applied load. The [[Critical steel temperature|critical steel temperature]] is consequently a structural criterion under specified conditions, rather than a universal property of steel.<ref name="I-7" />

Temperature gradients can change the required analysis. A beam supporting a concrete slab can have different temperatures across its section. The IFEG identifies this as a limitation of a simple uniform-temperature treatment. General structural analysis can also be necessary where deformation, restraint and redistribution affect the forces and response of connected members.<ref name="I-7" />

Protection introduces additional conditions. A calculated insulating effect assumes that the protection provides the represented thermal performance during exposure. The IFEG calls attention to its ability to remain attached while the structure deforms. A calculation based only on thickness and thermal properties cannot establish that a protection system will remain in place under the relevant fire conditions.<ref name="I-8">Australian Building Codes Board et al. (2005), p. 2.6-8.</ref>

Concrete requires a different interpretation of temperature and geometry. The IFEG describes reinforcement heating, thermal bowing and the importance of dimensions, reinforcement position, load and support conditions. It identifies Eurocode 2 among the sources of concrete design procedures. Eurocode 4 addresses composite steel-concrete construction and concrete-filled steel sections, where interaction between the materials contributes to the response.<ref name="I-8" />

Timber calculations need to account for charring and the heated material that remains. White describes the [[Reduced cross-section method|reduced cross-section method]] through the effective section approach used in Eurocode 5. An equivalent layer with no assigned strength is added to the char depth, and the retained effective section is evaluated using ambient material properties.<ref name="W-267" />

That approach differs from applying reduced strength and stiffness throughout the residual section. White also describes more detailed models that divide the remaining timber into layers with different properties. These alternatives distribute the thermal damage allowance differently. Combining a section reduction from one method with material factors from another can therefore change the intended basis of the resistance calculation.<ref name="W-266-267">White (2002), pp. 4-266–4-267.</ref>

The governing condition also depends on the element's function. The IFEG distinguishes structural adequacy from the insulation and integrity functions of separating construction. A beam and a separating slab do not necessarily have the same performance tasks. Identifying the required function is therefore necessary before choosing which result from a structural or thermal method demonstrates satisfactory performance.<ref name="I-8" />

Test evidence can complement calculation where the exposure and applied loads represent the case being assessed. The ABCB Data Sheets allow direct use of such evidence or a justified analysis of the differences. This connects method selection with validation: a familiar calculation procedure does not make unrelated test conditions representative of the proposed structure.<ref name="A-42-43" />

== Time equivalence and its limits ==

Time equivalence expresses the severity of a compartment fire as an equivalent duration of a standard fire exposure. The IFEG describes an empirical Eurocode approach based on fire load, ventilation and enclosure lining properties. The intended equivalence concerns thermal impact under the method's assumptions. It does not state that the real fire follows the standard temperature history.<ref name="I-3" />

The ABCB Data Sheets discuss Annex F of EN 1991-1-2:2002 and emphasise its material dependence. They report that the method's stated scope excludes composite steel-concrete and timber construction and is directed mainly at cellulosic fire loads. They also identify sensitivity to the protection properties and adopted critical temperature. These qualifications constrain how the resulting equivalent duration can be interpreted.<ref name="A-35">Australian Building Codes Board (2020), p. 35.</ref>

A single equivalent duration does not describe the actual time to failure within a scenario. The Data Sheets identify this limitation when considering evacuation or fire brigade intervention before collapse. They also explain that the approach does not directly resolve the effects of different heating rates and maximum temperatures. Those questions can require a time-dependent exposure and response analysis.<ref name="A-33-34">Australian Building Codes Board (2020), pp. 33–34.</ref>

The IFEG notes broader use of time equivalence as a first estimate, while the later ABCB discussion sets out specific restrictions and possible case-based justification. The broader description should not erase those restrictions. The assessment needs to explain why the selected method represents the material and performance question under consideration.<ref name="I-3" /><ref name="A-35" />

== Application within a defined design framework ==

The relationship with [[Building regulations|building regulations]] depends on the framework in which a method is being used. The ABCB Data Sheets provide an example: their FSVM guidance excludes certain Annex E fire-load adjustments when applying the Annex F approach. Their reason is that protection and intervention effects are addressed explicitly elsewhere in that assessment process.<ref name="A-35" />

That restriction illustrates the need to keep assumptions compatible across calculation stages. Applying a reduction for a protective measure and then crediting the same effect independently can alter the intended assessment basis. The cited restriction belongs to the described FSVM application. It should not be presented as a statement that the excluded annex is universally inapplicable.<ref name="A-35" />

Input provenance is equally important. Van Rossum warns that fire load values differ between sources and need to be assessed for the scenario. A value's source, reference area and statistical meaning should remain identifiable when it enters a calculation. A national annex value reproduced in a textbook is evidence of that cited dataset, not an assurance that every project should adopt it.<ref name="V-8-5" />

The assessment record should connect the exposure method, material response model, design values and applicable limits. White specifically cautions that design values and methodologies must be compatible. The ABCB Data Sheets likewise require methods appropriate to the application and consideration of thermal deflections and stresses. This compatibility is central to interpreting a Eurocode-based structural fire result.<ref name="W-267" /><ref name="A-42-43" />

== See also ==
* [[Strength reduction at elevated temperatures]]

== Notes ==
<references />

== References ==
* Australian Building Codes Board. (2020). ''Fire safety verification method data sheets'' (Version 1.1).
* Australian Building Codes Board, National Research Council of Canada, International Code Council, & Department of Building and Housing. (2005). ''International fire engineering guidelines''.
* Van Rossum, E. (2027). ''Introduction to Fire Safety Engineering''. Fire Safety Academy.
* White, R. H. (2002). Analytical methods for determining fire resistance of timber members. In P. J. DiNenno (Ed.), ''SFPE handbook of fire protection engineering'' (3rd ed., Chapter 4-11). National Fire Protection Association.

[[Category:Fire Safety Design & Regulation]]