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Chimney Breast Removal Structural Calculations: 5 Critical Checks Every Project Needs

Removing a chimney breast is one of the most structurally complex domestic alterations a homeowner can carry out. Unlike a wall removal — where you replace a wall with a beam — a chimney breast removal leaves the flue stack above unsupported and introduces a concentrated point load onto a new steel beam at every floor level where the breast has been removed.

Chimney breast removal structural calculations are not optional. Building Control will require full structural calculations before they approve the work. This guide explains exactly what the calculations cover, what steelwork is involved, and what goes wrong when the design is skipped.

Critical point: Removing a chimney breast on the ground floor while leaving the stack above intact means the entire weight of the flue — which can be 3–6 tonnes on a two-storey semi-detached — is now concentrated on a single steel beam. This is not a simple lintel job.

Why Chimney Breast Removal Structural Calculations Are Mandatory

A chimney breast is structural. It sits on the foundations, supports its own mass through every floor level, and in older properties frequently carries floor joists that bear into it. When you remove any section, you break the load path. The mass above must go somewhere — and it all goes onto the steel beam you install at the level of removal.

The load on that beam depends on:

  • The number of floors of chimney breast remaining above
  • The height and mass of the remaining flue and stack above the roofline
  • Whether any floor joists frame into the chimney breast (adding floor load)
  • Whether the chimney is part of a party wall (requiring party wall agreement)

Building Control need to see that the beam is adequate for all of these loads before they will approve the work. Chimney breast removal structural calculations are the document that proves this.

Chimney Breast Removal Structural Calculations: What the Engineer Checks

Load Take-Down Total weight of chimney stack, flue liners, and masonry above removal level. Includes self-weight of beam.
Section Classification Steel beam classified as Class 1, 2, 3 or 4 under Eurocode 3 — determines which design method applies.
Bending Moment Check Peak bending moment at mid-span must not exceed the beam's bending resistance. Governed by Mc,Rd = Wy × fy / γM0.
LTB Check Is the beam restrained against lateral torsional buckling? If not, a reduction factor χLT is applied — often the governing check on chimney beams.
Shear Check Shear force at the beam supports must not exceed the plastic shear resistance Vpl,Rd = Av(fy/√3)/γM0. Rarely governs — but always checked.
Deflection Check Imposed load deflection limited to Span/360 where brittle finishes are above (plaster, masonry). Total deflection limited to Span/200.

Steel Section Classification in Chimney Breast Removal Structural Calculations

Before any capacity check can be done, the engineer must classify the proposed steel section. Under Eurocode 3 (BS EN 1993-1-1 Clause 5.5.2), all rolled steel I and H sections fall into one of four classes based on how slender the web and flange elements are relative to their thickness.

The classification uses the coefficient ε = √(235/fy) where fy is the yield strength in N/mm². For S355 steel (the current UK standard), ε = √(235/355) = 0.81.

Class Behaviour Web limit (c/t) Flange limit (c/t) Used in chimney calcs?
Class 1 — Plastic Can form full plastic hinge before local buckling ≤ 72ε ≤ 9ε ✓ Most common — use plastic modulus Wpl,y
Class 2 — Compact Limited rotation before local buckling ≤ 83ε ≤ 10ε ✓ Acceptable — use plastic modulus Wpl,y
Class 3 — Semi-compact Elastic stresses only — no plastic hinge ≤ 124ε ≤ 14ε Use elastic modulus Wel,y only
Class 4 — Slender Local buckling before yield Beyond Class 3 Beyond Class 3 Not found in standard rolled UB/UC sections

In practice, all standard Universal Beams (UB) and Universal Columns (UC) used in residential chimney breast removal structural calculations are Class 1 or Class 2. Class 4 sections do not occur in standard rolled sections and are not relevant here.

The LTB Check — Why It Governs Chimney Breast Removal Structural Calculations

The most critical check in chimney breast removal structural calculations is almost always lateral torsional buckling (LTB). A chimney breast removal beam sits in a very specific and awkward structural position:

  • It bears a large point load at or near mid-span (the chimney stack above)
  • It is rarely restrained by floor joists, because the floor joists typically bear on the chimney breast, not into the new beam
  • The top flange — the compression flange under hogging — has no lateral restraint from the masonry above

This makes the beam unrestrained in the Eurocode 3 sense. An unrestrained beam cannot achieve its full bending moment resistance — a reduction factor χLT must be applied.

Stack above (point load P) Steel beam Span L (unrestrained) LTB — top flange buckles sideways No joists framing in → fully unrestrained

The LTB reduction factor χLT is calculated using the non-dimensional slenderness λ̄LT of the beam. For S355 steel, the simplified NCCI method gives:

Non-dimensional slenderness (S355): λ̄LT = (L/iz) ÷ 85 Non-dimensional slenderness (S275): λ̄LT = (L/iz) ÷ 96 Where: L = distance between lateral restraints to the compression flange (mm) iz = radius of gyration about the minor axis (cm, from section tables) Then the reduction factor χLT: ΦLT = 0.5[1 + αLT(λ̄LT − 0.4) + 0.75λ̄LT²] χLT = 1 / [ΦLT + √(ΦLT² − 0.75λ̄LT²)] Reduced bending resistance (unrestrained): Mb,Rd = χLT × Wy × fy / γM1 This Mb,Rd must exceed the applied bending moment MEd ✓

The buckling curve (which sets αLT, the imperfection factor) depends on the h/b ratio of the section. For standard UB sections with h/b > 2, buckling curve 'b' applies (αLT = 0.34). For UC sections and stocky UBs with h/b ≤ 2, curve 'c' applies (αLT = 0.49). Choosing the wrong curve results in an unconservative — and potentially unsafe — beam specification.

Chimney Breast Removal Structural Calculations: Full Worked Example

The scenario: removing the ground floor chimney breast in a 1930s semi-detached. The first floor breast remains, as does the full flue and stack above. The beam must carry the concentrated point load from the stack above at mid-span.

1
Establish loads Chimney stack and flue above: 320mm × 320mm stack, estimated height 4.5m above beam, dense brick at 20 kN/m³ = 28 kN point load at mid-span. No floor joists frame into this beam. Self-weight of beam: assume 1.0 kN/m UDL. Span: 1.2m between supporting piers. Steel grade: S355.
2
Applied forces (ULS) Ultimate point load: 28 × 1.5 = 42 kN
Ultimate UDL (self-weight): 1.0 × 1.35 = 1.35 kN/m
Max bending moment: MEd = PL/4 + wL²/8 = (42 × 1.2)/4 + (1.35 × 1.2²)/8 = 12.6 + 0.24 = 12.8 kNm
Max shear force: VEd = P/2 + wL/2 = 21 + 0.81 = 21.8 kN
3
Try 152×152×23 UC in S355 Properties from section tables: h = 152.4mm, b = 152.2mm, tw = 6.1mm, tf = 6.8mm, Wpl,y = 184 cm³, iz = 3.70 cm, fy = 355 N/mm² (flange < 16mm thick).
h/b = 152.4/152.2 = 1.00 → h/b ≤ 2 → buckling curve 'c' applies, αLT = 0.49
4
Section classification (S355, ε = 0.81) Web: c/t = (152.4 − 2×6.8 − 2×7.6)/6.1 = 116.0/6.1 = 19.0. Limit Class 1 = 72ε = 58.3. 19.0 < 58.3 ✓
Flange: c/t = ((152.2/2) − 6.1/2 − 7.6)/6.8 = 65.5/6.8 = 9.6. Limit Class 1 = 9ε = 7.3. 9.6 > 7.3 → check Class 2 = 10ε = 8.1. 9.6 > 8.1 → Class 3 flange. Section is Class 3 — use Wel,y = 158 cm³, not plastic modulus.
5
Upsize to 152×152×30 UC in S355 tf = 9.4mm → fy = 355 N/mm². Flange c/t = (152.9/2 − 7.6/2 − 7.6)/9.4 = 62.85/9.4 = 6.7. Limit Class 1 = 9 × 0.81 = 7.3. 6.7 < 7.3 ✓ Class 1 section. Use Wpl,y = 248 cm³.
6
LTB check (unrestrained, L = 1200mm) λ̄LT = (L/iz) ÷ 85 = (1200/37.0) ÷ 85 = 32.4 ÷ 85 = 0.38
Since λ̄LT = 0.38 < λ̄LT,0 = 0.4, no LTB reduction needed — χLT = 1.0
Mc,Rd = Wpl,y × fy / γM0 = 248 × 10³ × 355 / 1.0 × 10⁻⁶ = 88.0 kNm
88.0 kNm > 12.8 kNm ✓ — bending check passes with large margin
7
Shear and deflection checks Vpl,Rd = Av(fy/√3)/γM0 = (152.4 × 6.1 × 355/√3) × 10⁻³ = 190 kN > 21.8 kN ✓
Serviceability deflection (SLS point load 28 kN at mid-span):
δ = PL³/48EI = 28,000 × 1200³ / (48 × 210,000 × 1748 × 10⁴) = 0.3mm
Limit = Span/360 = 1200/360 = 3.3mm. 0.3mm < 3.3mm ✓
Specification: 152×152×30 UC in S355. Padstones: 215×215×100mm precast concrete at 40N/mm² at each bearing.

What Chimney Breast Removal Structural Calculations Must Include

To satisfy Building Control, chimney breast removal structural calculations must cover the full load path — not just the beam at the point of removal:

Weight of chimney stack and flue above
Section classification of proposed beam
LTB assessment (restrained vs. unrestrained)
Bending moment resistance check (ULS)
Shear resistance check (ULS)
Deflection check (SLS, Span/360)
Bearing stress and padstone specification
Load path to foundation (adequacy of piers)

On multi-storey removals — where chimney breasts are removed at both ground and first floor — each beam at each level must be calculated independently. The beam at ground floor typically carries more load because the full stack above is unsupported.

5 Critical Mistakes in Chimney Breast Removal Structural Calculations

Underestimating the stack weight

Chimney stacks are deceptively heavy. A full-height brick stack with clay liner pots on a semi-detached can weigh 3–5 tonnes. Some engineers use a density of 18 kN/m³ for brick when the actual value for dense solid brick is up to 22 kN/m³. The chimney breast removal structural calculations must use the correct material density — not a round number.

Assuming the beam is restrained when it is not

If the floor joists run parallel to the chimney breast (a common arrangement in the front and back reception rooms of Victorian and Edwardian terraces), they do not frame into the new beam. The beam is unrestrained, and χLT must be applied. Treating an unrestrained beam as restrained is the single most common source of under-designed chimney breast beams.

Not checking the existing piers

The beam bears onto the existing masonry piers on either side of the original chimney breast opening. These piers were not designed to carry the full concentrated load from the stack above. Chimney breast removal structural calculations must verify that the pier masonry can carry the new bearing reaction — and specify a padstone if bearing stress is exceeded.

Removing the breast without a party wall agreement

In a semi-detached or terraced property, the chimney breast is on or near a party wall. Removing it without a Party Wall Act 1996 agreement exposes the homeowner to legal liability — even if the structural calculations are correct. The structural calculations and the party wall process are separate obligations.

Using a standard lintel rather than a structural beam

A proprietary pressed steel lintel is not appropriate for this application. Standard lintel load tables are based on uniformly distributed masonry loads, not concentrated point loads from a chimney stack. Chimney breast removal always requires a structural steel beam designed to Eurocode 3 — not a catalogue lintel selection.

Chimney Breast Removal Structural Calculations: Frequently Asked Questions

Do I need structural calculations to remove a chimney breast?

Yes, always. Removing a chimney breast in a load-bearing wall requires Building Control approval, and Building Control will not approve the work without structural calculations from a qualified structural engineer. This applies whether you are removing the breast in one room only or at multiple levels.

How long does the chimney breast removal structural calculations process take?

A standard single-removal calculation — one level, straightforward loading, standard section — typically takes 3–5 working days from instruction. Multi-storey removals or unusual loading conditions (large stacks, party wall complications) may take longer. We offer fixed-fee calculations with a fast turnaround — use the form to get started.

Can the chimney stack be left in place at roof level?

Yes, and it often is. Homeowners frequently remove the breast from one or more rooms while leaving the external stack above the roofline. This is perfectly acceptable structurally, provided the new beam at the highest level of removal is correctly designed to carry the full weight of the remaining stack. The chimney breast removal structural calculations must account for this load.

What size beam is typically used for a chimney breast removal?

There is no standard answer — it depends on the span between the supporting piers and the weight of the stack above. For a typical single-storey removal in a semi-detached (span 1.0–1.5m, moderate stack weight), a 152×152×30 UC or 152×152×37 UC in S355 is common. For ground floor removals carrying both floors of breast, a heavier section is often required. Always use calculations, not rules of thumb.

Wall Removal Structural Calculations → Steel Beam Design for Residential Guide → Padstone Design Guide → Lintel Design in Masonry Walls →

When Gallow Brackets Are Used in Chimney Breast Removal

In some chimney breast removals — particularly where the breast sits against or on a party wall — it is not possible to install a conventional steel beam bearing onto masonry piers either side. There may be no adequate masonry to bear onto, or the opening width makes a spanning beam impractical.

In these cases, gallow brackets are used. Rather than spanning across an opening, gallow brackets are steel cantilever assemblies that are fixed to the party wall or flank wall using chemical anchors. The chimney breast above is supported on a series of concrete lintels bearing across the brackets, and the full stack load is transferred into the wall through the bracket fixings.

When gallow brackets are needed:
  • No adequate masonry pier available to bear a spanning beam
  • Chimney breast is on or immediately adjacent to a party wall
  • Ground floor removal where the breast sits on a sleeper wall only
  • Retrospective support required where beam installation is impractical

What This Detail Means for Your Project

The gallow bracket approach transfers the chimney stack load into the party wall or flank wall via chemical anchors rather than relying on masonry piers to carry a spanning beam. Each bracket is typically fabricated from welded steel angles fixed to the wall with chemical anchors, with concrete lintels spanning across the bracket tops to support the chimney breast above. The key engineering checks are:

  • Bracket section adequacy: The welded angle assembly must carry the vertical load from the concrete lintels above without excessive bending at the wall face. The section size is determined by calculation — typically 3 No. 50×50×5.0mm equal angles welded together for moderate chimney loads.
  • Overturning moment: Because the load acts at an eccentricity from the wall face, the bracket creates an overturning moment at the anchor group. This moment is resolved into a tension force F1 in the upper anchor and a compression/shear force F2 in the lower anchor.
  • Chemical anchor capacity: Each anchor must be checked against its pull-out (tension) and shear capacity for the embedment depth specified. In this case, M12 Fischer FIS V Plus anchors at 70mm embedment give 3.0 kN tension and 4.8 kN shear capacity — both adequate for the calculated forces.
  • Concrete lintel bearing: The concrete lintels spanning between brackets must themselves be checked for bending, shear and deflection — they are structural elements, not just formwork.

Gallow bracket designs must be included in the chimney breast removal structural calculations submitted to Building Control. The anchor specification, bracket section, and lintel design all require formal engineering sign-off — this is not a detail a builder can select from a catalogue.

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