Home Systems Guide · No. 1 · Theory guide, set v2 · draft 1

Structural & Non-Structural Framing

How a two-story wood-frame house under engineered roof trusses carries gravity and lateral load, what makes a wall structural, and what changes when a wall is opened, removed or added.

Refer to the following guides for concepts:

Applied to this house: House Project Guide, chapter 1

DepthModerate
Governing code2025 California Residential Code, effective 2026-01-01
SeismicSDC D0–D2 assumed; E noted
RoofEngineered trusses over a vented attic
VersionSet v2 draft 1 · 2026-10-23

Read this first

  1. Framing does two jobs with the same studs: it carries weight down (gravity) and resists racking (lateral), so a wall can be either, both or neither. Part 2
  2. Under clear-span trusses, interior walls carry floor load but not roof load, except where a girder truss lands and delivers a concentrated roof reaction. Part 1
  3. A beam's strength grows with depth squared and its stiffness with depth cubed, so depth is the strongest lever and deflection usually decides the size. Part 3
  4. A beam is only as good as the path under its ends: each reaction needs a continuous, checked path to soil, where soil bearing usually sets the footing size. Part 4
  5. A beam restores gravity capacity but not racking resistance, and a shorter shear panel has less capacity and more uplift at its ends. Part 5
  6. Whether the prescriptive path is open is a property of the whole layout: braced wall line spacing and irregularities are checked across the house, not wall by wall. Part 5
  7. Truss bottom chords move with the seasons, so partitions meet them through slip connections and the head joint stays a moving gap. Part 6
  8. The engineer threshold follows the prescriptive boundary: any portion that leaves conventional framing needs a licensed design for that portion. Part 8
Decisions this guide informs
DecisionDepends onTreated in
D1 Classify each wall to be changed: gravity-bearing, braced panel, both, or neitherTruss layout and girder locations; joist direction and span; the original shear wall schedule; sheathing and hold-downs found in the wallPart 1, 2, 5
D2 Beam for an opening: material, depth and position (flush, dropped, or span shortened by a post)Clear span, tributary width, any point load from above, floor depth available, added floor dead loadPart 1, 3
D3 Where each reaction lands and what carries it to soilWhat is directly below each end; slab thickness; allowable soil bearing; services under the slabPart 4
D4 How lost bracing is replaced where a braced panel is removed or shortenedRemaining panel lengths on the line; anchorage; foundation access; wall length availablePart 5
D5 Permit route: prescriptive, or engineered for the affected portionSeismic Design Category; dead loads against the prescriptive weight limits; bracing length and spacing after the change; irregularities; header tables; truss alterationsPart 5, 6, 8
Table 1 Which part applies to interior and to exterior walls
PartInterior wallsExterior walls
1 · GravityFloor load only under clear-span trusses; roof load where a girder truss landsRoof and floor load at every truss heel
2 · ClassificationThe three questions decide each wallBearing and usually braced; treated as both until shown otherwise
3 · Beams and headersOpenings in bearing walls; the reference caseSame mechanics; head height and wall role in Windows & Doors · Reframing an opening
4 · ReactionsOften land mid-slab or mid-floor, where nothing was designed to receive themLand on the perimeter footing
5 · LateralInterior braced wall lines where spacing requires themBraced wall lines at the perimeter; openings consume panel length
6 · Movement and alteration limitsTruss uplift at partition heads; notching limitsNotching limits; top-plate ties
7 · Changing the layoutShoring, removed and added partitionsShoring for widened openings

Table 1 maps the parts to interior and exterior walls. Subsections that apply only to interior or only to exterior walls carry an Applies to tag; untagged subsections apply to both. An Informs tag marks the subsections behind each decision above.

1 · Gravity: how load reaches the soil

Bottom line. Under clear-span trusses roof load goes to the exterior walls and floor load to whatever the joists bear on; the exception is a girder truss, which puts a concentrated roof reaction on an interior support.

Load follows an unbroken chain of members to the soil

Every pound of load reaches the soil through a chain of members, and each link is checked in bending, shear, bearing across the grain and deflection. A broken link does not remove the load; it moves it into something not sized for it.

Under a truss roof the chain has two branches for roof load and one for floor load (Figure 1):

Gravity load path under clear-span trusses, typical and girder trussTwo building sections. Left: typical trusses span from exterior wall to exterior wall, so the interior wall carries only the second floor. Right: a girder truss carries other trusses on hangers and delivers a concentrated reaction to an interior wall, which then needs a path to a footing.Bottom chord clear-spans;roof load goes to the exterior wallsInterior wall:second floor onlyA · Typical trussesgirder trussP ≈ 4,000 lbInterior wall carriesroof + floor: bearingpadB · Girder truss over an interior support
Figure 1. Under clear-span trusses the interior wall carries the second floor only (A); where a girder truss lands, the support below it carries a concentrated roof reaction and needs its own path to a footing (B). Teal arrows are reactions; red marks the support that carries load the typical case does not.

Area loads become line loads through tributary width

A member supporting joists from both sides receives half the span on each side. Joists spanning 13 ft on each side of a central wall give it 13 ft of tributary width, the same as an exterior wall under a 26 ft clear-span floor (Figure 2).

w (plf) = q (psf) × tributary width (ft) tributary = (s₁ + s₂) / 2

q area load · s₁, s₂ joist spans on either side

the load on each foot of beam is the floor load times the width of floor that leans on it.

Tributary width of a beam receiving joists from both sidesPlan of a beam with floor joists bearing on it from both sides. Each joist delivers half its span to the beam, so the loaded strip is half the span on each side.beam over the openingjoist span s₁joist span s₂tributary(s₁ + s₂)/2wall or beamwall or beam
Figure 2. Tributary width is half the joist span on each side of the support. It enters the line load linearly, so a 15% longer span is a 15% heavier beam load.

Table 2 lists the design loads used in this guide.

Table 2 Design loads, psf of horizontal projection. Component weights are typical, not product data
LoadpsfBasis
Roof and ceiling, concrete tile18.7Tile 11.0, battens 1.5, sheathing 1.5, trusses 2.5, ceiling 2.2
Roof and ceiling, composition shingle9.7Shingle 3.0, underlayment 0.5, sheathing 1.5, trusses 2.5, ceiling 2.2
Second floor, dead10.2Subfloor 3.0, joists 2.5, ceiling below 2.2, finish 2.5; no radiant topping
Floor live, habitable rooms40CRC Table R301.5
Floor live, sleeping rooms30CRC Table R301.5
Roof live, slope under 4:1220 / 16 / 12Tributary area ≤ 200 / 201–600 / over 600 sf, CRC Table R301.6; 16 / 14 / 12 for 4:12 to under 12:12, typical of tile roofs; ground snow is zero in the archetype climate
Wall self-weight10 per sf of wallAn 8 ft wall is 80 plf
1½ in gypsum-concrete topping14.4Added dead load where a radiant floor is poured

A concrete tile roof is about 1.9 times the dead load of a shingle roof. That difference reaches interior walls only through girder trusses, but it reaches the seismic mass everywhere (Part 5).

Under clear-span trusses, interior walls carry floor load but not roof load

Informs D1

A truss is one engineered element spanning exterior wall to exterior wall, so roof load bypasses the interior. Three consequences follow, in different directions:

A girder truss delivers a concentrated roof reaction to an interior support

Informs D1 D2

Where the roof shape needs it (a hip, a valley, a change of span), a girder truss carries other trusses on hangers and lands on an interior wall or post. It is identifiable on the truss layout drawing, or in the attic as a doubled, tripled or deeper truss with hangers on its face.

P = (D_roof + L_r) × A_trib

D_roof roof and ceiling dead load · L_r roof live load by tributary area · A_trib roof area tributary to this support, about half of what a girder bearing at both ends collects

the point load is the roof load per square foot times the share of roof the girder hands to this support.

Table 3 shows how the reaction scales with the roof area collected and with the roof covering.

Table 3 A girder reaction scales with the roof area tributary to the support and is about 30% higher with a tile roof
Roof area tributary to the support, sfLr, psfP, tile roof, lbP, shingle roof, lb
100203,8702,970
200207,7405,940
3001610,4107,710
4001613,88010,280
6001620,82015,420

Dead load 18.7 psf (tile) or 9.7 psf (shingle); roof slope under 4:12. The reference girder collects 208 sf (eight trusses at 24 in over a 16 ft carried span, 13 ft deep) and delivers half, 104 sf, to the interior support: P ≈ 4,000 lb.

Watch out

A wall under a girder truss passes every visual test for a partition and still carries several kips of roof load. The truss layout drawing or an attic inspection is the only reliable way to know which interior supports receive girder reactions.

2 · Which walls are structural

Bottom line. Whether a wall is structural is decided by what bears on it and whether it is counted as bracing, and the two answers are independent.

Classification asks three independent questions

Informs D1

The test is functional, not visual: a wall is gravity-bearing if members above deliver their reactions to its top plate, and it is part of the lateral system if it is sheathed, anchored and counted as bracing. The answers are independent, so a wall can be both, gravity-only, lateral-only or neither (Figure 3).

Wall classification decision treeThree questions apply to every wall: does a girder truss bear on it, do floor joists bear on it, and is it part of the lateral system. The answers sort the wall into gravity-bearing, braced panel, or true partition.Candidate wallask all three questionsQ1 · Does a girder truss bear on it?Truss layout drawing, or the attic:a doubled truss with hangersQ2 · Do floor joists bear on it?Joist direction and span above;stacking over a wall or beam belowYes to either: gravity-bearingBeam, reactions, footing (Parts 3–4)no to bothQ3 · Is it part of the lateral system?Sheathing under the finish, hold-downs,on a braced wall line or shear scheduleandYes, or not yet known: braced panelEngineered lateral design or aprescriptive replacement (Part 5)No to all three: true partitionRemovable without structural design;permit, fire-blocking, heads still applyyes / unknownnoUnder trusses, many walls answer no to Q1 and Q2 and yes to Q3: no gravity load, still structural.
Figure 3. Wall classification. Color encodes the consequence for a change: red engages beam and footing design, amber engages lateral design or is unresolved, green is prescriptively removable. Answering only the joist question is the common shortfall.

A truss roof enlarges the lateral-only category: it removes roof load from interior walls without removing those walls from the bracing. An attached garage adds another case. Where living space sits over the garage, the garage ceiling is second-floor structure over a long span, and the wall lines around the garage carry concentrated lateral demand because the vehicle door consumes most of one of them.

Evidence ranks from the permit drawings to field signs

Informs D1

The lateral question has its own evidence (Part 5).

3 · Beams and headers: carrying load across an opening

Bottom line. Required strength grows with the square of the span and stiffness with the cube of depth; in residential spans deflection often decides the depth, and a girder truss overhead can double the requirement for the same opening.

A framed opening routes load through the header, jacks and kings

The header spans the opening and delivers its end reactions to jack studs, which run from its underside to the bottom plate. King studs run full height beside the jacks and brace them. Cripples above the header and below a sill carry little gravity load but keep sheathing nailing continuous, which matters where the wall is a shear panel (Figure 4).

Anatomy of a framed openingElevation of a wall opening showing the header spanning the opening, jack studs under each end of the header, full-height king studs beside them, cripple studs above the header and below the sill, and the plates.headerDouble top plateHeader: spans the openingJack (trimmer): carries the header endKing: full height, braces the jackCripples: keep sheathing nailingSill and lower cripplesBottom plate: bearing across the grain
Figure 4. A framed opening. The header reaction (teal) passes through the jack studs into the bottom plate, which is loaded across its grain and is usually the weakest bearing surface in the chain.

Strength scales with depth squared and stiffness with depth cubed

S = b·d² / 6 I = b·d³ / 12 M = w·L² / 8 V = w·L / 2 Δ = 5·w·L⁴ / (384·E·I)

b width · d depth · S section modulus (strength) · I moment of inertia (stiffness) · w line load · L span · E modulus of elasticity

bending capacity rises with the square of depth and stiffness with its cube, while moment rises with the square of span and deflection with its fourth power.

Depth is therefore a stronger lever than adding plies (Figure 5). The same relationship explains why a header goes on edge: a 2×6 on edge is 13.4 times as stiff as laid flat, and a 2×4 5.4 times; the ratio is (d/b)².

Section modulus and moment of inertia by LVL depthBars for 3½ inch wide LVL at 9½, 11⅞, 14, 16 and 18 inch depth, normalized to the 9½ inch member. Section modulus grows with depth squared and moment of inertia with depth cubed.Relative to 3½ × 9½ LVLS, strength (∝ d²)I, stiffness (∝ d³)3½ × 9½ in1.0×1.0×3½ × 11⅞ in1.6×2.0×3½ × 14 in2.2×3.2×3½ × 16 in2.8×4.8×3½ × 18 in3.6×6.8×0×1×2×3×4×5×6×7×
Figure 5. Going from a 9½ in to an 18 in LVL multiplies strength by 3.6 and stiffness by 6.8. Ply count, by contrast, scales both linearly.

Deflection limits protect finishes, not safety

CRC Table R301.7 limits floor members to L/360 under live load; L/240 under total load is the companion check from CBC Table 1604.3 and common practice. These are serviceability limits calibrated to what gypsum, plaster and tile tolerate before cracking. A beam can pass bending and shear and still sag enough to bind doors above it, so deflection often sets the depth for residential spans.

NDS strength values carry a load-duration factor (CD = 1.0 for floor live load, 1.25 for roof live load). It applies to strength only, never to deflection. Where floor live load dominates, using 1.25 would overstate bending capacity by 25%, so the reference case uses 1.0.

Reference case: a 12 ft opening in an interior bearing wall

Informs D2

A 12 ft segment is removed from a ground-floor interior bearing wall with floor joists spanning 13 ft on each side (tributary width 13 ft) and an 8 ft wall above. Design span is 12.5 ft. Case A has typical trusses overhead; Case B adds a girder truss landing at midspan.

Case A needs S ≥ 66 in³. A 3½ × 11⅞ in LVL provides 82 in³ (ratio 1.25) with live-load deflection at 70% of L/360. A doubled 2×12 of No. 2 Douglas fir-larch, at its lower allowable bending stress of 900 psi, would need 191 in³ and provides 63: sawn lumber carries this line load only to about 7 ft.

Case B adds a 4,000 lb point load. Required S rises to about 129 in³, 2.0 times Case A, and the lightest LVL that passes is 3½ × 16 in (ratio 1.16). The end reaction grows from 4,600 to 6,600 lb (Figure 6).

Load build-up and checks, Cases A and B
Case A line load floor dead 10.2 psf × 13 ft = 133 plf floor live 40 psf × 13 ft = 520 plf wall above 10 psf × 8 ft = 80 plf roof trusses clear-span = 0 plf w = 733 plf M = wL²/8 = 733 × 12.5² / 8 = 14,309 lb·ft LVL 2.0E: Fb = 2,600 psi, depth factor (12/d)^0.136 = 1.001 → Fb′ = 2,604 psi S_req = 171,703 / 2,604 = 65.9 in³ ; 3½ × 11⅞ provides 82.3 (ratio 1.25) I = 488 in⁴: live Δ = 0.29 in vs L/360 = 0.42 in ; total Δ = 0.41 in vs L/240 = 0.62 in V = 4,579 lb vs ⅔·Fv·b·d = 7,897 lb Case B point load P = (18.7 + 20) psf × 104 sf = 4,025 lb (tile roof, half of 208 sf; L_r for ≤ 200 sf) M = wL²/8 + PL/4 = 14,309 + 12,578 = 26,886 lb·ft 3½ × 16: Fb′ = 2,500 psi, S_req = 129.0, S = 149.3 (ratio 1.16) live Δ = 0.18 in, total Δ = 0.29 in (UDL + point-load terms) R = wL/2 + P/2 = 6,591 lb

the line load sets the moment, the moment and the member's allowable stress set the section modulus needed, and the member's stiffness is then checked against both deflection limits.

Design values are typical published figures for 2.0E LVL and No. 2 Douglas fir-larch; the depth-factor exponent is product-specific. Case B's girder geometry is illustrative, and its reaction scales directly with the roof area collected.

Verify

Interior bearing headers in CRC Table R602.7(2) stop well short of a 12 ft span under a floor; the table limits for the specific load case are checked in the adopted edition.

Provided against required section modulus, Case A and Case BSame 12 foot opening. Case A requires 66 cubic inches; a 3½ by 11⅞ LVL provides 82. Case B, with a girder truss at midspan, requires about 129; the 16 inch LVL is the lightest that provides enough.Case A · typical trusses3½ × 11⅞ LVL82 provided · ratio 1.25Case B · girder truss adds P ≈ 4,000 lb at midspan3½ × 11⅞ LVL82 provided · ratio 0.663½ × 14 LVL114 provided · ratio 0.903½ × 16 LVL149 provided · ratio 1.1666 required129 required050100150200Section modulus S, in³ (LVL required S shown at its own depth factor)
Figure 6. The girder truss decides the beam. Bar length is provided section modulus; the dashed line is the requirement. Green meets it, red falls short. For the same opening, Case B needs 2.0× the section modulus, a 1.35× deeper member and a 1.4× larger end reaction.

Three results hold beyond these numbers. A 12 ft opening under a floor is past the prescriptive header tables in either case, so the member is designed. A 16 in beam cannot sit flush in a 2×10 or 2×12 floor, so Case B forces the flush-or-dropped question. And jack studs consume wall length at each end, which is often length the lateral system was using.

Required section modulus grows with the square of the span

Informs D2

Table 4 and Figure 7 apply the reference line load across clear spans from 4 to 16 ft.

Table 4 Lightest member by clear span, reference line load 733 plf (no point load)
Clear span, ftEnd reaction, lbS required, in³Lightest LVL that passesDoubled sawn member that passesPad side at 1,500 psf, in
41,65093½ × 9½2–2×818
62,380183½ × 9½2–2×1218
83,110303½ × 9½none18
103,850473½ × 9½none24
124,580663½ × 11⅞none24
145,310893½ × 14none24
166,0401153½ × 16none30

LVL checked in bending, shear and both deflection limits; sawn members as doubled No. 2 Douglas fir-larch. Pad sizes rounded up to the next 6 in; a pad applies only where the reaction lands on a slab.

Required section modulus against clear span, with LVL capacitiesRequired section modulus rises with the square of the span for the reference line load. Horizontal lines mark the section modulus of each LVL depth; the reference curve crosses them near 11, 13, 16 and 18 foot clear spans.0501001502004681012141618Clear span, ft (design span = clear + 0.5 ft)Section modulus, in³9½ in LVL11⅞ in LVL14 in LVL16 in LVL18 in LVL733 plf (reference)920 plf (with 1½ in topping)Bending only; deflection checked in the table
Figure 7. In bending alone, each LVL depth covers a band of spans at the reference load: to about 11 ft clear on 9½ in, 13 ft on 11⅞, 16 ft on 14 and 18 ft on 16 in; deflection trims these (table above). A 1½ in topping shifts the curve up by 26% and moves each member boundary to a shorter span.

Added floor dead load can move the member up a size and the house off the prescriptive path

Informs D2 D5

A 1½ in gypsum-concrete topping for a radiant floor adds 14.4 psf, 141% of the bare floor dead load. In the reference case it raises w from 733 to 920 plf, and the 11⅞ in LVL reaches a strength ratio of 0.99. That margin is inside the uncertainty of the inputs, so the lightest member that passes with margin is 3½ × 14 in. The topping also changes the permit route: in SDC D0–D2 the prescriptive path assumes floor dead loads of no more than 10 psf, and 24.6 psf exceeds it (Part 5). A floated acoustic floor draws on the same budget (Soundproofing · Floor build-ups and dead load; HVAC · Radiant delivery by floor).

Beam materials compared

Informs D2

Table 5 compares the common beam materials.

Table 5 Beam materials, compared on the variables that decide between them
MaterialStrengthLimitFits
Doubled sawn lumber, DF-L No. 2Lowest cost; no lead time; site-workableDepth stops at 11¼ in; lower allowable stress; crown, warp and shrinkageOpenings to about 7 ft at the reference load
LVL 2.0EHigh capacity per cost; stable; stocked; published valuesLaminations must be vertical; drilling and notching effectively prohibited; heavyDefault wherever depth fits or a drop is acceptable
PSLHigher design values; takes stain, so usable exposedCosts more; heavier; often orderedExposed beams by design intent
GlulamLong lengths and large sections; can be camberedCoarse depth steps; usually deeper than LVL for equal capacitySpans past about 16 ft
Steel flitch plate in sawn lumberFits inside an 11¼ in floor where LVL would not; carried in piecesEngineered bolt pattern; composite action depends on the boltsFlush beams in shallow floors with poor access
Steel W-shapeShallowest section for a given capacity; very stiffFabrication, lead time, wood nailers, engineered bearingFlush beams no other option achieves

Beam position: flush, dropped, or span shortened by a post

Informs D2

Material and position are separate choices (Figure 8). A flush beam keeps the ceiling plane continuous, which a radiant ceiling and clean linear lighting need, but its depth cannot exceed the floor depth and every joist hangs in a hanger. A dropped beam has no depth limit and the joists bear on top of it, and its soffit can carry ducts and pipes. Retaining a post at midspan halves the span, which divides the moment by four and deflection by sixteen and often returns the member to sawn lumber. The post then carries the largest reaction (wL/2 for two simple spans, about 0.63·wL if the beam is continuous) and needs its own path to soil; a retained wall stub can also keep a braced panel in place.

Beam position relative to the ceiling: flush, dropped, and shortened spanThree sections. A flush beam sits within the floor depth with joists in hangers and leaves the ceiling flat. A dropped beam sits below the joists and breaks the ceiling. Retaining a post halves the span.Flushceiling continuousbeam depth ≤ floor depthevery joist in a hangerDroppedceiling broken by a soffitno depth limit; joists bear on topsoffit can carry servicesPost retained, span halvedL/2L/2M ÷ 4, deflection ÷ 16
Figure 8. Beam position decides the ceiling plane. Color encodes one variable, ceiling continuity: green continuous, red broken. Depth limits and cost are described in the text.
Verify

Standard LVL depths (9½, 11⅞, 14, 16 in) match I-joist depths, not sawn joists (9¼, 11¼ in). Whether a beam can sit flush depends on the joist type and depth actually in the floor.

4 · Reactions: getting the end loads to the soil

Bottom line. Each beam end delivers a concentrated load into members sized for a uniform one; the reaction is resolved only when a continuous path reaches soil with an adequate check at each transfer.

Bearing across the grain sets the number of jack studs

Informs D3

A_bearing ≥ R / F_c⊥ n_jacks = A_bearing / (1.5 in × 3.5 in)

R end reaction · F_c⊥ compression perpendicular to grain, 625 psi for a Douglas fir-larch plate

the bearing area under each end must be large enough that the plate below is not crushed across its grain.

Case A needs 7.3 in² of bearing, two jack studs; Case B needs 10.5 in², three. The bottom plate, loaded across its grain, governs bearing; a tall or unbraced post or stud pack is also checked as a column.

On a slab, soil bearing sets the footing size

Interior wallsExterior walls

Informs D3

In a slab house the original interior bearing line usually sits on a continuous thickened footing. A beam end that lands on a remaining wall segment over that footing is checked against it; a new pad is needed where a reaction lands off it, as at a post or a moved support. The foundation plan shows which applies.

A typical 4 in interior slab of this era has neither the thickness nor the reinforcement to spread a multi-kip point load over several square feet. The slab is cut locally and a thickened, reinforced pad is poured. Concrete bearing passes easily (Case A: 436 psi under two jacks against roughly 1,100 psi allowed); soil bearing sets the size.

A_pad = R / q_allow side = √A_pad

q_allow allowable soil bearing; 1,500 psf is the lowest presumptive value in CRC Table R401.4.1, used where no soils data exist

the pad must spread the reaction over enough soil that the soil pressure stays below what it can carry.

Table 6 and Figure 9 give the pad size across reactions and soil bearing values.

Table 6 Pad side length (in) by reaction and allowable soil bearing
Reaction, lb1,000 psf1,500 psf2,000 psf
2,000171412
4,000242017
6,000292421
8,000342824
10,000383127

Unrounded sides, footing self-weight ignored. Case A (4,600 lb) gives 21 in, built as 24 in; Case B (6,600 lb) gives 25 in, built as 30 in. Pads are typically 12–18 in deep with a reinforcing mat.

Square pad side against reaction, for three soil bearing valuesPad side length grows with the square root of the reaction and falls as allowable soil bearing rises. Case A and Case B reactions are marked.01020304002,0004,0006,0008,00010,000Reaction R, lbPad side, in1,000 psf1,500 psf2,000 psfCase A: 21 inCase B: 25 inFooting self-weight ignored; the table rounds up to the next 6 in
Figure 9. Pad size follows the soil, not the concrete. A soils report raising allowable bearing from 1,500 to 2,000 psf shrinks the Case A pad by about 3 in a side; expansive clay can require a deeper footing than any of these.

Two properties follow. Cost and disruption scale with the number of pads, since each is interior concrete demolition. And a pad occupies the same volume as under-slab drains and slab-embedded radiant tubing, so the pad layout and the service layout constrain each other.

On a framed floor, a reaction needs a stacked path

Informs D3

CRC R502.4 requires bearing partitions perpendicular to joists to sit within the joist depth of a support below, and partitions parallel to joists to bear on a beam, doubled joist or wall. A multi-kip point load at the third point of a joist is outside every prescriptive table. Landing on a floor is not a load path; the path continues through a post, a doubled joist or beam, a wall or post directly below, and a footing (Figure 10).

Path of a beam reaction from the second floor to the soilA beam end reaction passes through a post, the floor framing, a wall or post directly below, and a footing. Each transfer has its own check.beam endthickened padexisting slab① Post or stud packBearing A ≥ R / Fc⊥ (7.3 in² Case A, 10.5 in² Case B)② Floor framing (CRC R502.4)Point load mid-joist: outside the tables; needs a beam or wall③ Wall or post directly belowIn the same plane; an offset recreates the problem④ Footing on soilA = R / q: 3.1 sf (Case A), 4.4 sf (Case B) at 1,500 psf
Figure 10. A reaction from the second floor passes through four transfers to soil, each with its own check. The second (the floor framing) is the one most often left unchecked.
Watch out

A correctly sized beam that delivers its reaction onto a wall that stops at the floor below, or onto an unmodified slab, has concentrated the problem rather than solved it. The symptoms (progressive deflection, binding doors, cracks at opening corners) appear after the finishes are done.

5 · Lateral: resisting earthquake and wind

Bottom line. A beam on posts resists almost no racking, so removing or shortening a braced panel is a lateral problem with its own solutions; whether the prescriptive path survives depends on the bracing length left on each line and on the layout as a whole.

The house resists racking as a box

Roof and floor sheathing act as horizontal diaphragms that collect inertial force and deliver it to vertical shear walls, which carry it to the foundation. An unsheathed stud wall has almost no racking resistance because its nailed joints behave as pins. Sheathing nailed at its edges turns the wall into a shear panel (Figure 11). In prescriptive language these are braced wall panels on braced wall lines; in engineered design, shear walls.

Shear capacity scales with panel length; uplift scales inversely

Informs D4

v = V / b T = V·h / b

v unit shear (lb/ft) · V shear on the panel · b panel length · h panel height · T uplift at the tension end, before dead-load restoring moment

shortening a panel puts more force on each foot of it and pulls harder on its end post.

Table 7 shows the uplift for one story shear as the panel narrows.

Table 7 Uplift at the panel end rises as the panel narrows (V = 3,000 lb)
Panel length b, ftAspect, 8 ft wallT, 8 ft wall, lbAspect, 9 ft wallT, 9 ft wall, lb
81.0 : 13,0001.1 : 13,400
61.3 : 14,0001.5 : 14,500
42.0 : 16,0002.2 : 16,800
32.7 : 18,0003.0 : 19,000
2.673.0 : 19,0003.4 : 110,100
2.293.5 : 110,5003.9 : 111,800

SDPWS caps wood structural panel shear walls at an aspect ratio of 3.5:1 for seismic load and reduces capacity above 2:1.

Prescriptive bracing counts only panels at or above a minimum length, about 4 ft for a wood structural panel on an 8 ft wall, with narrower alternates such as the portal frame. In the shared reference case, widening a 6 ft opening to 10 ft in a 15 ft segment leaves 5 ft of wall, about 2.5 ft each side: below the standard minimum, so the line needs alternate panels, length elsewhere, or engineering (Windows & Doors · Lateral).

Shear panel mechanicsLeft: an unbraced stud frame racks into a parallelogram. Middle: sheathing nailed at the edges turns it into a shear panel. Right: lateral force at the top produces uplift at the tension end that grows as the panel narrows.Unbraced: racksSheathed: resists rackingVT, upliftCbhT = V·h / bb 4 ft: 6,000 lbb 3 ft: 8,000 lbb 2.67 ft: 8,990 lb(V = 3,000 lb, h = 8 ft)
Figure 11. A narrow panel needs a hold-down, a hold-down needs anchorage into concrete, and on a 4 in interior slab that anchorage usually means a new footing. Red fails to resist racking, green resists it; teal arrows are forces.

Seismic demand scales with building weight, roof included

Informs D5

Seismic base shear scales with building weight, V = Cs·W. The tile roof that reaches interior walls only through girder trusses raises the seismic weight of the whole roof level: 18.7 against 9.7 psf, 9 lb more per square foot of roof. In SDC D0–D2 the prescriptive path also assumes limits on average dead load: about 15 psf for roof and ceiling (25 psf with increased bracing), 10 psf for floors, 15 psf for exterior and 10 psf for interior walls. A tile roof sits in the adjusted band; the bare floor is at its 10 psf limit within uncertainty; a radiant topping (24.6 psf) or a second gypsum layer on both faces of interior walls (+4.4 psf, Soundproofing · Mass law) takes that element past its limit and the affected design off the prescriptive path.

Verify

Weight limits are in CRC R301.2.2.2 (recent IRC numbering R301.2.2.2.1) and the roof adjustment in Table R602.10.3(4); both are checked in the adopted 2025 text.

Braced wall line spacing and irregularities are properties of the layout

Informs D5

In Seismic Design Categories D0–D2, braced wall lines are spaced at most 25 ft apart in each direction. Spacing up to 35 ft is allowed in two cases: between two adjacent lines to accommodate a single room of not more than 900 sf, or where the required bracing length is increased by the spacing adjustment factor in the bracing tables. Removing an interior line can double the spacing at once (Figure 12).

Braced wall line spacing before and after removing an interior linePlan. Before: three braced wall lines at 22 and 23 feet. After removing the middle line, the two remaining lines are 45 feet apart, beyond the 25 foot limit and the 35 foot single-room allowance.Before22 ft23 ftwithin 25 ftAfter: interior line removed45 ftbeyond 25 ft and the 35 ft allowance
Figure 12. Spacing is determinable from a floor plan before any wall is opened. Green lines comply; red marks the removed line and the resulting spacing. Where the limit is exceeded, the lateral system for the affected portion is engineered.

CRC R301.2.2.6 also lists structural irregularities that close the prescriptive path for the affected portion in SDC D0–D2: braced panels offset out of plane from the panels below; a floor or roof diaphragm edge not supported by a braced wall line; panels offset in plane without support; floor or roof openings wider than the lesser of 12 ft or half the dimension; floor levels offset vertically; and braced wall lines not perpendicular to each other. Removing an interior line can leave a diaphragm edge unsupported, and second-floor bracing that stood over the removed line loses its support.

Verify

The 35 ft spacing provisions are in CRC Table R602.10.1.3 and its footnotes, and the irregularity list in R301.2.2.6; both are checked in the adopted edition. Seismic Design Category is a site property. Much of coastal California is D2, and parts are E; in SDC E the CRC allows reclassification to D2 only for regular buildings, so an irregularity there has a larger consequence. The category is set from the site-specific ground motion values (ASCE 7 hazard lookup) and the adopted CRC.

Existing braced panels are identified by sheathing, nailing and anchorage

Informs D1

Braced panels in a house of this era carry plywood or OSB on at least one face beneath the finish, edge nailing at 6 in or tighter, hold-down hardware at panel ends, and anchor bolts or straps at the bottom plate; a small inspection opening at a candidate panel end shows the sheathing and the hold-down. Where the original drawings include a shear wall schedule, the lateral system was engineered, and changing it is an engineering task rather than a prescriptive one. On stucco houses the original design may also have credited the stucco itself as Portland cement plaster bracing under rules that have since tightened.

Lost bracing is restored by mechanisms other than the beam

Informs D4

Table 8 compares the mechanisms that restore lateral capacity.

Table 8 Ways to restore lateral capacity, compared on cost and foundation impact
MechanismHow it worksCost and disruptionFoundation impact
Re-sheathe another segment of the same lineWood structural panel with specified nailing and hold-downs replaces the lost lengthLow material cost; drywall removal beyond the roomHold-down anchorage may still need a pad
Portal frame (CRC alternate braced panel)Header strapped over narrow sheathed segments; panels narrower than standardLow; site-builtSpecified anchorage at the ends
Proprietary shear panelTested panel 12–24 in wide with a listed capacityModerate; must follow the evaluation report exactlySignificant: dictated anchors, often a new footing
Steel moment frameRigid beam–column joints; an opening with no wall segment at allHighest; fabrication lead time; heavyLargest: footings at both columns
Hold-downs on existing panelsRaises usable capacity where length is adequate and anchorage is notLow material cost; access limitedPost-installed anchors need an evaluation report and special inspection

Diaphragm re-nailing (to redistribute force to lines with spare capacity) and a new interior braced wall line where the layout allows one are further options.

6 · Movement and alteration limits

Bottom line. Trusses can move seasonally and cannot be cut, and sawn members can be notched and bored only within set limits; together these bound where partitions attach and where services run.

Truss bottom chords can rise in winter and settle in summer

Interior wallsExterior walls

The top chords sit in the cold, damp attic and the bottom chord in the warm, dry insulation layer. Differential moisture shrinkage can arch the bottom chord upward, commonly ¼ to ½ in at midspan where it occurs, less in mild climates, and the movement reverses each season (Figure 13).

A partition rigidly fastened to the chord is lifted with it, opening a crack at the ceiling junction, or, if the partition resists, pushes load into a member never designed to receive it. Partition heads therefore connect to trusses through slip clips that give lateral restraint and allow vertical movement, with the ceiling finish detailed to float over the joint. The resulting moving gap is an air path and a sound path (Soundproofing · The partition-head gap) and a finish detail.

Truss uplift at a partition headSummer: the truss bottom chord sits on the partition and the ceiling joint is closed. Winter: the bottom chord arches up by a quarter to half an inch at midspan and opens a gap at the partition head.Summer: chord flat (baseline)partition head in contactWinter: bottom chord arches up¼–½ in at midspangap: air path, sound path, finish crackVertical movement exaggerated.
Figure 13. Truss uplift. Gray is the summer baseline; red marks the winter position and the gap it opens at the partition head.

No truss member is cut without an engineered design

Informs D5

CRC R802.10.4 prohibits cutting, notching, drilling or otherwise altering truss members without a design by a registered professional. Each member is sized for a force distribution set by the whole truss, and a cut member cannot be restored by scabbing on a piece. Services in the attic pass through the open webs or below the bottom chord. Added attic load (storage, equipment) is also an alteration of the truss design.

Notching and boring limits bound where services can run

Table 9 and Figure 14 give the limits and the reason for each.

Table 9 Cutting limits, with the reason for each
MemberNotchBoreWhy
Sawn joists, R502.8Notch ≤ d/6, not in the middle third; end notch ≤ d/4Hole ≤ d/3, at least 2 in from top and bottomBending stress peaks at the top and bottom edges and at midspan
Studs, bearing or exterior, R602.6Notch ≤ 25% of widthBore ≤ 40%; 60% if doubled, two successive studs at mostThe stud is a column; edge material carries buckling
Studs, nonbearingNotch ≤ 40%Bore ≤ 60%Self-weight and finish only
Top plate, R602.6.1Over 50% of width cut: 16 ga (0.054 in) × 1½ in steel tie, 6 in past the openingThe double top plate is a diaphragm chord; a cut interrupts it
TrussesNone without an engineered designEach member is sized for the whole truss
LVL, I-joistsOnly per the manufacturer's hole chart, or by designCapacity depends on where the hole is
Where joists and studs may be notched and boredElevation of a sawn joist with the middle third of the span marked as no notching, notches limited to one sixth of depth in the outer thirds, and holes limited to one third of depth kept 2 inches from the edges. Beside it, stud limits for bearing and nonbearing walls.Sawn joist (CRC R502.8)middle third: no notchesnotch ≤ d/6hole ≤ d/3, ≥ 2 in from edgesend notch ≤ d/4spanStuds (CRC R602.6), % of widthNotchBoreBearing or exterior25%40%*Nonbearing40%60%*60% if doubledTop plate cut over 50%:16 ga × 1½ in strap (R602.6.1)Trusses and engineered lumber:no cuts without design
Figure 14. Where a joist may be notched and bored. The red zone is the middle third of the span, where no notch is allowed.

7 · Changing the layout

Bottom line. Removing a wall severs its load path until the permanent member is in, and adding a wall brings its own load, durability and fire checks.

Temporary shoring recreates the load path while it is open

Between removing a bearing wall and setting the permanent beam, the load path is severed and shoring recreates it. This guide covers the concept, not the procedure:

Added partitions have their own checks

8 · Code, permits and the engineer threshold

Bottom line. The prescriptive CRC path covers conventional framing; any portion that leaves it, by span, point load, bracing, weight or irregularity, is designed by a licensed engineer or architect.

Which code applies

The 2025 California Building Standards Code took effect on 1 January 2026 and applies to permit applications filed on or after that date. The California Residential Code (Part 2.5) derives from the 2024 IRC and governs one- and two-family dwellings; the California Building Code (Part 2) takes over for anything that leaves the prescriptive path, such as engineered lateral design, structural steel and special inspection. AB 130 (2025) bars changes to state residential building standards, and new local amendments, from 1 October 2025 to 1 June 2031, apart from emergency and wildfire measures; local amendments in effect on 30 September 2025 stand. This cycle is likely to remain current through most remodels started now.

Provisions a framing change engages, and why each exists

Table 10 lists the provisions a framing change engages.

CRC sections a framing change engages, with the reason for each
Table 10 CRC sections a framing change engages. The reason column is what lets a provision be applied to a case the table did not anticipate
SectionRequirementWhy
R301.5Live loads: 40 psf habitable, 30 psf sleeping roomsStatistical basis for occupancy loading
R301.6Roof live load 20 psf, reduced with tributary area and slopeMaintenance access, not snow; enters through girder reactions
R301.7Deflection L/360 live, L/240 totalCalibrated to what gypsum and plaster tolerate
R301.2.2.6Irregularity limits in SDC D0–D2Keeps the prescriptive path to buildings the tables model: regular, stacked, closed boxes
R502.4Joists under bearing partitionsPrevents a concentrated load landing mid-span on a joist sized for uniform load
R502.8, R602.6, R602.6.1Notching and boring; top-plate tiesEdge material carries the bending and buckling; the top plate is a chord
R602.3Stud size, spacing, height; fastening scheduleThe nailing schedule is the structural connection
R602.7Header spans and jack stud countsPrescriptive headers for common spans and loads; past them a member is designed
R602.10Wall bracing; braced wall line spacingThe prescriptive substitute for shear wall design
R602.11.1Plate washers at braced-panel anchor bolts in SDC D0–D2A cut washer lets the plate pull over the nut under uplift
R403.1.6Anchor bolts: ½ in, ≤ 6 ft apart, ≥ 7 in embedment, within 12 in of plate endsHolds the frame to the foundation
R317.1Treated wood in contact with concreteDurability, not strength
R302.6Garage separation: ½ in gypsum on the wall; ⅝ in Type X on the ceiling under habitable spaceFire and combustion products; reframing at the boundary re-engages it
R302.11Fire-blockingRemoving and adding walls creates new concealed paths
R802.10.4No truss alteration without engineeringEach member is sized for the whole truss

California departures from the model code come from seismicity

The engineer threshold tracks the prescriptive boundary

Informs D5

California Business and Professions Code §6737.1 exempts single-family wood-frame dwellings of not more than two stories and basement from the requirement that a licensed engineer prepare the plans, provided the structure substantially complies with conventional framing requirements. Where any portion deviates, the building official requires plans and calculations for that portion by a licensed engineer or architect. "Conventional framing" is read as the CRC prescriptive path, so the threshold follows it, subject to the building official's interpretation (Figure 15).

When the prescriptive path closes and an engineered design is requiredFlowchart. A change stays on the prescriptive path only if the opening is within the header tables, each braced wall line keeps its required bracing length, spacing stays within limits, dead loads stay within the weight limits, no irregularity is introduced, and no truss is altered. Any one failure brings engineered design for that portion.Opening within the CRC header tables, no point load from above?noyesEach braced wall line keeps its required bracing length?noyesSpacing within 25 ft, or a 35 ft provision applies?noyesDead loads within the prescriptive weight limits?noyesNo R301.2.2.6 irregularity introduced?noyesNo truss member cut or loaded beyond its design?noEngineered designfor that portion(B&P Code §6737.1),stamped calculations,and often concrete workPrescriptive path availableEach test is independent: passing the others does not offset failing one.
Figure 15. The prescriptive path stays open only while every test passes; any one failure engages engineered design for that portion. The tests are independent, so the binding one is whichever fails first.

Table 11 lists the common cases.

Table 11 Changes and the engineer threshold, assuming SDC D0–D2
ChangePrescriptive pathLicensed design for that portion
Opening within the header tables, no braced line altered, load path continuousAvailableNo
Opening beyond the tables (the reference case, either case)ClosedYes
Beam receiving a point load from above (Case B)ClosedYes
Braced panel removed or shortened, required length restored by prescriptive panelsAvailableNo
Braced panel removed or shortened, required length not restoredClosedYes
Braced wall line spacing over 25 ft without either 35 ft provisionClosedYes
Dead load over the prescriptive weight limits (for example a floor topping)ClosedYes
Original lateral system engineered (shear wall schedule on the drawings)Closed for changes to itYes
An R301.2.2.6 irregularity introducedClosedYes
Any truss member alteredClosedYes
New pad footing or slab work for a reaction or hold-downPartlyYes, in practice
Steel beam or moment frameClosedYes
Non-bearing partitions moved, not on a braced line, heads slip-connectedAvailableNo

In SDC E without reclassification, the prescriptive path is closed for the lateral system regardless of the change.

Permit documents and inspection

Where it goes wrong

  1. The beam is sized and the reaction is not. A 4.6–6.6 kip reaction onto a wall that stops at the floor, or onto an unmodified slab (Part 4).
  2. Asking only "is it load-bearing?" A wall can fail the lateral question while passing every gravity test, and a beam does not restore bracing (Part 2, Part 5).
  3. Missing a girder truss. The same opening needs about 2 times the section modulus under one (Part 3).
  4. Assuming a removed braced panel can be replaced by the beam, or that more weight (a topping, double drywall) leaves the prescriptive path intact (Part 5).
  5. Cutting a truss member for a duct, a light or attic storage (Part 6).
  6. Fastening a partition head rigidly to a truss chord, which cracks the ceiling joint each winter (Part 6).
  7. Sizing sawn lumber with LVL stresses. Allowable bending stress differs by almost a factor of three; a doubled 2×12 reaches about 7 ft at the reference load, not 12 (Part 3).
  8. Connection errors found at inspection: panel edge nailing at 12 in where 6 or 4 was specified; pneumatic nails over-driven through the sheathing face; multi-ply beams nailed so the plies act separately; a top plate cut past half its width without the strap (Part 6).
  9. Anchorage errors: cut washers where plate washers are required; the wrong hold-down or fasteners, which voids its listed capacity; adhesive anchors without an evaluation report or special inspection (Part 8).
  10. A header installed flat, or LVL laminations horizontal; a beam spliced over the opening (Part 3).
  11. Fire-blocking or garage separation not restored at reframed walls and ceilings (Part 8).
  12. Calculations that do not match the drawings at plan check (Part 8).

Reference

Glossary

Braced wall line
A line along which the CRC requires a set amount of bracing; lines are spaced at most 25 ft apart in SDC D0–D2.
Braced wall panel
A wall segment that qualifies as bracing under CRC R602.10; the prescriptive counterpart of a shear wall.
Cripple stud
A short stud above a header or below a sill.
Diaphragm
A roof or floor plane that collects lateral force and delivers it to shear walls.
Girder truss
A doubled, tripled or deeper truss carrying other trusses on hangers, delivering their combined reaction as a point load.
Hold-down
Hardware anchoring a shear wall end post to the foundation against uplift.
Jack stud (trimmer)
A stud from the underside of a header to the bottom plate, carrying the header reaction.
King stud
A full-height stud beside an opening that braces the jack.
Load-duration factor, CD
NDS adjustment to strength for load duration; never applied to deflection.
Portal frame
A prescriptive detail with a strapped header over narrow sheathed segments.
SDC
Seismic Design Category; D0, D1 and D2 in the CRC prescriptive range.
SDPWS
AWC Special Design Provisions for Wind and Seismic, the standard for engineered wood shear walls.
Structural irregularity
A configuration listed in CRC R301.2.2.6 that closes the prescriptive path in SDC D0–D2.
Tributary width
The width of floor or roof whose load a member receives.
Truss uplift
Seasonal upward arching of a truss bottom chord from differential moisture between chords.
WSP
Wood structural panel (plywood or OSB) bracing.

Formula sheet

Line load w = q × tributary width Moment, uniform load M = wL²/8 point load at midspan M = PL/4 Shear, uniform load V = wL/2 allowable V = ⅔·Fv·b·d Section properties S = bd²/6 I = bd³/12 Required section S ≥ M / Fb′ Fb′ = Fb × adjustment factors Deflection Δ = 5wL⁴/(384EI) + PL³/(48EI) limits L/360 live, L/240 total Bearing A ≥ R / F_c⊥ footing A ≥ R / q_allow Girder reaction P = (D_roof + L_r) × A_collected Shear wall v = V / b uplift T = V·h / b Seismic base shear V = Cs · W

Section properties

Table 12 lists the section properties used above.

Table 12 Section properties of common header and beam members
Memberb, ind, inS, in³I, in⁴E, 10⁶ psi
2–2×8 DF-L No. 23.07.2526.3951.6
2–2×10 DF-L No. 23.09.2542.81981.6
2–2×12 DF-L No. 23.011.2563.33561.6
3½ × 9½ LVL 2.0E3.59.5052.62502.0
3½ × 11⅞ LVL 2.0E3.511.8882.34882.0
3½ × 14 LVL 2.0E3.514.00114.38002.0
3½ × 16 LVL 2.0E3.516.00149.311952.0
3½ × 18 LVL 2.0E3.518.00189.017012.0

Figure color legend

Red: deficient, or fails the stated criterionAmber: marginal or unresolvedGreen: meets the criterionGray: existing or baselineTeal: neutral quantity, force, reference line or annotation; never a grade

Framing members are drawn in tan and concrete in light gray as materials, not grades.

Code points to confirm

Values that rest on secondary sources or on section numbers that may have moved in the 2025 edition:

Sources

Set v2 draft 1, 2026-10-23: rewritten to spec set v2 from the v1 guide (archived), with sawn-lumber stresses, the girder reaction to one support, and the weight limits corrected after review; values from one script. 2026-10-23: Insulation and HVAC references now link to their set v2 guides.

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