LESSON 8.2 — Masonry and Load-Bearing Structures
A. Standard Map
| Topic | System / Form | Exam Focus |
|---|---|---|
| Load-bearing wall | Masonry gravity system | Opening limits; ~3–4 storeys max |
| Bonds | English, Flemish, rat-trap | Structural vs appearance identification |
| Arches | Semicircular to flat | Horizontal thrust increases as arch flattens |
| Vaults | Barrel, groined, ribbed | Thrust along wall vs at groins |
| Domes | Hemisphere / paraboloid | Hoop tension; thrust ring |
| Frame infill | RC frame + brick | Infill ≠ load-bearing |
B. Mechanism in Words
- In load-bearing masonry, the wall is the structure — every opening needs a lintel.
- Arch geometry converts vertical load to compression along the curve; thrust exits at abutments.
- Vault type determines how thrust is distributed (continuous wall vs diagonal groins vs ribs).
- Dome forces split into meridional compression and hoop tension below ~51.8° from crown.
- In framed buildings, only designed members carry gravity — infill walls are non-structural.
C. Core Concept Explanations
C1. Load-Bearing Wall System
Definition and Structural Role
In a load-bearing wall system, the masonry wall itself is the primary structural element in the gravity load path. Floors, roofs, and intermediate beams transfer their loads directly into the wall, which carries them down to the foundation as compression. There is no separate frame — the wall performs the structural, enclosure, and sometimes thermal functions simultaneously.
Governing standard: IS 1905:2002 — Code of Practice for Structural Use of Unreinforced Masonry.
Structural Constraints and Design Limits
| Parameter | Practical Limit / Rule | Implication |
|---|---|---|
| Building height | Typically up to 3–4 storeys (≤ 10–12 m) for unreinforced brick masonry | Wall thickness must increase with height; beyond 4 floors, self-weight begins to dominate |
| Floor span | Economical floor spans up to 4–5 m | Beyond 5 m, spanning elements (beams, slabs) become heavy and wall loads increase disproportionately |
| Opening-to-wall ratio | Openings (doors + windows) should not exceed 50% of wall length in any storey | Piers between openings carry concentrated loads; excessive openings reduce effective compression path and cause local overstress |
| Minimum pier width | Pier between two openings ≥ 1/3 of the smaller opening width, and ≥ 600 mm | Narrower piers fail in eccentric compression or shear under lateral loads |
| Wall thickness | Minimum 200 mm (one brick) for load-bearing external walls; increases by 100 mm per floor for taller buildings | Slender walls under eccentric loading are prone to lateral instability |
| Lintel over openings | Mandatory — a lintel (RCC, steel, or masonry arch) redistributes load around the opening to adjacent piers | Without a lintel, concentrated stress above the opening causes local cracking or failure |
When Load-Bearing Masonry is Economical in India
Load-bearing masonry remains widely used in India’s Tier-2 and Tier-3 cities, small towns, and rural areas because:
- Low capital cost — brick is locally available, skilled labour is widespread, no formwork or heavy plant required
- Moderate spans — residential buildings (bedrooms 3.0–4.5 m, drawing rooms 4.5–5.5 m) sit comfortably within masonry span capacity
- Low-rise residential and institutional buildings (schools, clinics, hostels) up to G+3 are the dominant use case
- Thermal mass — thick masonry walls have high thermal inertia, reducing cooling loads in hot-dry and composite climates
Not economical when:
– Building exceeds 4 storeys
– Large open spans are required (commercial floors, assembly halls)
– Site is in seismic zones IV or V (unreinforced masonry performs poorly under in-plane shear from ground motion)
– Floor plan requires frequent reconfiguration (every wall is structural; removal is not possible)
C2. Masonry Bonds
Bond Classification and Structural Implications
The bond is the pattern in which bricks (headers and stretchers) are arranged in successive courses to ensure no continuous vertical joint runs through the wall. Continuous vertical joints create planes of weakness — the wall splits rather than acts as a monolith.
| Bond | Course Arrangement | Min. Wall Thickness | Structural Characteristic | Visual Cue |
|---|---|---|---|---|
| English Bond | Alternate courses are entirely headers / entirely stretchers; quoin closer at each corner | 200 mm (one brick) | Maximum transverse bond strength; no continuous vertical joints through full thickness; the most robust structural bond for load-bearing walls | Face shows alternating bands: all-short / all-long |
| Flemish Bond | Each course has alternating header–stretcher within the same course; quoin closer begins each course | 200 mm (one brick) | Slightly lower structural efficiency than English Bond due to more vertical joint alignment; better aesthetic regularity | Face shows regular chequerboard of short and long faces |
| Header Bond | Every course consists entirely of headers (bricks laid transversely) | 200 mm (one brick) | Maximum through-wall bond; used for curved walls and footings where headers tie the two leaves together across the full width | Face shows only short faces (square pattern) |
| Stretcher Bond (Running Bond) | Every course consists entirely of stretchers; half-brick overlap | 100 mm (half brick) | Structurally limited to non-load-bearing partition walls and cavity wall leaves only; cannot resist transverse loads alone as a full-thickness wall | Face shows only long faces in offset rows |
| Rat-Trap Bond (Rowlock Bond) | Bricks placed on edge (vertical orientation) rather than flat; headers and stretchers alternate as in Flemish Bond | 200 mm (one brick) | ~25% less brick and mortar than solid bonds; internal cavity improves thermal insulation; structurally adequate for low-rise load-bearing walls but requires skilled masonry to maintain edge stability | Surface appearance resembles Flemish Bond — same header/stretcher pattern but bricks are on edge |
Critical distinction: Rat-Trap vs Flemish Bond
Both show the same face pattern (alternating header–stretcher in each course). The difference is orientation: Flemish Bond bricks are laid flat; Rat-Trap Bond bricks are laid on edge. Rat-Trap creates an internal air cavity, Flemish Bond does not. A question describing “25% material saving” or “air cavity for thermal insulation” always points to Rat-Trap, regardless of the face pattern.
Bond Selection Logic
| Situation | Recommended Bond |
|---|---|
| Maximum structural strength, load-bearing external wall | English Bond |
| Aesthetic quality preferred, moderate loads | Flemish Bond |
| Curved plan walls, footings | Header Bond |
| Partition walls, cavity wall inner leaf | Stretcher Bond |
| Thermal efficiency + material saving, low-rise load-bearing | Rat-Trap Bond |
C3. Arches — Geometry and Thrust Logic
How an Arch Works
An arch converts vertical gravity loads into diagonal compressive forces along its axis (the thrust line), redirecting them to abutments on either side. The horizontal component of these diagonal forces is the horizontal thrust — it must be resisted by the abutment’s mass, tied at the springing level, or balanced by the adjacent structure.
Key principle: The more the arch departs from a vertical load path (i.e., the flatter the arch), the larger the horizontal component of thrust relative to the vertical. Flat arches generate very high horizontal thrust; tall arches generate less.
A structurally ideal arch for a given loading is one whose geometry matches the pressure line (thrust line) of the applied load. For a uniform load, a parabola is the ideal form; for a point load, a triangle; for self-weight of the arch, a catenary.
Arch Type Classification and Thrust
| Arch Type | Geometry | Rise:Span Ratio | Horizontal Thrust | Typical Application | Exam Example |
|---|---|---|---|---|---|
| Semicircular (Roman) | Intrados is a semicircle; centre at springing | Rise = Span/2 (half span) | Moderate | Roman aqueducts, Romanesque churches, Lutyens’ Delhi | Pantheon entrance, Colosseum |
| Segmental | Arc of a circle; centre below springing line; rise < half span | Low (< 0.5) | Moderate–High | Door/window openings in modern brick masonry; bridge arches | Standard residential masonry openings |
| Pointed (Gothic) | Two arcs meeting at a point; reduces horizontal thrust vs. semicircular | Variable (taller = less thrust) | Low–Moderate (lower than semicircular for same span) | Gothic cathedrals; Indo-Islamic mosques and tombs | Notre Dame, Jama Masjid |
| — Equilateral | Radii = Span | Moderate rise | Moderate | Standard Gothic bay | — |
| — Lancet | Radii > Span | High rise | Low | Soaring Gothic windows | — |
| — Drop | Radii < Span | Low rise | Higher than equilateral | Depressed openings | — |
| Flat (Jack) Arch | Near-horizontal intrados; voussoirs radiate from below; skewback ≥ 60° | Very low (≈ 0) | Maximum — highest horizontal thrust of all arch types | Where minimum headroom loss is required; demands very strong abutments | Flat lintels in brick masonry |
| Parabolic | Intrados follows a parabola | Variable | Theoretically zero bending under uniform load — pure compression | Long-span roofs and bridges; structurally most efficient under UDL | Modern concrete arch bridges |
| Horseshoe (Moorish) | Intrados curves outward above springing before converging to crown | Rise > semicircle | Higher than semicircular | Mughal and Islamic architecture | Bibi-qa-Maqbara, mosque mihrabs |
| Corbel arch | NOT a true arch — successive courses project inward from each side | — | Zero horizontal thrust (no arch action; no voussoir wedge) | Pre-arch construction; prehistoric corbelled galleries | Newgrange, Inca doorways |
Hierarchy of horizontal thrust (highest to lowest):
Flat arch > Segmental > Semicircular > Pointed > Parabolic (theoretically zero bending)
Corbel arch: zero horizontal thrust (not a true arch)
C4. Arch Type Comparison Table
| Arch Type | Intrados Geometry | Rise : Span | Horizontal Thrust | Typical Span (masonry) | Structural Characteristic | Exam Example |
|---|---|---|---|---|---|---|
| Flat (Jack) | Horizontal with radiating voussoirs; skewback ≥ 60° | ~0 | Highest | 0.6–1.2 m | Requires massive abutments; any flex failure is catastrophic; no true arch action if no voussoir wedge | Brick lintels over windows |
| Segmental | Segment of a circle; centre below springing | Low | High–Moderate | 1.5–4 m | Common practical arch; reduced headroom loss; abutments must resist significant lateral force | Residential door/window arches |
| Semicircular | Full semicircle; centre at springing | Rise = Span/2 | Moderate | 3–8 m | Classic Roman arch; efficient compression; rise constrains headroom below crown | Aqueducts, Roman basilicas, Lutyens |
| Pointed (Equilateral) | Two arcs; radii = span | Moderate | Moderate–Low | 3–10 m | Reduced thrust vs. semicircular; allows taller, lighter piers | Gothic nave arches, Indo-Islamic |
| Pointed (Lancet) | Two arcs; radii > span | High | Low | 3–12 m | Minimal horizontal thrust; maximum height for narrow openings | Gothic windows, minarets |
| Parabolic | Parabola | Matches load | Near-zero bending | 20–100+ m (concrete) | Ideal form under UDL; pure compression; efficient in material | Modern arch bridges, shell roofs |
| Horseshoe | Circle curves outward before converging | Rise > Span/2 | Higher than semicircular | 2–6 m | Generates more outward thrust than semicircular; distinctive profile | Mughal/Islamic arches |
| Corbel | Projecting courses; no wedge action | N/A | None | Short (<2 m) | No arch action; pure cantilever mechanism; fails in tension if overloaded | Megalithic structures, Inca |
C5. Vault Types
Structural Behaviour of Each Vault Type
Vaults are three-dimensional extensions of arches. Their structural behaviour depends on how they distribute thrust and what they demand of the supporting walls.
Barrel Vault (Wagon Vault)
A barrel vault is a continuous semicircular arch extruded along a linear axis. It covers a rectangular space as a half-cylinder.
- Thrust: Continuous along the entire length of the supporting walls; every point of the wall must resist outward push
- Wall requirement: Supporting walls must be massive and largely uninterrupted — large openings weaken the wall’s thrust-resisting capacity
- Window constraint: Windows are small and placed high (clerestory level) to avoid compromising the thrust-resisting wall
- Structural logic: Works as an arch in every cross-section; the wall acts as a buttress to the arch at each point
- Example: Romanesque nave roofs (e.g., Santiago de Compostela nave)
Groined Vault (Cross Vault)
A groined vault is formed by the perpendicular intersection of two barrel vaults of equal dimensions. The diagonal lines of intersection are called groins.
- Thrust: Concentrated at the four corner diagonal groins rather than distributed along the full wall length
- Wall relief: The wall between groins is largely free of thrust → larger openings are possible
- Structural logic: The groin acts as an inclined arch, channelling forces to the four corner supports; the rectangular bays between groins carry minimal force
- Construction note: Without ribs, the groin line must be formed precisely during construction — difficult and requiring precise centring geometry
- Example: Roman thermae, Romanesque aisles, medieval undercrofts
Trap: A groined vault is NOT simply two barrel vaults placed side-by-side. They intersect at right angles at the same crown level, sharing the same space and creating a vaulted bay with four supporting corners.
Ribbed Vault
A ribbed vault adds structural ribs along the groin lines (and sometimes across the bays as transverse or ridge ribs) before placing the lighter webbing infill between them.
- Thrust: Concentrated at the rib junctions and channelled precisely to the pier supports below; the ribs act as primary arches
- Wall role: Intervening wall becomes redundant structurally → can be replaced by stained glass (as in Gothic cathedrals)
- Construction advantage: Ribs define the geometry independently; webbing can be thinner (lighter load, shorter span between ribs)
- Structural evolution: Early Gothic — sexpartite (6 ribs, 6 cells per bay); High Gothic — quadripartite (4 cells per bay)
- Example: Gothic cathedrals — Notre Dame de Paris, Chartres, Amiens
| Vault Type | Thrust Distribution | Wall Openings Possible? | Primary Structural Element | Historical Period |
|---|---|---|---|---|
| Barrel | Continuous along entire wall | Very limited | Full arch cross-section | Roman, Romanesque |
| Groined (Cross) | Concentrated at 4 corner groins | Moderate (between groins) | Diagonal groin lines | Roman, Romanesque |
| Ribbed | Concentrated at rib junctions → piers | Large (wall freed) | Structural ribs + light webbing | Gothic, Renaissance |
C6. Domes — Hemisphere, Paraboloid, Thrust Ring
Structural Behaviour of the Dome
A dome is a surface of revolution — a curve rotated about a vertical axis. Under gravity loads, a dome develops two systems of force:
- Meridional forces — compression along the dome’s arched ribs (equivalent to arches running from crown to base); always compressive in a complete dome under gravity load
- Hoop forces — circumferential forces running around the dome in horizontal rings
- In the upper zone (above approximately 51.8° from the crown for a spherical hemisphere): hoop forces are compressive — the dome wants to contract
- In the lower zone (below ~51.8°): hoop forces become tensile — the dome wants to spread outward at its base
This tensile zone at the base is where the dome tends to crack vertically (meridional cracks) and where a tension ring is required.
The Thrust Ring (Tension Ring)
The thrust ring (also called tension ring or compression ring at the base depending on configuration) is a continuous horizontal structural element at the base of the dome that:
- Resists the outward horizontal thrust produced by the lower hoop tension zone
- Contains dome spread — without it, the dome’s base would crack meridionally and the drum walls would be pushed outward
- In masonry domes: an iron chain or a reinforced concrete ring beam at the springing level
- In Renaissance and later domes: concealed iron chains (St. Peter’s, Rome — Poleni’s analysis 1743; St. Paul’s, London — Wren’s iron chain within the inner dome)
Exam anchor: The tension ring is NOT decorative — it is the structural element that enables a shallow dome to stand without collapsing outward. A question asking “what prevents a dome from spreading at its base” → tension ring / tie ring.
Hemisphere vs Paraboloid Dome
| Feature | Hemispherical Dome | Paraboloid Dome |
|---|---|---|
| Geometry | Spherical cap; a circle rotated | Parabola rotated about vertical axis |
| Profile | Semicircular in section | Pointed or ogival profile (tapering to crown) |
| Hoop force zone | Tensile zone below ~51.8° from crown; requires tie ring | Less tensile zone (more efficient profile under gravity) |
| Horizontal thrust at base | Significant; requires buttressing or tie ring | Lower than hemisphere for comparable span and rise |
| Examples in masonry | Pantheon Rome, Hagia Sophia, St. Peter’s | Mughal-style bulbous domes (Taj Mahal approximate), Persian ribbed domes |
| Structural efficiency | Moderate; simple geometry | Better; geometry approaches the thrust line |
Pendentive and Squinch — Structural Role (Cross-ref: Ch 7)
Both devices solve the same geometric problem: placing a circular dome over a square room.
| Device | Geometry | Structural Mechanism | Thrust Path |
|---|---|---|---|
| Squinch | Small arch or corbel across each corner of the square | Converts square → octagon → polygon → circle in steps; each squinch arch directs thrust diagonally | Thrust distributed at corner diagonal arches → walls |
| Pendentive | Spherical triangle curving inward from each corner to meet the dome’s circular base; derived from a larger hemisphere whose diameter = room diagonal | Continuous smooth surface; distributes dome thrust uniformly to the four main arches | Dome thrust → pendentive surface → four main arches → piers |
Structural difference: A squinch concentrates thrust at specific corner diagonals and produces a stepped visual transition. A pendentive distributes thrust smoothly and continuously, producing elegant spatial flow. Pendentives allow a smaller dome to sit on a drum above the pendentive ring (dome-on-drum), which became standard in Renaissance domes.
Ch 7 cross-reference: Pendentive and squinch appear extensively in Byzantine (Hagia Sophia), early Islamic (Great Mosque of Córdoba), and Mughal (Taj Mahal) architecture. Their identification is tested both in structural mechanics (this lesson) and architectural history (Ch 7).
C7. Load-Bearing Wall vs Framed System
Structural Role of the Wall
| Aspect | Load-Bearing Wall System | Framed System (RC/Steel) |
|---|---|---|
| Wall in gravity path? | Yes — wall IS the structural element; carries floor/roof loads in compression | No — wall is infill only; gravity loads carried by beams and columns |
| Removal of wall | Structurally catastrophic — collapse of supported floor/roof | Structurally harmless (if non-load-bearing infill); can be removed with correct detailing |
| Opening constraints | Severe — opening weakens the structural member directly | Minimal — openings in infill do not affect gravity load path |
| Wall thickness | Structurally determined — increases with height and load | Architecturally determined — only needs to meet thermal/acoustic/fire requirements |
| Height limit | ~3–4 storeys (unreinforced masonry) | 20–100+ storeys depending on lateral system |
| Lateral resistance | Wall mass and in-plane shear (works for low-rise; poor in seismic zones) | Dedicated system: shear walls, braces, moment frames |
| Plan flexibility | Low — every wall is structural; layout is fixed | High — only columns are fixed; walls can be repositioned |
| Governing code | IS 1905:2002 | IS 456:2000 (RCC), IS 800:2007 (steel) |
The Infill Wall Trap
In a framed building, brick infill walls are non-structural. They:
– Do NOT carry floor or roof loads
– Do NOT appear in the structural load path
– DO add stiffness to the frame (can attract unintended seismic force if rigid)
– DO add dead load on the beams they rest on (recorded as superimposed dead load, IS 875 Part 1)
Trap: In an RC frame building, removing an infill wall does not cause structural failure. Removing a column or beam does. The question “which element can be removed without structural consequence?” → infill wall. The question “which element cannot be removed?” → column, beam, shear wall.
Decision Framework — Which System?
Building height?
├── ≤ 3–4 storeys + residential/institutional + limited spans → Load-bearing masonry (IS 1905)
└── > 4 storeys OR large spans OR seismic zone IV/V → Frame system (IS 456 / IS 800)
└── Walls → infill (non-structural) or shear walls (structural, part of lateral system)
D. Comparison Tables
| Comparison | Key exam distinction |
|---|---|
| Arch thrust (high → low) | Flat > segmental > semicircular > pointed > parabolic; corbel = zero thrust |
| Barrel vs groined vault | Barrel = thrust along full wall; groined = thrust at four diagonal groins |
| Ribbed vs groined | Ribbed = load on ribs/piers, wall freed; groined = intersecting barrel vaults |
| Load-bearing vs infill | Load-bearing wall in gravity path; frame infill carries self-weight only |
Full tables: see #### C3–C5 above.
E. Common Confusions
- Barrel vault = Groined vault — Categorically different. A barrel vault is a single continuous arch extruded along an axis; thrust is uniform along the …
- Flat arch generates the least horizontal thrust — The opposite is true. The flat arch generates the maximum horizontal thrust of all arch types because the thrust lin…
- Rat-Trap Bond = Flemish Bond (just thermal) — The face patterns look identical but the bricks are in different orientations. Flemish Bond = bricks flat, solid wall. R…
- Dome thrust ring is decorative — The thrust ring / tension ring at the dome’s base is a critical structural element. It resists the outward horizontal th…
- A corbel arch has high horizontal thrust — A corbel arch has zero horizontal thrust. It is not a true arch — it has no voussoir wedge action, no arch thrust. I…
- Stretcher Bond is suitable for load-bearing external walls — Stretcher Bond (100 mm thick) cannot stand alone as a structural load-bearing wall. It is limited to half-brick partitio…
F. Exam Traps
| Trap | Incorrect Belief | Correct Principle |
|---|---|---|
| Barrel vault = Groined vault | Common misconception about barrel vault = groined vault | Categorically different. A barrel vault is a single continuous arch extruded along an axis; thrust is uniform along the full wall. A groined vault is the intersection of two barrel vaults at right angles; thrust concentrates at four diagonal groins. Confusing the two misidentifies the structural wall requirement. |
| Flat arch generates the least horizontal thrust | Common misconception about flat arch generates the least horizontal thrust | The opposite is true. The flat arch generates the maximum horizontal thrust of all arch types because the thrust line is nearly horizontal. A steeper arch converts more force into vertical compression and less into horizontal spread. |
| Rat-Trap Bond = Flemish Bond (just thermal) | Common misconception about rat-trap bond = flemish bond (just thermal) | The face patterns look identical but the bricks are in different orientations. Flemish Bond = bricks flat, solid wall. Rat-Trap = bricks on edge, internal air cavity, ~25% material saving. They are structurally different; Rat-Trap is not simply a “thermal version” of Flemish Bond. |
| Dome thrust ring is decorative | Common misconception about dome thrust ring is decorative | The thrust ring / tension ring at the dome’s base is a critical structural element. It resists the outward horizontal thrust from the lower tensile hoop zone. Without it, meridional cracks develop and the dome’s base spreads outward. Concealed iron chains in St. Peter’s and St. Paul’s serve this function. |
| A corbel arch has high horizontal thrust | Common misconception about a corbel arch has high horizontal thrust | A corbel arch has zero horizontal thrust. It is not a true arch — it has no voussoir wedge action, no arch thrust. It works by cantilever mechanism: courses progressively project inward. This is why corbel arches do not require abutments to resist outward force. |
| Stretcher Bond is suitable for load-bearing external walls | Common misconception about stretcher bond is suitable for load-bearing external walls | Stretcher Bond (100 mm thick) cannot stand alone as a structural load-bearing wall. It is limited to half-brick partition walls and cavity wall inner leaves. Any full-thickness load-bearing wall requires a bond that ties both leaves — English, Flemish, Header, or Rat-Trap. |
| Pendentive = squinch (same thing, different name) | Common misconception about pendentive = squinch (same thing, different name) | Structurally and geometrically distinct. A pendentive is a spherical triangle derived from a larger hemisphere, producing smooth continuous curvature. A squinch is an arch or corbel placed across each corner, producing a stepped angular transition. The pendentive distributes thrust more uniformly to four main arches; the squinch concentrates thrust at diagonal arches. |
| In a framed building, infill walls carry floor loads | Common misconception about in a framed building, infill walls carry floor loads | Infill walls in RC frames carry no floor or roof loads. They bear only their own self-weight on the beam below. They do add dead load to that beam, but they are not load-bearing walls. Treating them as structural elements overestimates wall capacity and misidentifies the load path. |
| English Bond and Flemish Bond look the same from the face | Common misconception about english bond and flemish bond look the same from the face | They are visually distinct. English Bond shows alternating complete horizontal bands (a course of all-long faces, then a course of all-short faces). Flemish Bond shows a course where short and long faces alternate within the same row. This is a standard MCQ identification question. |
| Parabolic arch has the highest thrust | Common misconception about parabolic arch has the highest thrust | Parabolic arch under uniform loading has theoretically zero bending — it is the ideal form where all load is carried in pure compression. Horizontal thrust exists (like all arches) but there is no parasitic bending moment. The flat arch, not the parabolic, has the highest thrust relative to its load-carrying form. |
G. Answer-Writing Cues
MSQ (vault matching):
“Barrel vault thrust acts horizontally along the full supporting wall length. Groined vault concentrates thrust at four diagonal groins, partially freeing the wall between groins.”
MCQ (bond ID):
“Rat-trap bond is identified by bricks laid on edge creating an internal cavity; the face may resemble Flemish bond but bricks are not laid flat.”
Arch thrust:
“Flat (jack) arch generates maximum horizontal thrust for a given span. Parabolic arch under uniform load approaches pure compression with minimal bending.”
H. PYQ Linkage Note
| Topic | Exam appearance | Pattern |
|---|---|---|
| Barrel vs groined vault | MSQ | Thrust distribution description |
| Rat-trap vs Flemish | MCQ | On-edge vs flat laying |
| Flat arch thrust | MCQ | Maximum horizontal thrust |
| Stupa vs chaitya | — | Defer to Ch 7; dome thrust ring here |
| Infill wall trap | MCQ / MSQ | Non-structural in RC frame |
I. Mini-Check — Lesson 8.2
Q. Match Vault/Arch to Description
Match the structural description to the correct arch or vault type. Select ALL correct pairs.
(A) “Thrust distributed continuously along the full length of the supporting wall; window openings severely restricted”
→ ___
(B) “Generates maximum horizontal thrust; skewback ≥ 60°; requires strong abutments; minimal rise”
→ ___
(C) “Thrust concentrated at four diagonal groins; walls between groins partially freed; right-angle intersection of two cylindrical vaults”
→ ___
(D) “Structural ribs carry load to point supports; intervening webbing is light infill; walls freed to become glass”
→ ___
(E) “No horizontal thrust; successive courses project inward by cantilever mechanism; no voussoir wedge action”
→ ___
(F) “Ideal form under uniform load; theoretically pure compression with near-zero bending”
→ ___
Answers:
(A) → Barrel vault
(B) → Flat (Jack) arch
(C) → Groined vault (Cross vault)
(D) → Ribbed vault
(E) → Corbel arch
(F) → Parabolic arch
Q. Bond Pattern Identification
A brick wall one brick thick shows the following pattern on its face: every visible course contains alternating short faces and long faces, with no course consisting entirely of short or long faces. The bricks are placed on edge rather than flat, creating an air space within the wall. The wall is for a single-storey residential building.
Which bond is this?
(A) English Bond
(B) Flemish Bond
(C) Stretcher Bond
(D) Rat-Trap Bond
Answer: (D) Rat-Trap Bond
The face pattern (alternating header–stretcher in each course) matches both Flemish Bond and Rat-Trap Bond. The key discriminator is the phrase “bricks placed on edge” — this is the defining characteristic of Rat-Trap (Rowlock) Bond. Flemish Bond uses bricks laid flat. The air cavity and use in a low-rise residential building further confirm Rat-Trap. English Bond would show complete header courses alternating with complete stretcher courses. Stretcher Bond would show only stretchers in each course.
Q. Thrust Direction
In a barrel vault roofing a rectangular hall, lateral thrust from the vault acts:
(A) Vertically downward on the wall tops only
(B) Horizontally outward along the full length of the supporting walls
(C) Concentrated at the four corners of the hall
(D) Upward at the crown
Answer: (B) Horizontally outward along the full length of the supporting walls
A barrel vault generates continuous outward thrust along its entire longitudinal span — every cross-section acts as an independent arch pushing its supporting wall outward. This is why barrel-vaulted spaces require massively thick, largely unbroken walls. Answer (C) describes a groined vault; Answer (A) misses the horizontal component entirely.
MSQ — Load-Bearing vs Frame
Which statements about infill walls in an RC framed building are correct? Select all that apply.
(A) They carry floor and roof loads from upper storeys
(B) They may add unintended stiffness and attract seismic force
(C) They are part of the designed gravity load path
(D) They carry their own self-weight only
(E) They require lintels at openings like load-bearing walls
Correct: B, D, E. Infill walls are non-structural for gravity (A, C wrong) but still need lintels at openings and can stiffen the frame irregularly under seismic loading.
MCQ — Dome Hoop Tension
In a hemispherical dome under uniform gravity load, hoop tension develops:
(A) At the crown only
(B) In the lower portion below approximately 51.8° from the crown
(C) Uniformly over the entire dome surface
(D) Only when a thrust ring is absent
Answer: (B). Hoop tension in the lower zone is resisted by a tension ring or chain at the base; the upper zone remains in meridional compression.