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Orthodontics and dentofacial orthopaedics

Dental Surgery (BDS) · Clinical dentistry · free study notes for exams, placements and interviews

In short

Orthodontics and dentofacial orthopaedics is the dental speciality that diagnoses, prevents and corrects irregular teeth (malocclusion) and the jaw relationships behind them, using tooth-moving appliances and growth-guiding (orthopaedic) appliances. It matters because malocclusion is one of the commonest oral conditions in Indian children and young adults, and it affects chewing, speech, periodontal health, caries risk, trauma risk and self-esteem. In BDS it is a full clinical subject in final year with a theory paper and a practical/viva (wire bending, model analysis, cephalometric tracing, case discussion), and it is a standard section in NEET-MDS, INI-CET and state PG entrance papers. On the job it is used by BDS graduates in general practice (screening, interceptive treatment, space maintainers, referral) and by MDS orthodontists in clinics, dental college departments and corporate chains; aligner companies and appliance manufacturers also hire clinical and product roles. All practice is governed by the National Dental Commission framework that replaced the Dentists Act, 1948 regime, with clinic registration under state Clinical Establishments rules and radiation licensing through AERB's eLORA for every dental X-ray unit.

Explained

Growth, development and the normal occlusion

Classification and aetiology of malocclusion

Diagnosis: records, model analysis, cephalometrics

Biomechanics of tooth movement

Appliances: removable, functional, fixed and aligners

Preventive, interceptive and regulatory practice in India

Key points

Formulas and examples

Overjet = horizontal distance from labial surface of lower incisor to incisal edge of upper incisor (mm). Normal 2–3 mm.
Overbite (%) = (vertical overlap of lower incisor crown ÷ lower incisor crown height) × 100. Normal ≈ 30%.
Tanaka–Johnston: predicted width of canine + premolars per quadrant = (Σ mandibular incisor widths ÷ 2) + 10.5 mm (mandible); + 11.0 mm (maxilla). All in mm.
Arch length discrepancy (Carey) = available arch length (measured with brass wire, mesial of 6 to mesial of 6) − Σ mesiodistal widths of the 10 teeth mesial to first molars (mm). Negative = crowding.
Space available in mixed dentition = measured arch length − (Σ erupted incisor widths + predicted canine+premolar widths both sides).
Ashley Howe: PMBAW% = (premolar basal arch width ÷ total tooth material, 1st molar to 1st molar) × 100. <37% → extraction likely; 37–44% borderline; >44% non-extraction.
Pont's index: calculated upper interpremolar width = (Σ width of 4 upper incisors × 100) ÷ 80; intermolar = (Σ × 100) ÷ 64. Derived on a French sample — low validity in Indian populations.
Bolton ratio: anterior ratio = (Σ mandibular 6 anteriors ÷ Σ maxillary 6 anteriors) × 100, ideal 77.2%; overall ratio (12 teeth each) ideal 91.3%.
Steiner: ANB = SNA − SNB (degrees). SNA 82±2, SNB 80±2, ANB 2±2.
Tweed: FMA + FMIA + IMPA = 180°; ideal 25 + 65 + 90.
Jarabak ratio = (S–Go ÷ N–Me) × 100; 62–65% average, >65% horizontal grower, <62% vertical grower.
Moment M = F × d (g·mm), where F = force (g) and d = perpendicular distance from the centre of resistance (mm).
Spring deflection (cantilever): F ∝ (d⁴ × δ) ÷ l³ — force varies with the 4th power of wire diameter and inversely with the cube of length. Doubling length cuts force to 1/8.

Example 1 — Mixed dentition space analysis (Tanaka–Johnston). A 9-year-old's four mandibular permanent incisors measure 5.4, 5.3, 6.0 and 6.1 mm. Measured arch length available from mesial of 36 to mesial of 46, in segments, is 70.0 mm.

  1. Σ incisors = 5.4 + 5.3 + 6.0 + 6.1 = 22.8 mm.
  2. Predicted canine + premolars per quadrant = 22.8/2 + 10.5 = 11.4 + 10.5 = 21.9 mm; both sides = 43.8 mm.
  3. Space required = 22.8 + 43.8 = 66.6 mm.
  4. Space available = 70.0 mm → surplus = 70.0 − 66.6 = +3.4 mm (about the leeway space; no crowding expected, observe and preserve E space).
  5. For the maxilla the same incisor sum would predict 11.4 + 11.0 = 22.4 mm per quadrant.

Example 2 — Carey's analysis and extraction decision. Lower arch: mesiodistal widths — central incisors 5.3 + 5.3, lateral incisors 5.8 + 5.8, canines 6.8 + 6.8, first premolars 7.1 + 7.1, second premolars 7.2 + 7.2. Arch length measured with brass wire = 60.0 mm.

  1. Σ tooth material = 2(5.3 + 5.8 + 6.8 + 7.1 + 7.2) = 2 × 32.2 = 64.4 mm.
  2. Discrepancy = 60.0 − 64.4 = −4.4 mm (crowding).
  3. Per quadrant = 4.4/2 = 2.2 mm → falls in the ≤2.5 mm band → proximal stripping (≈0.5 mm per contact across about 9 contacts gains ≈4.4 mm) with arch expansion/proclination if the profile allows, not extraction.
  4. Had the deficiency been −9.0 mm (4.5 mm per side), the plan would shift to second premolar extraction; beyond 10 mm total, first premolars.

Example 3 — Cephalometric interpretation (Steiner + Tweed). Tracing gives SNA 86°, SNB 79°, SN–GoGn 36°, FMA 29°, IMPA 98°, upper incisor to NA 32°/7 mm.

  1. ANB = 86 − 79 = 7° → skeletal Class II (norm 2 ± 2) due to maxillary prognathism (SNA high) with a normal mandible.
  2. SN–GoGn 36° and FMA 29° → vertical/high-angle growth pattern; limits incisor retraction and favours high-pull headgear over cervical.
  3. FMIA = 180 − FMA − IMPA = 180 − 29 − 98 = 53° (ideal 65°) → lower incisors proclined by ≈12°; Tweed would indicate extraction to upright them.
  4. Upper incisor to NA 32°/7 mm (norm 22°/4 mm) → proclined and protruded upper incisors — consistent with Class II div 1.
  5. Plan direction: growing patient → maxillary restraint with headgear plus fixed appliance; non-growing adult with this profile → premolar extraction or orthognathic consideration.

Example 4 — Bolton discrepancy. Σ maxillary 6 anteriors = 46.0 mm; Σ mandibular 6 anteriors = 37.0 mm.

  1. Anterior ratio = (37.0 ÷ 46.0) × 100 = 80.4% (ideal 77.2%).
  2. Ideal mandibular anterior sum = 0.772 × 46.0 = 35.5 mm → mandibular excess = 37.0 − 35.5 = 1.5 mm.
  3. Management: ≈0.25 mm interproximal reduction at about six lower anterior contacts, or accept a slightly reduced overbite/overjet; a maxillary excess instead would point to peg laterals needing build-up.

Example 5 — Force, moment and spring mechanics. A canine retraction spring of 0.5 mm wire is deflected to deliver 40 g at 10 mm from the centre of resistance.

  1. Moment = 40 × 10 = 400 g·mm, tipping the crown distally.
  2. To translate the canine an M/F ratio of ≈10:1 is needed, i.e. a counter-moment of 10 × 40 = 400 g·mm — exactly what a rectangular wire in a bracket must supply (hence bodily movement needs a fixed appliance).
  3. If the same spring's active arm length is doubled, force falls to 1/8 → ≈5 g (deflection unchanged) — too light; redesign by increasing deflection or wire diameter.
  4. Changing to 0.6 mm wire at the original length raises force by (0.6/0.5)⁴ = 2.07 → ≈83 g — excessive for a single tooth, risking hyalinisation.
FeatureRemovable applianceFixed applianceFunctional appliance
Tooth movementMainly tippingTipping, translation, rotation, torqueDentoalveolar + modest skeletal
AgeGrowing childAny ageOnly at active growth
ComplianceFully dependentIndependentHighly dependent
Oral hygieneEasyDifficult (white spot risk)Moderate
Typical useCrossbite, habit, retention, space maintenanceComprehensive correctionSkeletal Class II, retrognathic mandible
WireStiffnessSpringbackMain use
Stainless steelHighLowWorking wire, finishing, loops
NiTi (superelastic)Low, constant forceVery highInitial levelling and alignment
Beta-titanium (TMA)MediumHighLoop mechanics, finishing bends
Co-Cr (Elgiloy)Adjustable by heat treatmentModerateFabrication requiring soldering
Multistranded SSLowModerateInitial alignment, bonded retainers

Where it is used

Interview questions

Common mistakes

Related topics

Paediatric and preventive dentistry · Oral and maxillofacial surgery: extractions and minor oral surgery · Periodontology · Oral anatomy, tooth morphology and occlusion · Dental materials: wires, adhesives and polymers · Oral radiology and cephalometric imaging

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