4.2 The tympanogram and the Jerger types

A tympanogram is a plot of acoustic admittance against ear-canal pressure as the latter is swept from about +200 daPa to about −400 daPa. The audiologist reads three numbers off the curve — the peak height (YpeakY_\text{peak}), the pressure at which the peak occurs (TPP\text{TPP}, the tympanometric peak pressure), and the ear-canal volume (ECV\text{ECV}) — and a fourth feature, the shape: notched, double-peaked, or flat. The combination places the tympanogram into one of five categorical types named by James Jerger in 1970 (see the historical note in Lesson 4.1).

-400-300-200-10001002000.00.51.01.52.02.53.0ear-canal pressure (daPa)admittance Y (mmho)typeApeak Y0.75 mmhoTPP0 daPaECV1.2 mL
type:

Normal middle-ear function. Compliance peak between 0.3 and 1.4 mmho, peak pressure between −50 and +50 daPa. The gold shaded regions mark the normal ranges: peak compliance 0.3 – 1.4 mmho, peak pressure −50 to +50 daPa. The ear-canal volume (ECV) measured at the start of the test helps differentiate flat tympanograms: a normal ECV with a Type B trace suggests middle-ear effusion (the canal is normal-sized but the eardrum cannot move because fluid backs it); a markedly elevated ECV with a Type B trace (typically > 1.5 mL in adults) suggests perforation or a patent PE tube (the probe is sounding into the middle-ear cavity directly).

Why the curve has a peak

The middle ear sits at a static pressure set by Eustachian-tube exchanges with the nasopharynx — normally close to atmospheric. The probe sweeps the ear-canal pressure through this static middle-ear pressure. At the moment when canal pressure equals middle-ear pressure, the eardrum has zero static deflection and is at its most compliant — small AC pressure variations move it easily. At any other canal pressure the eardrum is pushed in or pulled out and is stretched stiff against the asymmetry, so its admittance drops. The peak of the curve therefore locates the middle-ear pressure.

Mathematically, the static deflection of the membrane is a function of Δp=pcanalpME\Delta p = p_\text{canal} - p_\text{ME}. The acoustic admittance scales with the local compliance — the inverse slope of the static pressure-deflection curve at the operating point. For a thin elastic membrane this compliance is maximum at Δp=0\Delta p = 0 and falls off in both directions, producing the characteristic bell-shaped peak.

The five Jerger types

TypePeak height (mmho)Peak pressure (daPa)ShapeInterpretation
A0.3 – 1.4−100 to +50single bellNormal middle ear
As< 0.3−100 to +50shallow bellStiffness pathology: otosclerosis, tympanosclerosis, malleus fixation
Ad> 1.4−100 to +50tall bell, sometimes notchedMass / compliance pathology: ossicular discontinuity, monomeric (healed perforation) drum
Bflat (no peak)indeterminateflat or shallow domeEffusion, perforation, or impacted cerumen — distinguished by ECV
C0.3 – 1.4< −100bell, shifted negativeEustachian tube dysfunction; middle ear at sub-atmospheric pressure

Each type, with the ECV reading, often produces a near-instantaneous middle-ear diagnosis:

Static admittance and the canal correction

The number quoted as YpeakY_\text{peak} is static admittance — the admittance of the eardrum and middle ear, with the ear canal’s contribution subtracted off. Because the ear canal is in parallel with the eardrum (see Lesson 4.1),

Ytymp(pcanal)=Year-canal+Yeardrum(pcanal).Y_\text{tymp}(p_\text{canal}) = Y_\text{ear-canal} + Y_\text{eardrum}(p_\text{canal}).

The ear-canal admittance is what the probe reads at the extreme pressure (when the eardrum is locked); subtracting that off everywhere yields the eardrum’s own admittance trace. This correction is built into modern tympanometers and is why the displayed trace usually has its baseline near zero.

Tympanometric width / gradient

The peak’s width matters too: a sharply peaked curve indicates a system with strong stiffness restoring forces; a broad, smeared curve indicates a system that is losing its stiffness component. The tympanometric width is the pressure interval over which the curve sits within half the peak amplitude (the equivalent of FWHM for the bell). Normal adult tympanometric width is 50–110 daPa; values above ~150 daPa are abnormal even in the absence of a clear type-B flattening, and often predict early effusion before the trace fully flattens.

Multi-frequency tympanometry

The 226-Hz probe assumes the middle ear at this frequency is stiffness-dominated: the peak in admittance reflects the peak compliance. In the infant ear this assumption fails — small cavities, less developed ossicles, and immature drum properties make the system mass-dominated at 226 Hz. The 226-Hz tympanogram in a healthy newborn can look type B (flat) or have spurious peaks.

The fix: use a higher probe frequency. At 1000 Hz the infant middle ear is stiffness-dominated and the tympanogram becomes interpretable. ANSI S3.39 specifies 1000 Hz for newborn screening. Multi-frequency tympanometers can also sweep probe frequency at fixed canal pressure to map the middle ear’s resonance frequency — the frequency at which mass reactance equals stiffness reactance and the admittance phase passes through zero. The resonance frequency shifts up with stiffness pathology (otosclerosis) and down with mass pathology (ossicular disarticulation), giving a quantitative complement to the static-admittance shape.

Next lesson: the same probe hardware, with one addition — a stimulus delivery system at clinically loud levels — measures the acoustic reflex, our next localising test.