5.2 Air and Bone Conduction Masking Criteria
Key Takeaways
- The definitive physiological rule for air conduction mandates masking whenever the test ear air-conduction threshold exceeds the non-test ear bone-conduction threshold by the interaural attenuation or more: $AC_{TE} - BC_{NTE} \ge IA$.
- Bone conduction masking is mandatory whenever an unmasked air-bone gap exceeds 10 dB in the test ear ($AC_{TE} - BC_{TE,\text{unmasked}} > 10\text{ dB}$, i.e., $\ge 15\text{ dB}$), because interaural attenuation for bone conduction is 0 dB.
- Initial Masking Level for air conduction is $IML_{AC} = AC_{NTE} + 10\text{ dB}$ safety cushion; for bone conduction, $IML_{BC} = AC_{NTE} + OE + 10\text{ dB}$.
- The occlusion effect (OE) artificially elevates bone-conducted low-frequency loudness when the non-test ear is covered by a transducer; supra-aural OE values are 30 dB at 250 Hz, 20 dB at 500 Hz, 10 dB at 1000 Hz, and 0 dB at 2000+ Hz.
- The occlusion effect occurs only when the non-test middle ear is normal; if the non-test ear has a pre-existing conductive pathology ($ABG_{NTE} > 10\text{ dB}$), the occlusion effect is absent ($OE = 0\text{ dB}$).
5.2 Air and Bone Conduction Masking Criteria
[!NOTE] Clinical masking is not an optional or discretionary technique; it is a legally and professionally mandated protocol. When audiometric data meet specific quantitative criteria, the hearing instrument specialist must apply masking to verify ear-specific thresholds. Relying on unmasked thresholds when masking criteria are satisfied constitutes professional negligence and can result in severe diagnostic misclassification.
The Mandatory Rules Governing Clinical Masking
Determining when to mask requires applying objective mathematical inequalities to pure-tone thresholds. These rules differ fundamentally between air conduction and bone conduction because of the drastic disparity in their respective interaural attenuation values.
MANDATORY MASKING CRITERIA
AIR CONDUCTION TESTING BONE CONDUCTION TESTING
┌──────────────────────┐ ┌───────────────────────┐
│ Transducer Minimum │ │ Transducer Minimum │
│ IA: 40 dB (Supra) │ │ IA: 0 dB │
│ 60 dB (Inserts) │ │ │
└──────────┬───────────┘ └───────────┬───────────┘
│ │
▼ ▼
┌──────────────────────┐ ┌───────────────────────┐
│ Physiological Rule: │ │ Air-Bone Gap Rule: │
│ │ │ │
│ AC_TE - BC_NTE ≥ IA │ │ AC_TE - BC_TE > 10 dB │
│ │ │ (i.e., ABG ≥ 15 dB) │
└──────────────────────┘ └───────────────────────┘
Rule 1: Air Conduction Masking Criteria
The Definitive Physiological Rule
Cross-hearing occurs when sound presented to the test ear crosses the skull via bone conduction and stimulates the non-test cochlea. Therefore, the definitive, gold-standard physiological rule states:
Where:
- $AC_{TE}$ is the unmasked air-conduction threshold of the test ear.
- $BC_{NTE}$ is the bone-conduction threshold of the non-test ear.
- $IA$ is the interaural attenuation of the test transducer ($40\text{ dB}$ for supra-aural earphones; $60\text{ dB}$ for insert earphones).
If the sound delivered to the test ear exceeds the bone-conduction threshold of the opposite ear by an amount equal to or greater than the interaural attenuation, the non-test cochlea is physically stimulated. Masking of the non-test ear is mandatory.
The Clinical Screening Shortcut (Air-to-Air Comparison)
In everyday clinical practice, clinicians frequently compare air conduction in the test ear directly to air conduction in the non-test ear:
While this screening shortcut is widely used during initial testing because bone-conduction thresholds may not yet be established, it is only valid if the non-test ear has completely normal middle ear function ($AC_{NTE} = BC_{NTE}$).
[!WARNING] The Latent Conductive Non-Test Ear Trap: If the non-test ear has a conductive hearing loss (an air-bone gap), $AC_{NTE}$ will be significantly poorer than $BC_{NTE}$. Relying on the screening shortcut ($AC_{TE} - AC_{NTE} \ge IA$) will fail to detect cross-hearing, because the non-test cochlea ($BC_{NTE}$) is much more sensitive than its air-conduction threshold indicates. Whenever there is a known or suspected air-bone gap in the non-test ear, the physiological rule ($AC_{TE} - BC_{NTE} \ge IA$) must be applied.
Quantitative Comparison Example
- Right Ear (TE): $AC = 65\text{ dB HL}$
- Left Ear (NTE): $AC = 35\text{ dB HL}$, $BC = 10\text{ dB HL}$
- Transducer: Supra-aural earphones ($IA = 40\text{ dB}$)
- Applying Screening Shortcut: $AC_{TE} (65) - AC_{NTE} (35) = 30\text{ dB}$. Since $30 < 40\text{ dB}$, the shortcut falsely indicates no masking required.
- Applying Physiological Rule: $AC_{TE} (65) - BC_{NTE} (10) = 55\text{ dB}$. Since $55 \ge 40\text{ dB}$, masking is strictly mandatory!
- Acoustic Reality: Sound presented at $65\text{ dB HL}$ crosses the skull, attenuated by $40\text{ dB}$, arriving at the left cochlea at $25\text{ dB HL}$. Because the left cochlea responds at $10\text{ dB HL}$, the patient easily detects the crossed tone at $25\text{ dB HL}$. Without masking, the right ear's threshold is completely invalid.
Rule 2: Bone Conduction Masking Criteria
The 0 dB Interaural Attenuation Reality
Because a bone oscillator vibrates the entire skull virtually synchronously, interaural attenuation for bone conduction is $0\text{ dB}$. Sound delivered to either mastoid process (or the forehead) reaches both cochleae with equal acoustic energy.
Consequently, an unmasked bone-conduction threshold reflects the sensitivity of the better-hearing cochlea, regardless of which mastoid the oscillator is physically placed on.
The Air-Bone Gap Criterion
Masking for bone conduction is mandatory whenever there is an air-bone gap in the test ear greater than $10\text{ dB}$:
Why a 10 dB Air-Bone Gap Does Not Mandate Masking
Audiometric testing operates with a standard test-retest clinical tolerance of $\pm 5\text{ dB}$. An air-bone gap of $5\text{ or }10\text{ dB}$ can frequently occur purely as a normal statistical variance or slight calibration offset without any true middle ear pathology. However, an air-bone gap of $15\text{ dB}$ or greater represents a clinically significant separation that requires verification under contralateral masking to determine which ear possesses the conductive pathology.
Initial Masking Level (IML) Calculations
Once the need to mask is identified, the clinician must determine the exact intensity of narrow-band noise to introduce into the non-test ear. This baseline starting level is called the Initial Masking Level (IML).
Air Conduction IML Formula
To ensure that the non-test ear cannot respond to crossed-over pure tones, the masking noise must equal the air-conduction threshold of the non-test ear plus an effective masking safety cushion:
- $AC_{NTE}$: The air-conduction threshold of the non-test ear at the test frequency.
- $+10\text{ dB}$: The standardized clinical safety cushion (minimum effective masking level) that shifts the non-test ear threshold sufficiently to eliminate cross-audition.
Bone Conduction IML Formula
Bone conduction testing introduces an additional physical variable: placing an earphone over the non-test ear canal to present the masking noise alters the acoustic transmission of bone-conducted low-frequency sound. This phenomenon is the Occlusion Effect (OE).
Therefore, the Initial Masking Level for bone conduction must overcome the non-test ear's air conduction, compensate for the occlusion effect, and provide the safety cushion:
The Occlusion Effect (OE): Physics, Values & Clinical Rules
The Osseotympanic Mechanism
When a bone-conduction oscillator vibrates the skull, the bony and cartilaginous walls of the external auditory canal also vibrate, radiating acoustic sound pressure into the canal lumen (osseotympanic bone conduction).
- Open Ear Canal (Unoccluded): The canal acts as a high-pass acoustic filter. Low-frequency sound waves radiated by the canal walls freely escape out of the open ear meatus into the room.
- Occluded Ear Canal (Covered by Earphone): Covering the ear canal with a supra-aural cushion traps the radiated low-frequency acoustic energy. The trapped sound pressure cannot escape; instead, it is driven inward across the tympanic membrane, through the ossicular chain, and into the cochlea. This adds to the direct osseous bone-conduction signal, artificially improving (lowering) bone-conduction thresholds by up to $30\text{ dB}$ at low frequencies.
THE OCCLUSION EFFECT (OE)
UNOCCLUDED CANAL (Open) OCCLUDED CANAL (Earphone Placed)
Radiation Escapes Freely Sound Trapped & Forced Inward
Temporal Bone Temporal Bone (Vibrating)
┌──────────────┐ ┌──────────────┐
│ │ │ │
│ Ear Canal │ ══► Sound Escapes │ Ear Canal │ ══► Sound Blocked
│ │ into Room │ │ by Earphone Cushion
└──────┬───────┘ └──────┬───────┘
│ │
▼ ▼
Tympanic Membrane Tympanic Membrane
Normal Response Reflected Pressure Adds Boost
(+30 dB @ 250 Hz, +20 dB @ 500 Hz)
Transducer-Specific Quantitative OE Allowances
| Test Frequency (Hz) | Supra-Aural Earphones (TDH-39/50) | Insert Earphones (Deep Seal) | Insert Earphones (Shallow Seal) |
|---|---|---|---|
| 250 Hz | +30 dB | +10 dB (or 0 dB past 2nd bend) | +20 dB |
| 500 Hz | +20 dB | +5 dB (or 0 dB past 2nd bend) | +10 dB |
| 1000 Hz | +10 dB | 0 dB | +5 dB |
| 2000 Hz | 0 dB | 0 dB | 0 dB |
| 4000 Hz | 0 dB | 0 dB | 0 dB |
The Non-Test Ear Middle Ear Exception Rule
[!IMPORTANT] The Occlusion Effect is Absent in Conductive Losses: The osseotympanic occlusion effect depends on a fully functional, mobile middle ear mechanism to transmit trapped canal sound to the cochlea. If the non-test ear already has an established middle ear conductive pathology (e.g., otosclerosis, middle ear effusion, tympanic perforation with an $ABG_{NTE} > 10\text{ dB}$):
- The conductive pathology has already interrupted ossicular energy transmission.
- Placing an earphone over the canal produces no additional acoustic improvement in bone conduction.
- Therefore, whenever the non-test ear has an air-bone gap $> 10\text{ dB}$, $OE = 0\text{ dB}$ across all frequencies.
Clinical Masking Decision Tree & Worksheet
To prevent calculation errors, board-certified specialists utilize a structured decision tree and clinical worksheet:
CLINICAL MASKING DECISION FLOWCHART
[Pure-Tone Test Completed]
│
┌──────────────────┴──────────────────┐
▼ ▼
[Air Conduction Check] [Bone Conduction Check]
│ │
Is AC_TE - BC_NTE ≥ IA? Is AC_TE - BC_TE > 10 dB?
(Supra: 40, Insert: 60) (i.e., ABG ≥ 15 dB?)
│ │
┌───────┴───────┐ ┌───────┴───────┐
▼ ▼ ▼ ▼
[YES] [NO] [YES] [NO]
│ │ │ │
MASK NTE NO MASK MASK NTE NO MASK
IML = AC_NTE Threshold Check NTE ABG: Threshold
+ 10 dB is Valid If ABG ≤ 10 dB: is Valid
IML = AC_NTE + OE + 10
If ABG > 10 dB:
IML = AC_NTE + 10 (OE=0)
Step-by-Step Clinical Worksheet Example
Patient Audiometric Profile:
- Right Ear (TE): $AC_{500} = 60\text{ dB HL}$, $AC_{1000} = 65\text{ dB HL}$, $AC_{4000} = 70\text{ dB HL}$
- Left Ear (NTE): $AC_{500} = 20\text{ dB HL}$, $AC_{1000} = 15\text{ dB HL}$, $AC_{4000} = 20\text{ dB HL}$
- Unmasked Bone Conduction: $BC_{500} = 15\text{ dB HL}$, $BC_{1000} = 15\text{ dB HL}$, $BC_{4000} = 20\text{ dB HL}$
- Transducers: Supra-aural earphones ($IA = 40\text{ dB}$); normal bilateral tympanograms.
| Frequency | Measure | Value | Masking Formula Check | Masking Required? | Initial Masking Level (IML) |
|---|---|---|---|---|---|
| 500 Hz | AC Testing | $AC_{TE} = 60$ | $AC_{TE} (60) - BC_{NTE} (15) = 45 \ge 40$ | YES | $IML_{AC} = AC_{NTE} (20) + 10 = \mathbf{30\text{ dB HL}}$ |
| 500 Hz | BC Testing | $BC = 15$ | $AC_{TE} (60) - BC_{\text{unmasked}} (15) = 45 > 10$ | YES | $IML_{BC} = AC_{NTE} (20) + OE (20) + 10 = \mathbf{50\text{ dB HL}}$ |
| 1000 Hz | AC Testing | $AC_{TE} = 65$ | $AC_{TE} (65) - BC_{NTE} (15) = 50 \ge 40$ | YES | $IML_{AC} = AC_{NTE} (15) + 10 = \mathbf{25\text{ dB HL}}$ |
| 1000 Hz | BC Testing | $BC = 15$ | $AC_{TE} (65) - BC_{\text{unmasked}} (15) = 50 > 10$ | YES | $IML_{BC} = AC_{NTE} (15) + OE (10) + 10 = \mathbf{35\text{ dB HL}}$ |
| 4000 Hz | AC Testing | $AC_{TE} = 70$ | $AC_{TE} (70) - BC_{NTE} (20) = 50 \ge 40$ | YES | $IML_{AC} = AC_{NTE} (20) + 10 = \mathbf{30\text{ dB HL}}$ |
| 4000 Hz | BC Testing | $BC = 20$ | $AC_{TE} (70) - BC_{\text{unmasked}} (20) = 50 > 10$ | YES | $IML_{BC} = AC_{NTE} (20) + OE (0) + 10 = \mathbf{30\text{ dB HL}}$ |
A clinician is evaluating pure-tone air-conduction thresholds using supra-aural earphones (IA = 40 dB). At 1000 Hz, the right ear threshold is 65 dB HL. In the left ear, the air-conduction threshold is 30 dB HL and the bone-conduction threshold is 10 dB HL. Does testing the right ear at 1000 Hz require contralateral masking, and why?
A specialist must obtain a masked bone-conduction threshold at 500 Hz for the right ear using supra-aural earphones. The left ear (non-test ear) exhibits an air-conduction threshold of 25 dB HL with a normal Type A tympanogram (no conductive pathology). Assuming standard occlusion effect values (OE = 20 dB at 500 Hz) and a 10 dB safety cushion, what is the correct Initial Masking Level (IML) to introduce into the left ear?
When calculating the Initial Masking Level for bone conduction at 250 Hz in a patient whose non-test ear exhibits a 35 dB conductive air-bone gap (Type B tympanogram), what value must be assigned to the Occlusion Effect (OE)?