Bone
Conduction Audiometry Measurement Variability
Two
common ways in which measurement variability in bone conduction audiometry can
be introduced is through air borne radiation and the occlusion
effect.
Air borne radiation is the disturbance in the air caused by the bone
vibrator. This air borne radiation
disturbs the air in the ear which can be detected and can affect threshold
measurements above 2 kHz. To solve
the problem of air borne radiation earplugs can be used to prevent sound
entering the ear. The use of ear
plugs in bone conduction audiometry introduces another form of measurement
variability, and this is variability due to the occlusion effect below 2 kHz.
Although
ideally it is desirable to use ear plugs when conducting bone tests above 2 kHz
(see
article on air radiated sound from bone vibrators),
and remove them when testing below 2 kHz, it is not clinically practical.
The alternative is to accept certain degrees of variability and reject
others. When using the popular Radioear B-71 bone vibrator, air-bone
gaps (ABGs) of
10 dB or more are considered clinically significant.
Research
Lightfoot
et al (1993) conducted a study to explore the high frequency measurement
variability in bone testing. Previous
studies have shown that unoccluded bone thresholds of normal hearing subjects
have often been lower than the minimum available intensity (-10 dB).
The
study was conducted in the following way. Normal
hearing subjects (age 18-30) were given bone conduction threshold tests with
ears unoccluded, occluded with earphones and occluded with earplugs.
What Lightfoot et al. wanted to see was how much of an improvement in
threshold would occur as a result of the occlusion effect.
The following is a table of their results.
|
Condition
|
3
kHz
|
4
kHz
|
6
kHz
|
8
kHz
|
|
(a)
|
2.9
|
5.3
|
18.8
|
10.6
|
|
(b)
|
3.8
|
4.5
|
14.8
|
8.5
|
|
(c)
|
3.8
|
5.3
|
14.8
|
5.8
|
Taken from Lightfoot et al
(1993)
Mean
air-bone gaps (in dB) calculated with bone conduction hearing thresholds
obtained with the subjects’ ears
(a) unoccluded; (b) occluded by audiometric earphones; (c) occluded by earplugs.
As
the above table indicates, occlusion by either earplugs or earphones did not
significantly affect the ABG at 3-4 kHz but the gaps at 6-8 kHz were
significantly larger, especially at 6 kHz.
According to the authors, these gaps can partially be attributed to central
masking effects (3-5 dB at most) but central masking effects are usually not
frequency specific such as the case shown in the above table.
The ABG at 6-8 kHz was suspected to be mostly due to air borne radiation but
was discovered to be due to a discrepancy between the air and bone conduction
reference equivalent thresholds given in British Standards BS2497 (part 5) and
British Standards BS6950.
Lightfoot et al. (1993) offered three reason for this discrepancy.
First, the air conduction standard according to
Robinson (1988) contains an error of 5-6 dB at 6 kHz.
Second, both the air and bone standards were derived from different
subject samples. Third, British
Standards BS6950 is
derived from three studies which used different bone vibrator types.
Impact on Clinical Audiology
So
now the question remains, how can this information impact an Audiologist in the
clinical setting? When testing ABG,
there is often a lower limit on the magnitude of the averaged ABG when assessing
the significance of any conductive element. Does this mean that the variation presented in the Lightfoot
et al study is clinically non significant?
Absolutely not because an Audiologist’s diagnosis can be affected by
the presence of an apparent high frequency conductive loss.
Take the following hypothetical situation for example:
The
above audiogram represents a fictitious man in his late 40’s who has worked in
a noisy environment for 30 years. The
ABG on this audiogram is taken from Lightfoot et al.
(1993). With this data, the authors
argued that the audiogram above can be interpreted as a strange high frequency conductive problem with no convincing evidence of noise induced
hearing loss.
According
to Lightfoot et al (1993) three things together contribute to the false ABG at high frequencies shown in the
audiogram above. First is the air conduction error at 6 kHz mentioned above.
Second is the apparent improvement in bone
conduction threshold caused by air radiated sound from the
bone vibrator entering the ear canal at high
frequencies. Third is that unoccluded bone
conduction thresholds at 6 and 8 kHz in normal listeners
is often lower than what is measurable by most audiometers
( - 10 dB HL). The latter two factors increase the
likelihood of an ABG by contributing to an apparent
improvement in BC thresholds.
Lightfoot
et al (1993)
recommend that bone conduction tests should be avoided at
frequencies above 4 kHz until standards are revised or until bone vibrator
designs are
improved.
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