97
5
further than a straight horizontal line [Briaire, 2008].
For most subjects, 12 electrodes were active, but 31 of the subjects were fitted with less active electrodes.
The rationale to fit in most cases with 12 active electrodes was based upon previous research [Frijns et al.,
2003]. Missing data points due to different numbers of electrodes being active would prevent the possibility
of effectively plotting percentiles or averages along the array in line graphs, as plotted data would be from
varying numbers of subjects.
Therefore, the data from two neighboring electrode contacts were averaged. This allowed level data along
the array to be shown at the 8 electrode contact duos, each representing data from all subjects. In line with
the convention used by Advanced Bionics, the levels are expressed on a linear scale in clinical units [pulse
width (
μ
s) × amplitude (
μ
A) × 0.0128447]. In the manufacturer’s clinical fitting software (SoundWave),
T-levels are set as a percentage (10%) of M-levels. Therefore, also in the present study, the interrelationship
between Tand M-levels was expressed as a percentage (T-/ M-level ratio = T-level/M-level × 100). Although
van der Beek/Briaire/Frijns
lt cochlear im-
ed either a CII
lant with a Hi-
d into the co-
anted between
enter. All im-
only two sur-
cluded in this
1. All subjects
ually deafened
eriod were not
2).
contact sepa-
asic pulses in
contact, stim-
its (CU), until
xt, the current
ovide a clearly
Subsequently,
icated that he/
was decreased
level. Finally,
troduced with
the more basal
anced Bionics
ly, the proces-
normal voice
f the M-levels
eported to be
d to assess the
but, if needed,
rp) were sug-
lity for the pa-
y, the M-levels
ning a smooth
arp, the slope
t accepted the
ontal line [Bri-
31 of the sub-
ionale to fit in
n previous re-
e to different
the possibility
he array in line
ers of subjects.
contacts were
e shown at the
m all subjects.
ionics, the lev-
ulse width (μs)
r’s clinical fit-
centage (10%)
interrelation-
ship between T- and M-levels was expressed as a percentage (T-/
M-level ratio = T-level/M-level × 100). Although this does not pro-
vide the DR in linear clinical units, the DR in decibels can easily be
derived: DR (dB) = 20 log[100/(T-/M-level ratio)].
To assess intrasubject variation and to f ilitat the compari on
with previously published data [Pfingst and Xu, 2004], the data
were recalculated and expressed in decibels: I (dB) = 20 log[I
(CU)/1,000 × 20.6 (CU)]. This, for instanc , enables the data to be
seen more in line with data presented in Cochlear’s current levels,
which are also on a logarithmic scale. In line with Pfingst et al.
[2004], across-site mean (ASM) and across-site variance (ASV)
were calculated in order to be able to analyze fitting levels both
across as well as within subjects. Both T- and M-levels were deter-
mined during regular clinical fi ting sessions, approximately 8
times during the first year. The T- andM-levels of the initial fitting
(about 4 weeks after implantation) and the levels obtained at 1 year
of cochlear implant use were used for this study.
Speech Perception
Speech discrimination scores were obtained during normal
clinical follow-up at predetermined intervals. The data used for
analysis in this study were the scores obtained after 1 year of fol-
Table 1.
Patient demographics
Number of patients
151
Average age, years
57
Range
17–86
Average duration of deafness, years
22
Range
0.1–60
Female/male ratio
94/57
Etiology
Progressive
117
Medication
4
Ménière
5
Meningitis
14
Otosclerosis
6
Trauma
3
Usher
2
Average monosyllabic word score at 1 year, % 57
Range
5–93
1
Implant type: CII/HiRes 90K (HiFocus 1/1 J electrode).
1
Subset of 132 subjects.
Table 2.
Number of implanted patients excluded from the study
Mentally handicapped
5
Non-Dutch speaker
1
Deceased, natural cause
3
Facial nerve stimulation
1
Incomplete insertion
2
Device failure
3
Total
15
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