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Report
1 School of Health Sciences, Deakin University, Burwood, 3125 Victoria, Australia; 2 Department of Integrative Physiology, University of Colorado, Boulder, Colorado 80309
Submitted 22 October 2002; accepted in final form 27 March 2003
| ABSTRACT |
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| INTRODUCTION |
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One functional consequence of this type of correlated motor-unit activity
is an influence on the ability of an individual to exert a precise force
during a steady contraction. For example, computer simulations have
demonstrated that motor-unit synchronization can have a pronounced effect on
the amplitude of force fluctuations
(Taylor et al. 2002
;
Yao et al. 2000
). However, we
have recently found no difference in the strength of motor-unit
synchronization between young and old adults, despite greater force
fluctuations in the old subjects (Semmler
et al. 2000
). An alternative possibility, which has been
attributed a significant role in the fluctuations experienced by young adults
(Halliday et al. 1999
;
Kakuda et al. 1999
;
Wessberg and Kakuda 1999
), is
the common modulation of input received by the active motor units (motor-unit
coherence). For this reason, we quantified the strength of motor-unit
coherence in the first dorsal interosseus muscle of young and old adults using
data from our previous study (Semmler et
al. 2000
).
| METHODS |
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The experimental arrangement used to record single motor-unit activity has
been described previously (Semmler et al.
2000
). Briefly, each subject was seated facing a 14-in. computer
monitor that provided feedback on the force exerted by the index finger of the
subject. The left arm was placed prone on a manipulandum and the elbow joint
was flexed to approximately 90°. The index finger was placed in an
individualized splint so that the interphalangeal joints were kept extended.
The splinted index finger contacted a force transducer (Sensotec model 13,
Columbus, OH) at the level of the proximal interphalangeal joint. The arm and
hand were secured by restraints to minimize extraneous activity from
neighboring muscles.
Two bipolar, fine-wire intramuscular electrodes were inserted into the first dorsal interosseus muscle. Each electrode consisted of three Formvar-insulated, stainless steel wires (50 µm diameter) that were threaded through a disposable 27-gauge needle. The activity of single motor units was examined while subjects exerted a low abduction force with the index finger for 25 min. The subject was provided with audio feedback on the discharge of a selected unit, which was discriminated on-line using a computer-based, template-matching algorithm (SPS 8701; Signal Processing Systems, Malvern, South Australia, Australia). After a rest period, concurrent discharges of new pairs of motor units were recorded by manipulating at least one of the wires used to record the potentials. With this process, it was possible to record an average (±SD) of 4 ± 2 different pairs of motor units in a given experiment. Single motor-unit recordings were amplified (10002000 times), band-pass-filtered (208 kHz), and stored on tape.
The single motor-unit recordings were digitized (10 kHz) and discriminated off-line using a computer-based, spike-sorting algorithm (Spike2; Cambridge Electronic Design, Cambridge, UK) that identified the action potentials belonging to a particular motor unit based on waveform amplitude and shape. Interspike intervals of identified motor units were examined for every trial, and abnormally short and long interspike intervals that were clearly the result of discrimination error were excluded from statistical analysis. For the remaining discharge times, the mean, SD, and coefficient of variation of the interspike intervals were determined using custom-designed software written in Matlab (Mathworks, Natick, MA).
The strength of motor-unit synchronization was determined by a
cross-correlation analysis performed on pairs of concurrently active motor
units detected with separate electrodes. All cross-correlation histograms used
in the analysis had a bin width of 1 ms and spanned a period 100-ms before and
100-ms after the discharge of one of the recorded motor units. The magnitude
of the central synchronous peak was quantified using the synchronization index
CIS (common input strength, Nordstrom et
al. 1992
), which represents the frequency of extra synchronous
discharges in excess of chance. For each pair of motor units contributing to
the cross-correlation histogram, we calculated the geometric mean
[
] of discharge rate and coefficient of variation for discharge
rate.
The frequency domain characteristics of common input to the motor neurons
was estimated from the coherence spectrum between the discharge times of the
pairs of motor units using the method described by Rosenberg et al.
(1989
) and implemented in
Matlab. The discriminated motor-unit data were divided into contiguous,
nonover-lapping epochs of 1.28 s that comprise 256 bins. Each 5-ms bin was
assigned a value of 1 when it contained a discharge and a value of 0 when it
did not. The time-series data from each disjoint section were transformed into
the frequency domain with a frequency resolution of 0.78 Hz. Auto- and
cross-spectra were estimated by averaging over the disjoint sections, and
coherence estimates from the two concurrently recorded motor units were
computed. Coherence values exceeding the 95% confidence level
(Rosenberg et al. 1989
) for
the frequencies of interest (0100 Hz) were regarded as significant.
The dependent variables for the comparison between young and old adults
were as follows: 1) geometric mean discharge rate; 2)
geometric mean coefficient of variation for discharge rate; 3)
synchronization strength (CIS); 4) synchronization peak width;
5) strength of coherence at each frequency; 6) strength of
coherence in 5-Hz bins; and 7) incidence of significant coherence at
each frequency. An unpaired t-test was used to compare motor-unit
discharge properties (14 above) between groups. Given that
coherence estimates were not normally distributed at some frequencies, a
nonparametric Mann-Whitney U test was used to compare the strength of
coherence between young and old adults. A repeated-measures ANOVA was used to
compare the strength of coherence averaged over 5-Hz bins for the young and
old adults. A
2 test was used to compare the incidence of
significant synchronization at each frequency. Statistical significance was
designated at P
0.05.
| RESULTS |
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Examples of cross-correlation and coherence analysis in one young and one old subject are shown in Fig. 1. A narrow central peak can be observed in the cross-correlation histograms for the young (Fig. 1A) and old (Fig. 1B) subject that represents synchronous motor-unit discharge in the time domain. In these motor-unit pairs, the strength of motor-unit synchronization was similar between the young (CIS = 1.11 impulses/s) and old (1.17 impulses/s) adults. In contrast, the strength of motor-unit coherence for the same motor-unit pairs was greater in the old adult, particularly at frequencies of 510 and 1525 Hz (Fig. 1C). These data indicate that the size of the central synchronous peak in the cross-correlation histogram does not necessarily reflect a similar strength of motor-unit coherence in the frequency domain. Furthermore, although strong synchronization was observed in the cross-correlation histogram for the young subject, no substantial coherence was observed in this motor-unit pair above approximately 8 Hz when subjected to a coherence analysis.
|
The mean strength of motor-unit coherence for young and old adults is shown
in Fig. 2. The typical pattern
of coherence observed in young and old subjects comprised an increased
strength of coherence at low (510 Hz) and high (1530 Hz)
frequencies (Fig. 2A).
However, the old subjects exhibited significantly greater (Mann-Whitney
U test) motor-unit coherence at 4.7 Hz (P = 0.03), 8.5 Hz
(P = 0.01), 12.4 Hz (P = 0.04), 13.2 Hz (P = 0.01),
35.7 Hz (P = 0.05), 44.2 Hz (P = 0.01), and 48.8 Hz
(P = 0.05) compared with young subjects. When the data were averaged
over 5-Hz bins (Fig.
2B), a significant group x frequency interaction
(P = 0.02, repeated-measures ANOVA) was detected for young and old
adults. The largest difference between young and old adults was observed at
the lowest frequencies of 510 Hz, although post-hoc analysis within
this frequency range just failed to reach statistical significance (P
= 0.058). For the incidence of significant coherence (data not shown), no
consistent differences were observed between young and old subjects. The older
adults exhibited significantly greater (
2 test) incidence of
coherence at 20.9 Hz (56 vs. 36%). In contrast, the young subjects displayed
significantly greater incidence of coherence at 27.1 Hz (45 vs. 25%), 29.5 Hz
(38 vs. 19%), 38.0 Hz (32 vs. 15%), and 41.9 Hz (32 vs. 10%).
|
| DISCUSSION |
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Motor-unit coherence is a measure of the amplitude of common oscillatory
input to motor neurons measured in the frequency domain. When hand muscles
perform low-force isometric contractions, motor neurons typically receive
common input in both low (approximately 110 Hz) and high (approximately
1530 Hz) frequency bands, which presumably originates in the
somatosensory cortex, primary motor cortex, or brain stem
(Conway et al. 1995
; Farmer et
al.
1993a
,b
;
Halliday et al. 1998
). In the
present study, we have confirmed the existence of coherence in these frequency
bands in both young and old adults. However, two noteworthy observations can
be made from the current data. First, motor-unit coherence was enhanced in the
range of approximately 59 Hz in old compared with young adults (85%
greater in old adults at 5 Hz). Second, the older adults expressed an
additional oscillation at approximately 1213 Hz (
90% greater) that
was not present in the young subjects, perhaps due to enhanced oscillations in
the somatosensory cortex (Baker and Baker
2003
). Nonetheless, because oscillatory activity in descending
drive has been associated with fluctuations in motor output
(Halliday et al. 1999
;
Wessberg and Kakuda 1999
), the
increased motor-unit coherence observed in old adults is a possible
contributor to the reduced steadiness that is often observed in these subjects
(Enoka et al. 2003
;
Semmler et al. 2000
).
When motor neurons consistently discharge action potentials at similar
times during a voluntary contraction, the correlated activity can occur
through the following two mechanisms (Farmer et al.
1993a
,b
;
Kirkwood and Sears 1978
;
Sears and Stagg 1976
):
1) the presence of branched inputs from a common source (motor-unit
synchronization); and 2) modulation of branched input by a common
oscillator (motor-unit coherence). The two types of common input can be
distinguished by time- and frequency-domain analysis from the discharge times
of pairs of motor units. Although these two measures of common input to motor
neurons are mathematically equivalent
(Rosenberg et al. 1989
), they
emphasize different aspects of the same data. For example, we have shown a
pair of motor units from one young and one old adult in
Fig. 1 with similar
synchronization in the time domain, but different coherence in the frequency
domain. The use of the coherence analysis, in addition to the synchronization
data for these motor-unit pairs, suggests the following interpretation. For
the motor-unit pair in the old adult, the common inputs to the motor neurons
oscillated at specific frequencies, and this was revealed as peaks in the
coherence spectrum at approximately 510, 1525, and 2535
Hz (thick line in Fig.
1C). In contrast, the synchronous common inputs for the
pair of motor units in the young subject were more random and were distributed
over a wide range of frequencies, producing relatively little coherence in the
frequency domain (thin line, Fig.
1C). This suggests that differences between common inputs
that occur at a specific frequency are not reliably detected by quantification
of the central peak in the cross-correlation histogram. Furthermore, compared
with conventional cross-correlation techniques, it is likely that a coherence
analysis is a more sensitive method to provide a complete description of
shared common inputs to motor neurons.
| DISCLOSURES |
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| FOOTNOTES |
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Address for reprint requests: J. G. Semmler, School of Health Sciences, Deakin University, 221 Burwood Highway, Burwood, 3125 Victoria, Australia (E-mail: semmler{at}deakin.edu.au).
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