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J Neurophysiol 89: 442-449, 2003; doi:10.1152/jn.00153.2002
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J Neurophysiol (January 1, 2003). 10.1152/jn.00153.2002
Submitted on Submitted 4 March 2002; accepted in final form 11 September 2002

Characterization of Spindle Afferents in Rat Soleus Muscle Using Ramp-and-Hold and Sinusoidal Stretches

Laurent De-Doncker,1 Florence Picquet,1 Julien Petit,2 and Maurice Falempin1

 1Laboratoire de Plasticité Neuromusculaire, EA 1032, IFR 118, Bât. SN4, Université des Sciences et Technologies de Lille 1, F-59655 Villeneuve d'Ascq Cedex; and  2Faculté des Sciences du Sport et de l'Education Physique, Université Bordeaux 2, Domaine Universitaire, F-33607 Pessac Cedex, France


    ABSTRACT
TOP
ABSTRACT
INTRODUCTION
METHODS
RESULTS
DISCUSSION
REFERENCES

De-Doncker, Laurent, Florence Picquet, Julien Petit, and Maurice Falempin. Characterization of Spindle Afferents in Rat Soleus Muscle Using Ramp-and-Hold and Sinusoidal Stretches. J. Neurophysiol. 89: 442-449, 2003. The discharge properties of 51 afferents were studied in the rat soleus muscle spindles. Under deep anesthesia using a pentobarbital sodium solution (30 mg/kg), a laminectomy was performed and the right L4 and L5 dorsal and ventral roots were transected near their entry into the spinal cord. In situ, the minimal (Lmin) muscle length [3 ± 0.08 (SE) cm] of the soleus was measured at full ankle extension. Unitary potentials from the L5 dorsal root were recorded in response to ramp-and-hold stretches applied at 3 mm (S3) and 4 mm (S4) amplitudes and four stretch velocities (6, 10, 15, and 30 mm/s), sinusoidal stretches performed at four amplitudes (0.12, 0.25, 0.5, and 1 mm) and six stretch frequencies (0.5, 1, 2, 3, 6, and 10 Hz), and vibrations applied at 50-, 100-, and 150-Hz frequencies. These two kinds of stretches were performed at three different muscle lengths (Lmin+10%, Lmin+15%, and Lmin+20%), whereas vibrations were applied at Lmin+20% muscle length. Conduction velocity of the fibers was calculated but did not allow to discriminate different fiber types. However, the mean conduction velocity of the first fiber group (43.3 ± 0.8 m/s) was significantly higher than that of the second fiber group (33.9 ± 0.9 m/s). Three parameters allowed to differentiate the responses of primary and secondary endings: the dynamic index (DI), the discharge during the stretch release from the ramp-and-hold stretches, and the linear range and the vibration sensitivity from sinusoidal stretches. The slope histogram of the linear regression based on the DI and the stretch velocity was clearly bimodal. Therefore the responses were separated into two groups. During the stretch release at a velocity of 3 mm/s, the first response group (n = 26) exhibited a pause, whereas the second (n = 25) did not. The linear range of the second ending group (0.12-1 mm) was broader than that of the first (0.12-0.25 mm). The first ending group showed a higher sensitivity to high-vibration frequencies of small amplitude than the second. In comparison with the literature, we can assert that the first and the second ending groups corresponded to the primary and secondary endings, respectively. In conclusion, our study showed that in rat soleus muscle spindles, it was possible to immediately classify the discharge of Ia and II fibers by using some parameters measured under ramp-and-hold and sinusoidal stretches.


    INTRODUCTION
TOP
ABSTRACT
INTRODUCTION
METHODS
RESULTS
DISCUSSION
REFERENCES

The postural and locomotion controls are complex and require different proprioceptive and exteroceptive receptors. In the literature, among all these receptors, the muscle spindle plays a fundamental role (McCloskey 1978; Proske et al. 2000). This stretch receptor is inserted in parallel with the extrafusal fibers (for review, see: Hunt 1990; Proske 1997). Each muscle spindle consists of a hyaluronic acid fluid-filled capsule. Inside, there is a small number of modified muscle fibers, called intrafusal fibers, each having two contractile ends, the poles, and an equatorial region almost devoid of myofibrils and containing myonuclei (Banks et al. 1982; Hulliger 1984). Two main types of intrafusal fibers are identified: the nuclear chains and the nuclear bag fibers (bag1 and bag2) differing in the way in which the nuclei are distributed, their diameters and cross sectional areas, and their immuno-histochemical properties. Two kinds of endings innervate the muscle spindle: the primary and the secondary endings are supplied in the cat by Ia and II fibers, respectively. These fibers exhibit different responses to imposed ramp-and-hold stretch (Cheney and Preston 1976a,b; Crowe and Matthews 1964; Jami and Petit 1979; Matthews 1963). The discharge of Ia fibers indicate both the muscular length changes (static sensitivity) and the velocity of length changes (dynamic sensitivity), whereas the discharge of II fibers provide mainly information about the length changes (McCloskey 1978). The sensitivity of primary and secondary endings to dynamic and static changes in muscle length are controlled by two types of motor neurons from the CNS: the fusimotor neurons (gamma  neurons) and the skeleto-fusimotor neurons (beta  neurons) (Banks 1994; Hunt 1990; Petit et al. 1999; Proske 1997).

The literature reporting on morphological (for review, see Arbuthnott et al. 1989; Hulliger 1984; Maier 1997), histochemical, and immunohistochemical (Pedrosa-Domellöf et al. 1991; Soukup et al. 1995) properties of rat muscle spindles is quite profuse. The data obtained in rat are in agreement with those obtained in the cat. However, although the discharge characteristics of the Ia and II fibers have been extensively studied in cat (Hunt 1990; Matthews 1972) and primate (Cheney and Preston 1976a,b), very few data are available on the discharge of rat muscle spindle afferents (Andrew et al. 1973; Hnik et al. 1977; Miwa et al. 1995). This is highly regrettable, because the rat model has been extensively used in studies based on neuromuscular disuse or training, the characteristics of rat spindle afferents being, however, less substantiated than in other species. Therefore the aim of our study was to determine unequivocal criteria to classify the afferent responses from passive soleus muscle spindle (i.e., without fusimotor outflow) of control rats into primary and secondary endings responses. To carry out the present work, the discharge characteristics of rat muscle spindle afferents were analyzed with ramp-and-hold stretches at different velocities and amplitudes and with sinusoidal stretches at different amplitudes and frequencies. Several parameters already defined and measured in cat (Hulliger et al. 1976; Hunt 1990; Hunt and Ottoson 1975; Hunt et al. 1978; Matthews and Stein 1969) and primate (Cheney and Preston 1976a,b) were used. However, in the literature, no criteria allow to classify unambiguously the discharges of Ia and II fibers, and several parameters are often used to perform this classification. Thus the aim of this work was to determine criteria allowing to classify easily and unequivocally the discharges of the Ia and II fibers of rat soleus muscle spindles.


    METHODS
TOP
ABSTRACT
INTRODUCTION
METHODS
RESULTS
DISCUSSION
REFERENCES

Animals

Experiments were performed on 15 male Wistar rats (IFFA CREDO, L'Arbresle, France) weighing 280-300 g. All the rats were housed individually in separate cages. They were maintained at a temperature of 25 ± 1°C with a 12/12 h circadian cycle. All the experiments as well as the maintenance conditions of the animals received authorizations from both the Agricultural and Forest Ministry and National Education Ministry (Veterinary Service of Health and Animal Protection: authorization 59-00980).

Surgical technique

Each rat was anesthetized with intraperitoneal injection of pentobarbital sodium (30 mg/kg). Supplementary injections (15 mg/kg) were provided when necessary. At the end of the experiment, the animals were killed with a lethal dose of anesthetic (100 mg/kg). Under deep anesthesia, assessed by the absence of blink reflexes, all the muscles of the thigh and lower right hindlimb were denervated except the soleus muscle. The soleus blood supply was kept intact. Under a stereomicroscope, the soleus nerve was freed and cleaned. In situ, the minimal (Lmin) muscle length (3 ± 0.08 cm, measured at full ankle extension) and the maximal physiological (Lmax) muscle length (4.1 ± 0.02 cm, measured at full ankle flexion) were determined.

A laminectomy was performed between L3 and L6. A mineral oil pool was achieved with the dorsal skin of the rat around the incision over the spine. The right L4 and L5 dorsal and ventral roots were transected near their entry into the spinal cord. The right dorsal L5, containing most of the soleus afferent fibers, was severed from the other roots and was split into fine filaments until a filament contained one single fiber innervating the soleus muscle. A filament contained one single afferent fiber from the soleus muscle spindle when the stimulation of the filament triggered an all-or-none action potential in the electroneurogram recorded on the muscle nerve. Isolated afferents from muscle spindles were distinguished from Golgi tendon organs by a pause in their discharge during a twitch or a brief tetanic contraction.

The animal was then placed in a prone position on a heated steel blanket (Harvard, Les Ulis, France), and the dissected right hindlimb was placed in a bath filled with circulating thermostatically controlled (37°C) mineral oil. The tendon of the soleus muscle was severed and attached to a servo-controlled electromagnetic puller (developed in our laboratory) used to perform controlled ramp-and-hold and sinusoidal muscle stretches. The puller was coupled with a force transducer used to measure the twitch muscle.

Data recordings

The twitch tension of the soleus muscle was obtained by stimulation of the soleus nerve using a monopolar electrode located under the soleus nerve. The muscle length for maximal twitch response was measured. The soleus muscle length was then set to Lmin (3 ± 0.08 cm). To record the electroneurogram, a monopolar platinum electrode was positioned under the soleus nerve, and a reference electrode was inserted into the neighboring denervated muscle mass. A monopolar platinum electrode placed under the dorsal root filament was used to record the afferent responses. The afferent fibers were stimulated to measure their conduction velocities. The antidromic potential was recorded on the soleus nerve neurogram. The axonal conduction velocities were calculated as the ratio of the nerve conduction distance to the antidromic spike delay. The conduction distance was measured after postmortem dissection. Muscle spindle afferent spikes were recorded using a digital tape recorder (DTR 1404, Biologic Science Instruments, Claix, France), and a CED 1401 interface with the Spike 2 processing package (Cambridge Electronic Design, Cambridge, UK), which converted the analogic discharge to an instantaneous discharge frequency.

Parameters used to identify the muscle spindle afferents

RAMP-AND-HOLD STRETCH. Ramp-and-hold stretches were applied at three different initial muscle lengths: Lmin+10%, Lmin+15%, and Lmin+20% (110, 115, and 120% of Lmin, respectively). These lengths were set using a micrometer and were included in the physiological range between the Lmin and the Lmax muscle lengths. For each length, after a prestretch of 1-mm ramp-and-hold stretches were applied with amplitude ranges of 3 mm (S3) and 4 mm (S4) at 6, 10, 15, and 30 mm/s velocities. The plateau phase was held for 5 s. Two stretches were separated by 25 s. Each series of stretches was repeated five times with the same parameters.

Several parameters were measured to characterize primary and secondary responses: the value of the resting discharge (RD) during the 0.5 s before the start of the stretch, the dynamic peak discharge (DP) that was the value of the discharge frequency at the end of the ramp phase, the final static value (FST) that was the mean value of the discharge frequency at the end of the 5-s plateau phase, the dynamic index (DI) that was the difference between the DP and the frequency at 0.5 s after completion of the stretch (Crowe and Matthews 1964; Matthews 1963), the presence or the absence of a discharge during the stretch release was also studied (Hunt 1990; Hunt and Ottoson 1975; Hunt et al. 1978), and the static sensitivity that was the difference between the static response (FST - RD) divided by the amplitude of the stretch (Boyd 1981). The significance of RD, DP, DI, and FST parameters is illustrated in Fig. 1.



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Fig. 1. Instantaneous discharge of a 1st group fiber (A) and a 2nd group fiber (B) under 3-mm ramp-and-hold stretch (C) applied at 3-mm/s stretch velocity. RD, resting discharge; DP, dynamic peak; DI, dynamic index; FST, final static value.

SINUSOIDAL STRETCH. Sinusoidal stretches (0.5-, 1-, 2-, 3-, 6-, and 10-Hz frequencies) and vibrations (50-, 100-, and 150-Hz frequencies) were applied at 0.12, 0.25, 0.5, and 1 mm of stretch amplitudes at Lmin+20% muscle length.

Several parameters were used: the presence of a phase lead defined as the gap between the peak of the fiber response and the peak of the sinusoidal stretch (Hunt and Wilkinson 1980), the amplitude of the afferent response equal to half the peak-to-peak response, the sensitivity to a sinusoidal stretch that was the ratio between the response amplitude and the stretch amplitude (Matthews and Stein 1969), and the modalities of the discharge of the afferent (continuous or discontinuous). For a given frequency, the range of amplitude with a continuous discharge and slight distortion was called "linear range" (Matthews and Stein 1969). The response was considered as linear when the discharge was sinusoidally modulated. The final parameter was vibration responses to 50-, 100-, and 150-Hz stretch frequencies applied at the four stretch amplitudes.

Statistical analysis

The linear regression slopes of DI as a function of the stretch velocities were determined for each muscle spindle fiber. From these slope values, a distribution histogram was achieved using GraphPad Prism 3 software to determine the presence of different fiber populations. The significant differences of results expressed as means ± SE were determined by using a nonpaired Student's t-test (P < 0.05).


    RESULTS
TOP
ABSTRACT
INTRODUCTION
METHODS
RESULTS
DISCUSSION
REFERENCES

The results are based on recordings from 51 spindle soleus afferent units of rat.

The RD, FST, static sensitivity parameters measured under a ramp-and-hold stretch, and response amplitude, sensitivity, and phase lead parameters obtained after a sinusoidal stretch did not permit to immediately distinguish two fiber populations. Therefore except for the conduction velocities, only the parameters that allowed to visually identify two kinds of fibers were retained.

Afferent discharges during ramp-and-hold stretches

Under ramp-and-hold-stretch of 3-mm amplitude applied at Lmin+20% and at 3-mm/s velocity, two types of responses were observed and are illustrated in Fig. 1. Both groups of responses showed a RD before the beginning of the stretch and a sustained discharge which determined the FST at the end of that phase. One type of response exhibited a high dynamic peak (125 ± 6.7 Hz) and a pause in the discharge during the stretch release. The other type of response was characterized by a lower DP value (63 ± 3.5 Hz) and a continuous discharge during the stretch release. Twenty-six responses belonged to the first group and 25 to the second group. Four responses with intermediate properties could not be classified and were not included in the sample.

Conduction velocity of afferent fibers

Figure 2 presents the histogram of the conduction velocities for 51 muscle spindle afferents. This figure does not show a bimodal distribution. However, the asymmetry of the histogram suggests the existence of two peaks, the first one ~32-36 m/s and the second ~40-44 m/s.



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Fig. 2. Distribution histogram of conduction velocities of 51 soleus muscle spindle afferents. The values of conduction velocities (means ± SE) are indicated on the figure. : 1st fiber group; : 2nd fiber group.

Dynamic index

The relations between the DI and the stretch velocity were studied at Lmin+10%. The linear regression slopes of these relations were determined from the discharges of 51 spindle afferent fibers at Lmin+10% and for the two stretch amplitudes. The distribution histogram of these slopes (Fig. 3) shows a bimodal distribution. With a 3-mm amplitude stretch, the first peak was at 0.8 and the second at 4.3. With a 4-mm amplitude stretch, these peaks were shifted toward higher values, 1.3 and 5.3, respectively. Twenty-five fibers were in the part of the distribution around the first peak, and 26 fibers were in the part of the distribution around the second. Similar bimodal distributions were observed in the histograms of the DI parameter for 3- and 4-mm amplitude stretches at Lmin+15% and Lmin+20% (not illustrated). When the muscle length increased, the peak with the highest slope value was shifted toward lower slope values, whereas the first peak had the same slope value. At Lmin+20%, the second peak had a slope of 3.3 at 3-mm amplitude and 4.8 at 4 mm.



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Fig. 3. Distribution histogram of the slopes of the regression lines (imp/mm) between the dynamic index and velocity of 51 fibers at Lmin+10% muscle length and 2 stretch amplitudes (S3 and S4).

For the three initial muscle lengths and for each stretch amplitude, we could divide the responses into two groups based on slope, and we could verify that, each time, the two groups of responses corresponded to the same two groups of afferent fibers. Our data also showed that the increase in DI values in both fiber groups linked to the increase in stretch velocity was more pronounced when the initial muscle length was maintained at low length (Lmin+10%). For a constant stretch amplitude, the mean DI values of the first group of fibers increased depending on the initial muscle length (between Lmin+10% and Lmin+20%), whereas this increase was less marked for the second group of fibers. The dynamic responsiveness of the first group fibers thus became more pronounced when the stretch amplitude was large. It is important to say that the group of fibers with higher slope values presented a high dynamic peak and a pause in the discharge during the stretch release. The group of fibers with lower slope values had a small dynamic peak and a continuous discharge during the stretch release. We assumed that the group of afferent fibers that corresponded to the highest slope values innervated primary endings and that the second group innervated secondary endings.

It should be noted that for each initial length and for each stretch amplitude and stretch velocity the mean DI values of the first group were four times as high (P < 0.05) as the mean DI values of the second group. The overlap in the conduction velocity values was in the 36- to 40-m/s interval. Although an overlap appears in the conduction velocity values of afferent fibers (Fig. 2), the mean conduction velocity of the first fiber group (43.3 ± 0.8 m/s) was significantly higher than that of the second fiber group (33.9 ± 0.9 m/s).

Discharge of muscle spindle afferents during sinusoidal stretches

Experiments were performed on 33 endings at Lmin+20% under sinusoidal stretches and vibration stimuli. These endings were part of the 51 endings studied previously under ramp-and-hold stretch.

Linear range

As expected, two types of responses, (Fig. 4), were observed. Fifteen and 18 fibers belonged, respectively, to the first and second groups. The first and second fiber groups obtained under sinusoidal stretches corresponded to the first and second fiber groups previously described after ramp-and-hold stretches. Figure 4 shows the two types of responses to 0.5-Hz stretches with amplitudes ranging from 0.12 to 1 mm. The linear range of the 15 fibers of the first group extended from 0.12 mm (between 0.5 and 3 Hz) to 0.25-mm stretch amplitude (between 0.5 and 2 Hz). Beyond 0.25-mm amplitude, the discharge became discontinuous. The linear range of the 18 fibers of the second group extended from 0.12 to 1 mm of stretch amplitude between 0.5- and 3-Hz stretch frequencies.



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Fig. 4. Linear range of a 1st group fiber (A and B) and a 2nd group fiber (C-F) under 0.5-Hz sinusoidal stretch at 0.12-mm (A and C), 0.25-mm (B and D), 0.5-mm (E) and 1-mm (F) stretch amplitudes. Top: instantaneous discharge of fibers (Hz). Bottom: sinusoidal stretch.

Responses to vibrations

Vibrations were applied at Lmin+20% to the distal tendon of the soleus muscle. Their amplitudes were within the respective linear range of the first and second fiber groups and their frequencies were of 50, 100 and 150 Hz. The results are reported in Table 1.


                              
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Table 1. Vibration sensitivity of the two fiber groups

At 50 Hz and with a 0.12-mm stretch amplitude, the discharge of the 15 fibers of the first group were 1:1 driven (1 imp/sinusoidal cycle) by the vibration. At 100 Hz and for the same stretch amplitude, 12 fiber responses featured 1:1 driving and 3 fiber responses featured 1:2 driving. At 150 Hz and for the same stretch amplitude, 10 fiber responses featured 1:1 driving and 5 fiber responses featured a 1:2 driving. When the amplitude of vibrations was increased to 0.25 mm, the fiber responses of the first group were all driven by the vibration at the three vibration frequencies.

For the 18 fibers of the second group, driving was rarely observed with vibration amplitude <= 0.25 mm (Table 1). With a 0.5-mm vibration amplitude, 1:1 driving was the response of 14 fibers to 50-Hz vibration, 10 fibers to 100-Hz vibration, and 7 fibers to 150-Hz vibration (see Table 1 for details of nondriven afferent discharges). The discharge of every fiber of the second group was 1:1 driven by a 50-Hz vibration with a 1-mm amplitude. Almost all the fibers of this group had the same kind of response to 100- and 150-Hz vibrations (Table 1).


    DISCUSSION
TOP
ABSTRACT
INTRODUCTION
METHODS
RESULTS
DISCUSSION
REFERENCES

The aim of our study was to differentiate discharges coming from Ia and II afferent fibers. We could have distinguished Ia fibers lacking a bag1 fiber from Ia fibers innervating this intrafusal fiber by using succinylcholine. However, several authors have shown that the primary endings exclusively innervating bag2 and chain fibers displayed a similar dynamic response (under passive condition) to that of primary afferents innervating all intrafusal fiber types (Gioux et al. 1991; Scott 1991).

In the present investigation, we studied the characteristics of the discharges of rat soleus muscle spindles and we measured the discharge parameters commonly used in other species (cat, primate, human). Our results demonstrated that in rat, contrary to what had previously been reported in cat, the histogram of conduction velocities was not clearly bimodal (Boyd and Davey 1968; Wei et al. 1986); it was thus hazardous to assume that all primary endings were innervated by Ia fibers and all secondary endings by II fibers. Using functional criteria to discriminate primary endings from secondary endings, we were able to show that an overlap in the conduction velocities of the afferent fibers innervating these endings exists. Such an overlap also exists in cat but is less important than in rat. Boyd (1962) and Banks et al. (1982) have shown in cat that different types of secondary endings were distinguished following their position on either side of the primary ending innervation. The S1 endings lay immediately adjacent to the primary endings and were formed by the largest-diameter II axons. The majority of these axons innervated all three fiber types. The S2 and S3 endings lay further from the primary endings, and progressively had smaller axons. The S2 ending fibers innervated mainly bag2 and/or the chain fibers, whereas the S3 endings lay predominantly on the chain fibers. Banks et al. (1982) have also shown that the diameter of the Ia axons supplying bag2 and chain fibers was generally smaller than that of the axons supplying all the intrafusal fibers. Therefore these data could explain the overlapping of fiber conduction velocities described in the rat.

Ramp-and-hold stretch

In our study, the RD and the FST parameters did not permit to immediately distinguish two fiber populations. They were therefore discarded. Our data showed that in the absence of fusimotor activity, a first fiber group stopped firing abruptly during the release of a small (3 mm) and slow (3 mm/s) stretch, whereas a second fiber group did not cease to fire. The distribution histogram of the DI linear regression slopes was clearly bimodal without overlapping, and the DI values in the first group fibers were greater than those of the second group fibers. This difference was found at all muscle lengths, velocities and stretch amplitudes. Moreover, at a given muscle length, DI values increased both with velocity and stretch amplitude in both fiber groups. However, this was less marked and variable for the second group of fibers. It has early been demonstrated during the release of a small and slow ramp-and-hold stretch that in cat, the Ia fibers ceased to fire, whereas II fibers continued (Hunt 1990; Hunt and Ottoson 1975; Hunt et al. 1978). In cat (Matthews 1963; Wei et al. 1986), primate (Cheney and Preston 1976a,b), and human (Edin and Vallbo 1990), the Ia and II fibers from hindlimb soleus muscle are characterized by well-separated ranges of DI, which permit differentiation of the fibers. The DI values of Ia fibers increased with the stretch velocity (Holm et al. 1981; Houk et al. 1981; Matthews 1963), stretch amplitude (Fisher and Schäfer 2000; Matthews 1972), and muscle length (Houk et al. 1981). On the contrary, it has been demonstrated that the DI of Ia fibers was often independent of the initial muscle length (Cheney and Preston 1976b; Matthews 1963). Furthermore, Cheney and Preston (1976b) have also observed that when the initial length was kept constant and the stretch amplitude varied, the DI of Ia fibers was often greater for low-amplitude stretches.

From our data and according to those previously described in the literature, it was tempting to suggest that our first group fibers corresponded to Ia fibers and our second group afferents to II fibers.

The differences in dynamic response between Ia and II fibers could be due to the location of Ia and II afferent fibers along the intrafusal fibers (Banks et al. 1982; Boyd 1962; Cheney and Preston 1976b) and the distinct mechanical properties of intrafusal muscle fibers innervated by Ia and II fibers (Andrew et al. 1973; Boyd et al. 1977; Hulliger 1984; Corvaja 1969; Matthews 1972; Poppele and Quick 1985; Scott 1990).

Although there was a clear difference between the DI values of the first and second group fibers, other parameters were used to confirm this classification.

Linear range of both fiber groups during a sinusoidal stretch

As the response amplitude and the phase lead did not make it possible to immediately identify two fiber populations, we only retained the parameters that allowed us to visually identify two kinds of fibers.

In our study, the amplitude of the response in both fiber groups increased linearly with the amplitude of the sinusoidal stretch over a limited range. This linear range extended from 0.12 to 0.25 mm for the first group fibers and from 0.12 to 1 mm for the second group fibers. The linear range of the second group fibers was therefore broader than that of the first group afferents at all stretch frequencies. Beyond 0.25 mm, the estimation of the response amplitude was very uncertain because the first group fibers failed to evoke action potentials during the whole sinusoidal cycle. Similarly, in cat (Hasan and Houk 1975; Hulliger et al. 1977; Matthews and Stein 1969) and in human (Kakuda 2000), II fibers presented a broader linear range than Ia fibers. Moreover, Laporte and Emonet-Dénand (1973) have shown in cat that sinusoidal stretches <0.5 mm amplitude were sufficient to elicit bursts of impulses in Ia fibers, whereas the discharge of the II fibers was sinusoidally modulated. Therefore in accordance with these results, our data constitute another argument confirming that the first and second group fibers belong to Ia and II fibers, respectively.

Vibrations

Vibrations were applied to the distal tendon of the soleus muscle at Lmin+20%. This length was chosen to keep the muscle and muscle spindles under tension and thus to get a better sensitivity to vibration. Indeed, the ability of spindles to get slack is known to decrease progressively at longer muscle lengths as passive tension increases (Gregory et al. 1986). Our results showed that for the three vibration frequencies (50, 100, and 150 Hz) used, the amplitude threshold of the second group fibers was higher than that of the first group fibers to produce one spike per cycle of a sinusoidal stretch. For example, at 0.12-mm stretch amplitude, almost all the first group fibers discharged at 100 Hz for vibrations applied at 100-Hz frequency, whereas the majority of the second group fibers discharged at this frequency for 1-mm stretch amplitude. Therefore to get the same discharge frequency, the thresholds of vibration amplitude were higher for the second group fibers than for the first. To confirm our data, it has been observed that high-frequency vibrations of small amplitude (0.1 mm) constituted specific stimuli for Ia fibers (Brown et al. 1967; Matthews and Watson 1981; Proske et al. 2000; Roll et al. 1989), which led these fibers to discharge to one spike per sinusoidal cycle.

To conclude, our study demonstrated that in rat soleus muscle spindles, it was possible to immediately distinguish two groups of fibers by using some significant parameters during ramp-and-hold (DI, discharge during stretch release) and sinusoidal stretches (linear range, vibration sensitivity). In comparison with data obtained by several authors, all these parameters used in combination showed that the first group fibers corresponded to Ia fibers, whereas the second group fibers were classified as II fibers.


    ACKNOWLEDGMENTS

This work was supported by grants from the Centre National d'Etudes Spatiales (3027), the Conseil Régional du Nord Pas-De-Calais, and the Fonds Européen de Développement Régional (F007).


    FOOTNOTES

Address for reprint requests: L. De-Doncker Laboratoire de Plasticité Neuromusculaire, Bât. SN4, Université des Sciences et Technologies de Lille 1, F-59655 Villeneuve d'Ascq Cedex, France (E-mail: neuromus{at}univ-lille1.fr).


    REFERENCES
TOP
ABSTRACT
INTRODUCTION
METHODS
RESULTS
DISCUSSION
REFERENCES


0022-3077/03 $5.00 Copyright © 2003 The American Physiological Society



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J. Neurophysiol.Home page
L. De-Doncker, F. Picquet, J. Petit, and M. Falempin
Effects of Hypodynamia-Hypokinesia on the Muscle Spindle Discharges of Rat Soleus Muscle
J Neurophysiol, June 1, 2003; 89(6): 3000 - 3007.
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