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The Journal of Neurophysiology Vol. 81 No. 1 January 1999, pp. 39-48
Copyright ©1999 by the American Physiological Society
Centre for Neuroscience and Department of Zoology, University of Otago, Dunedin, New Zealand
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ABSTRACT |
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Kloppenburg, P., B. S. Kirchhof, and A. R. Mercer. Voltage-activated currents from adult honeybee (Apis mellifera) antennal motor neurons recorded in vitro and in situ. J. Neurophysiol. 81: 39-48, 1999. Voltage-activated currents from adult honey bee antennal motor neurons were characterized with in vitro studies in parallel with recordings taken from cells in situ. Two methods were used to ensure unequivocal identification of cells as antennal motor neurons: 1) selective backfilling of the neurons with fluorescent markers before dissociation for cell culture or before recording from cells in intact brains, semiintact brains, or in brain slices or 2) staining with a fluorescent marker via the patch pipette during recordings and identifying antennal motor neurons in situ on the basis of their characteristic morphology. Four voltage-activated currents were isolated in these antennal motor neurons with pharmacological, voltage, and ion substitution protocols. The neurons expressed at least two distinct K+ currents, a transient current (IA) that was blocked by 4-aminopyridine (4-5 × 10
3 M), and a sustained current (IK(V)) that was partially blocked by tetraethylammonium (2-3 × 10
2 M) and quinidine (5 × 10
5 M). IA activated above
40 to
30 mV and the half-maximal voltages for steady-state activation and inactivation were
8.8 and
43.2 mV, respectively. IK(V) activated above
50 to
40 mV and the midpoint of the steady-state activation curve was +11.2 mV. IK(V) did not show steady-state inactivation. Additionally, two inward currents were isolated: a tetrodotoxin (10
7 M)-sensitive, transient Na+ current (INa) that activated above
35 mV, with a maximum around
5 mV and a half-maximal voltage for inactivation of
72.6 mV, and a CdCl2 (5 × 10
5 M)-sensitive Ca2+ current that activated above
45 to
40 mV, with a maximum around
15 mV. This study represents the first step in our effort to analyze the cellular and ionic mechanisms underlying the intrinsic properties and plasticity of antennal motor neurons.
The extraordinary behavioral ecology of the honey bee, Apis mellifera, was a focus of attention for many years (see Seeley 1985
Materials
Adult worker bees were caught at the hive entrance, or at a feeding site, and immobilized by chilling for several minutes in a refrigerator (~4°C). They were then mounted in small metal or plastic tubes with their head fixed with adhesive tape and a mixture of wax-collophonium. All chemicals, unless stated otherwise, were obtained from Sigma Co (St. Louis, MO).
Dissection and backfilling
Details regarding the dissection and backfilling of antennal motor neurons are provided by Kloppenburg (1995) In vitro studies
To examine the electrophysiological properties of isolated antennal motor neurons in vitro, brain tissue was dissociated with a technique described in full by Kirchhof and Mercer (1997) In situ preparations
Intact brains, semiintact brain preparations and brain slices were used for whole cell patch-clamp recordings from antennal motor neurons in situ. These preparations were similar to those used for the spiny lobster (Wachowiak and Ache 1994 Whole cell recording
Whole cell recordings were performed at room temperature following the methods described by Hamill et al. (1981) Isolation of currents
Currents were isolated with a combination of pharmacological blockers, appropriate voltage protocols and ion substitution. Similar protocols were used effectively for isolation of currents in Kenyon cells of the honey bee (Schäfer et al. 1994 Statistical analysis
Student's t-test were used to assess the significance of differences between mean values of parameters measured in situ and in vitro. Significance was accepted at P = 0.05.
All recordings presented in this paper were from cells identified as antennal motor neurons by morphological characteristics (Kloppenburg 1995
Outward currents
The transient inward current (INa) could be blocked with the sodium channel blocker TTX (10
Transient K+ current (IA)
To measure IA (Fig. 4) the cells were bathed in saline containing 10 Sustained K+ current (IK(V))
To measure IK(V) (Fig. 5) the cells were bathed in saline containing 10 Inward currents
To analyze the inward currents, outward currents were blocked by substituting K+ in the pipette solution with Cs+ and adding 3 × 10
Sodium currents (INA)
To measure INa (Fig. 6) the cells were bathed in saline containing 4 × 10 Calcium current (ICA)
To measure ICa (Fig. 7) the cells were bathed in saline containing 10 By examining adult antennal motor neurons in vitro, as well as in isolated brain preparations, we believe this study provides valuable information about the electrophysiological properties of antennal motor neurons in the bee. Performing biophysical experiments on cells in vitro, as well as in situ, enabled us to take advantage of the easy access and controlled conditions provided by in vitro studies, and to demonstrate the physiological relevance of these results by examining cells in their native environment, with their synaptic connections largely intact. We expect this parallel approach to be useful also for studying neuromodulatory and developmental mechanisms in the insect brain. However, it is important to keep in mind that the present study provides only a small window on the biophysical properties of antennal motor neurons.
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INTRODUCTION
Abstract
Introduction
Methods
Results
Discussion
References
; Winston 1987
), but increasing numbers of studies have now begun probing the cellular basis of honey bee behavior (for recent reviews see Erber et al. 1993b
; Hammer and Menzel 1995
; Mauelshagen and Greggers 1993
; Menzel and Müller 1996
). A significant proportion of the very extensive behavioral repertoire of the honey bee relies on sensory information that is gathered by the antennae. These multifunctional sense organs house mechanoreceptors, chemoreceptors, and receptors sensitive to temperature, humidity, and CO2 (Esslen and Kaissling 1976
), which send projections into the brain that terminate in the antennal lobes or in the antennal motor and mechanosensory centers (dorsal lobes) of the deutocerebrum (Maronde 1991
; Pareto 1972
; Suzuki 1975
). Antennal movements in the honey bee are controlled by six muscles, four of which are located within the head and are responsible for moving the basal segment (scape) of the antenna and two of which lie within the scape and control movements of the antennal flagellum (see Snodgrass 1956
). Movements of the scape are controlled by nine motor neurons, and those of the flagellum are controlled by six motor neurons (Kloppenburg 1995
). The cell bodies of these neurons are located in the soma layer lateral to the dorsal lobes (DL) of the deutocerebrum and they are arranged in three clusters, two of which lie dorsal to the DL, and the third of which lies ventral to the DL. The dendritic fields of these neurons overlap extensively in the DL neuropil. Detailed neuroanatomical descriptions of the antennal muscle system, and of the motor neurons, are provided by Snodgrass (1956)
and Kloppenburg (1995)
, respectively.
) and spatial antennal screening movements (Erber et al. 1993b
). These behaviors were used to study the effects of putative neuromodulators applied to sensory and antennal motor centers of the brain (Erber et al. 1993a
,b
; Erber and Kloppenburg 1995
; Pribbenow and Erber 1996
). Injecting biogenic amines into the DL, for example, causes significant changes to normal antennal responses (Pribbenow and Erber 1996
), but the cellular mechanisms that underlie these changes remain obscure, as relatively little is known about the physiological properties of antennal motor neurons and their synaptic inputs. As a first step toward addressing this issue, we have begun to explore the electrophysiological properties of antennal motor neurons in the brain of the adult worker honey bee.
,b
, 1997
), only cells from adult bees were examined in this study. Although cells in vitro are particularly amenable to analysis and can be studied under controlled conditions, extrapolating the results of in vitro studies to conditions in vivo can be problematic, as cells in vitro are removed from their native environment and are synaptically disconnected. For this reason, we have chosen to record in parallel from antennal motor neurons in vitro and in situ. Dye backfills and intracellular staining via the patch pipette enabled us to identify antennal motor neurons in vitro as well as in intact brains, semiintact brains, and brain slices. By using this combination of techniques we have begun to explore the basic membrane properties of honey bee antennal motor neurons. One principal objective of this study was to provide a basis for future work aimed at understanding the intrinsic properties of Apis antennal motor neurons and the effects of neuromodulators on neurons that drive antennal motor behaviors of the bee.

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FIG. 1.
A: antennal motor neurons, stained in vivo by backfilling with a fluorescent marker. B and C: neurons dissociated from an adult honey bee brain after 1 day in vitro. B and C show the same cells examined with Hoffmann modulation optics and epifluorescence optics, respectively. Antennal motor neurons labeled with dye could be identified with fluorescence microscopy (compare B and C). D: Bodian stained section through the dorsal lobe, the lateral soma layer and adjacent neuropils (modified from Kloppenburg 1995
). E: 40-µm section of a preparation in which a single antennal motor neuron was stained via the patch pipette during a recording. The arrow is pointing to the soma. F: recording situation in a semiintact preparation of the honey bee brain. The soma of the recorded neuron is located in the lateral soma layer of the deutocerebrum. The box in D represents approximately the area shown here. Scale bars: 100 µm in A, D, and E; 50 µm in B, C, and F. Dorsal cluster of scape motor neurons (DCS), dorsal lobe (DL), lobula (Lo), soma layer (SL), ventral cluster of scape motor neurons (VCS).
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METHODS
Abstract
Introduction
Methods
Results
Discussion
References
. Motor neurons were backfilled by cutting the nerves close to their attachment sites in the muscles and exposing the cut ends to 2-4% Lucifer yellow (Aldrich, Molecular Probes, Sigma) for 2-5 h, or 1-2% dextran tetramethylrhodamine (lysine fixable, MG 3000; Molecular Probes) for 1 h. Both were dissolved in distilled water. After backfilling the motor neurons, the brain was removed from the head capsule and either dissociated for examination of cells in vitro or prepared for recording of motor neurons in situ.
, based on a protocol reported by Kreissl and Bicker (1992)
. The deutocerebral region was dissected from the brain and dissociated by trituration. Cells were placed in modified Leibovitz L15 medium (see Kirchhof and Mercer 1997
) and maintained for 1-2 days in a humidified incubator at 28°C. Antennal motor neurons backfilled with dye could be identified with an inverted microscope equipped with Hoffmann modulation contrast and epifluorescence optics (e.g., Fig. 1, B and C).
; Wachowiak et al. 1996
) and for patch-clamp recordings in vertebrate slice preparations (Edwards et al. 1989
; Sakmann et al. 1989
). Such preparations offer many advantages. For example, the neurons have undergone normal development, the synaptic connectivity of the tissue remains largely intact, and it is possible to identify as well as to undertake a detailed neuroanatomical analyses of recorded neurons.
. Electrodes (1-4 M
) were fashioned from borosilicate glass (100-µl micropipettes; OD, 1.71 mm; ID, 1.32 mm; VWR Scientific) with a Flaming-Brown Puller (P-87, Sutter Instrument) and filled with a solution containing (in mM) 150 K-aspartate, 10 NaCl, 2 MgCl2, 1 CaCl2, 10 EGTA, 2 ATP, and 5 HEPES adjusted to pH 7 and to ~490 mosM with sucrose or mannitol.
) seal between the recording electrode and the cell body chosen for analysis, the surface of the cell was cleaned with a small stream of saline pressure-ejected from a large diameter pipette and/or by a stream of pipette solution ejected from the recording pipette. In preparations used for in situ recordings, brief enzyme treatment (collagenase 0.5 mg/ml, dispase 2 mg/ml in saline) was also used for this purpose. During the experiments, the cells were superfused constantly with saline solution (~2 ml/min) containing (in mM) 150 NaCl, 4 KCl, 6 CaCl2, 25 D-glucose, 10 HEPES, adjusted to pH 7 and to ~520 mosM with sucrose or mannitol.
) was used. The software programs pClamp 6, Axograph 3 (Axon Instruments), and Delta Graph 3 (Delta Point) were used for data analysis.
). Sodium currents (INa) were blocked by tetrodotoxin (TTX, 10
7 M) and calcium currents (ICa) were blocked by CdCl2 (5 × 10
5 M). To ensure that there was no residual influx of Ca2+ when CdCl2 was applied, which could activate Ca2+-dependent channels, Ca2+ was substituted with Ba2+ in some experiments. The transient K+ current (IA; nomenclature adapted from Connor and Stevens 1971
) was blocked with 4-aminopyridine (4 AP, 4-5 × 10
3 M) and the sustained K+ current (IK(V)) was blocked by quinidine (5 × 10
5 mM). Tetraethylammonium (TEA, 2-3 × 10
2 M) blocks IK(V) as well as calcium-activated K+ currents (IK(Ca)). IK(Ca) was also eliminated when Ca2+ currents were blocked by CdCl2. In experiments in which all K+ currents had to be abolished, K-aspartate was replaced by CsCl in the pipette solution. Details of recording solutions used for each set of experiments are provided in the results.
70 to +70 mV in 10-mV increments (holding potential:
70 mV). A 1-s prepulse to
100 mV was applied before measuring IA to remove resting inactivation. In the case of IA and IK(V), peak currents were measured and then converted to peak conductances. The equilibrium potential was calculated with the Nernst equation, assuming the intracellular K+ concentration equals the K+ concentration in the pipette solution. The resulting g/V curve was fitted to a third-order (n = 3) and first-order (n = 1) Boltzmann equation of the form
where gmax is the maximal conductance and s is a slope factor. For the third-order Boltzmann fit, VA is the voltage at which half-maximal activation of the individual gating steps occurs, assuming a third-order activation relation (Hodgkin and Huxley 1952
(1)
). For the first-order Boltzmann fit VA is the voltage of half-maximal activation of the peak current. For INa and ICa the voltage dependence was analyzed with I/V plots.
70 mV. Voltage presteps of 1-s duration were delivered with 5- or 10-mV increments starting from
100 mV. Each prestep was followed by a test pulse from which peak currents were measured. The data, scaled as a fraction of the calculated maximal conductance (IA, IK(V)) or maximal current (INa), were fitted to a 1st order Boltzmann equation (Eq. 1) based on the model of (Hodgkin and Huxley 1952
).
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RESULTS
Abstract
Introduction
Methods
Results
Discussion
References
). Before recording, neurons that were stained by backfilling were identified in situ (e.g., Fig. 1A) or in vitro (e.g., Fig. 1, B and C) with fluorescence microscopy. Cells examined in situ, selected initially on the basis of their size and the location of their cell bodies (see Figs. 1, D and F), were confirmed to be motor neurons by analyzing the morphology of the cells after they were stained via the recording pipette (Fig. 1E). Whole cell patch-clamp recordings in current- and in voltage-clamp mode were used to analyze, in parallel, the electrophysiological properties of antennal motor neurons in vitro and in situ.
40 and
60 mV. These values may differ slightly from the true resting potential because pipette solution diffuses into the cell as soon as the cell membrane is ruptured (Pusch and Neher 1988
). Action potentials could be elicited from antennal motor neurons in vitro with depolarizing current pulses (Fig. 2A), but spontaneous activity was not observed in these cells. In contrast, antennal motor neurons in situ showed bursts of activity, as well as strong synaptic input (Fig. 2B). Action potentials recorded in vitro and in vivo were TTX (10
7 M) sensitive. In cells with resting potentials around
40 mV, depolarizing pulses often failed to elicit action potentials. However, spikes could usually be generated in these cells if depolarization was preceded by a hyperpolarizing pulse (
100 ms; 
70 mV), suggesting voltage inactivation of Na+ channels in cells with low resting potentials (see Fig. 6E). Voltage-clamp recordings were used to examine voltage-gated currents that are likely to contribute to the action potentials observed in these cells.

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FIG. 2.
A and B: current-clamp recordings from identified antennal motor neurons in vitro (A) and in an intact brain preparation (B). Motor neurons in vitro showed no spontaneous activity, but generated over- and undershooting action potentials during depolarizing current injection. Neurons from intact brain preparations showed spontaneous bursts. The action potentials shown in B are recorded during a burst. Spike waveform was difficult to evaluate because of strong synaptic input to the cells in situ.

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FIG. 6.
Characterization of the transient sodium current (INa). A and B: current traces for steady-state activation of INa from motor neurons in vitro (A) and in situ (B). In both cases, the holding potential was
70 mV and the voltage was stepped from
65 mV to
5 mV in 5-mV increments. C: current traces for steady-state inactivation of INa (in vitro). The holding potential was
70 mV. Test pulses to
10 mV were preceded by 1-s pulses ranging from
95 mV to
45 mV in 5-mV increments. D: current/voltage curves for steady state activation of INa measured from 9 neurons, 5 cells in vitro (filled symbols) and 4 cells in situ (open symbols). The current is activated at command potentials more positive than
35 mV with a maximum around
5 mV. E: current/voltage curves for steady-state inactivation of INa measured from 8 neurons. The data were fitted to a 1st-order Boltzmann equation with the following mean parameters: VA =
72.6 ± 3.7 mV, s = 6.7 ± 1.9. The parameters measured in vitro (solid symbols; VA =
73.4 ± 3.6 mV; s = 7.3 ± 2.1; n = 4) and in situ (filled symbols; VA =
71.7 ± 3.0 mV; s = 6.1 ± 1.9; n = 4) were not significantly different (P > 0.05).
70 mV elicited a fast transient inward current followed by a transient and a sustained outward current (Fig. 3A). Not only the outward currents (Fig. 3B) but also the inward currents (Fig. 3C) represented several ionic currents in combination (Fig. 3, A-C; see arrows). By using ion substitution, standard pharmacological agents, and appropriate voltage protocols several components of the inward and outward currents were isolated.

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FIG. 3.
Whole cell recordings (in vitro) of voltage-activated currents from 3 neurons under different pharmacological conditions. Holding potential was
70 mV. A: inward and outward currents recorded in CdCl2 (5 × 10
5 M). Potential was stepped from
70 to +70 mV in 10-mV increments. B: outward currents recorded in the presence of TTX (10
7 M) and CdCl2 (5 × 10
5 M). Potential was stepped from
70 to +70 mV in 10 mV increments. C: Inward currents recorded in the presence of TEA (3 × 10
2 M) and 4AP (4 × 10
3 M). In addition, K+ in the pipette solution was replaced by Cs+. Potential was stepped from
70 to
10 mV in 5-mV increments.
7 M) and Ca2+ currents were blocked by CdCl2 (5 × 10
5 M). Experiments with varying intra- and extracellular potassium concentrations (data not shown) suggested that K+ was the major charge carrier of the outward current that remained. Blockade of the Ca2+ or Na+ currents decreased the magnitude and altered the form of the K+ current profiles, indicating that Ca2+- and Na+-sensitive K+ currents were present in these cells. However, in this study we focused on two voltage-activated K+ currents, 1) a transient current (IA, Fig. 4) and 2) a sustained current (IK(V), Fig. 5). Both currents were apparent in all of the investigated neurons. However, a comparison of the K+ current profiles revealed that the ratio between IA and IK(V) varied.

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FIG. 4.
Characterization of the transient potassium current (IA). A and B: current traces for steady-state activation of IA from motor neurons in vitro (A) and in situ (B). The holding potential was
70 mV. After prepulses to
100 mV (1 s), the voltage was stepped from
50 mV to +70 mV in 15-mV increments. C: current traces for steady state inactivation of IA (in situ). The holding potential was
70 mV. Test pulses (+20 mV) were preceded by 1 s pulses between
90 mV and
30 mV in 10 mV increments. D and E: conductance/voltage curves for steady state activation (D) and inactivation (E) of IA measured from neurons in vitro (filled symbols) and in situ (open symbols). Conductances were calculated assuming EK =
91.6 mV (see METHODS). Values are expressed as a fraction of the calculated maximal conductance. D: curves from 13 neurons are fits to a 3rd-order Boltzmann equation with the mean parameters: VA =
25.5 ± 3.0 mV; s =
26.9 ± 4.3. The parameters measured in vitro (VA =
26.1 ± 3.3 mV; s =
28.0 ± 4.6; n = 7) and in situ (VA =
24.8 ± 2.8 mV; s =
25.5 ± 3.9; n = 6) were not significantly different (P > 0.05). E: data for inactivation from 13 neurons were individually fitted to a 1st-order Boltzmann equation. The mean parameters were VA =
43.2 ± 3.0 mV; s = +7.2 ± 1.6. Parameters measured in vitro (VA =
42.4 ± 3.7 mV; s =
7.5 ± 1.4; n = 7) and in situ (VA =
44.1 ± 2.4 mV; s =
6.9 ± 1.9; n = 6) were not significantly different (P > 0.05).

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FIG. 5.
Characterization of the sustained potassium current (IK(V)). A and B: current traces for steady-state activation of IK(V) from motor neurons in vitro (A) and in situ (B). In both cases, the holding potential was
70 mV and voltage was stepped from
70 mV to + 70 mV in 10-mV increments. C: conductance/voltage curves for steady-state activation of IK(V) measured from 11 neurons. Conductances were calculated assuming EK =
91.6 mV (see methods). The data were fitted to a 3rd-order Boltzmann equation with the following mean parameters: VA =
16.7 ± 3.0 mV, s =
21.0 ± 2.3. The parameters measured in vitro (solid symbols; VA =
17.1 ± 4.1 mV; s =
20.6 ± 2.7; n = 6) and in situ (filled symbols; VA =
15.9 ± 1.0 mV; s =
21.4 ± 1.9; n = 5) were not significantly different (P > 0.05). D: steady-state inactivation of IK(V) determined by applying preconditioning pulses (1 s) between
100 mV and
20 mV in 10-mV increments before the test pulses to +30 mV. Holding potential was
70 mV. Data are not plotted because IK(V) does not show obvious inactivation.
7 M TTX, 5 × 10
5 M quinidine, and 5 × 10
5 M CdCl2. IA activated at voltages above
40 to
30 mV. This current was transient and decayed due to inactivation during a maintained depolarizing voltage step (Fig. 4, A and B). Inactivation of IA could be removed by hyperpolarization. The conductance/voltage relationship for steady-state activation (Fig. 4D) was determined from the peak currents evoked by each voltage step. These curves showed typical voltage dependence for activation for IA and were fitted to a third- and first-order Boltzmann equation (Eq. 1). Fit parameters from 13 neurons collectively showed a voltage for half-maximal activation for each of the individual gating steps of
25.5 ± 3.0 mV (s =
26.9 ± 4.3 mV). The parameters measured in vitro (VA =
26.1 ± 3.3 mV; s =
28.0 ± 4.6; n = 7) and in situ (VA =
24.8 ± 2.8 mV; s =
25.5 ± 3.9; n = 6) were not significantly different (P > 0.05). These values corresponded to a half-maximal activation of the peak current at +8.8 ± 5.1 mV (s =
18.8 ± 2.3; n = 13). The voltage dependences of steady-state inactivation (Fig. 4, C and E) were well fitted by a 1st order Boltzmann equation (Eq. 1). The mean voltage for half-maximal inactivation measured from 13 neurons was
43.2 ± 3.0 mV (s = +7.2 ± 1.6). The parameters measured in vitro (VA =
42.4 ± 3.7 mV; s = 7.5 ± 1.4; n = 7) and in situ (VA =
44.1 ± 2.4 mV; s = 6.9 ± 1.9; n = 6) were not significantly different (P > 0.05).
7 M TTX, 4 × 10
3 M 4AP and 5 × 10
5 M CdCl2. IK(V) activated with voltage steps above
50 to
40 mV. The current was sustained and did not decay during a maintained depolarizing voltage step (Fig. 5, A and B). The conductance/voltage relations for voltage activation (Fig. 5C), determined from the maximal currents evoked by each voltage step, showed a typical voltage dependence for activation of IK(V) and were fitted to a third-and to a first-order Boltzmann equation (Eq. 1). Fitted curves from 11 neurons showed a mean voltage for half-maximal activation for each of the individual gating steps of
16.7 ± 3.0 mV (s =
21.0 ± 2.3 mV). The parameters measured in vitro (VA =
17.1 ± 4.1 mV; s =
20.6 ± 2.7; n = 6) and in situ (VA =
15.9 ± 1.0 mV; s =
21.4 ± 1.9; n = 5) were not significantly different (P > 0.05). These values corresponded to a half-maximal activation of the peak current at + 11.2 ± 4.6 mV (s =
15.0 ± 1.4; n = 11). IK(V) showed little or no inactivation even with depolarization steps lasting 1 s or longer, and there was no detectable voltage dependence of steady-state inactivation (Fig. 5D).
2 M TEA and 4 × 10
3 M 4AP to the extracellular solution. The remaining inward current consisted of a transient component and a more slowly activating/inactivating component (Fig. 3C). By using pharmacological blockers and ion substitution, both components could be separated and identified. The transient component was a sodium current (Fig. 6) and most of the sustained component was a calcium current (Fig. 7).

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FIG. 7.
Characterization of the calcium current (ICa). A and B: current traces for steady-state activation of ICa from motor neurons in vitro (A) and in situ (B). The holding potential was
70 mV and voltage was stepped from
70 mV to +20 mV in 5-mV increments. C: current traces for steady-state inactivation of ICa (in vitro). The holding potential was
70 mV. Test pulses to
10 mV were preceded by 1-s pulses ranging from
95 mV to
10 mV in 5-mV increments. D: current/voltage curves for steady-state activation of ICa measured from 8 neurons, 4 cells in vitro (filled symbols) and 4 cells in situ (open symbols). The current is activated at command potentials more positive than
45 to
40 mV with a maximum around
15 mV. E: current/voltage curves for steady-state inactivation of ICa measured from 8 neurons, 4 cells in vitro (filled symbols) and 4 cells in situ (open symbols). F: inactivation of ICa (in vitro) during a 1,185 ms long voltage pulse to
20 mV from a holding potential of
70 mV.
3 M 4AP, 3 × 10
2 M TEA, and 5 × 10
5 M CdCl2. In the pipette solution K+ was replaced with Cs+. INa could be blocked by TTX (10
7 M) and was eliminated when NaCl in the extracellular solution was substituted by choline chloride. INa activated very rapidly and decayed rapidly due to inactivation during a maintained depolarizing voltage step (Fig. 6, A and B). Once inactivated, Na+ channel inactivation had to be removed by hyperpolarization. In many recordings, both in vitro and in situ, INa appeared abruptly as the amplitude of the depolarizing voltage steps was increased, indicating imperfect voltage control (see DISCUSSION). The current/voltage relation for steady-state activation (Fig. 6D) was determined from the peak currents evoked by each voltage step. This curve showed a typical voltage dependence for activation of INa. The current was activated at command potentials more positive than
35 mV with a maximum around
5 mV. The current decreased during more positive test pulses as they approached the sodium equilibrium potential (+68 mV, calculated with the Nernst equation, assuming the intracellular Na+ concentration equals that of the pipette solution). The voltage dependence of steady-state inactivation (Fig. 6, C and D) was well fitted with a first-order Boltzmann equation (Eq. 1). Fit parameters from nine neurons were VA =
72.6 ± 3.7 mV; s = 6.7 ± 1.9. The parameters measured in vitro (VA =
73.4 ± 3.6 mV; s = 7.3 ± 2.1; n = 4) and in situ (VA =
71.7 ± 3.0 mV; s = 6.1 ± 1.9; n = 4) were not significantly different (P > 0.05).
7 M).
7 TTX, 4 × 10
3 M 4AP, and 3 × 10
2 M TEA. In the pipette solution K+ was replaced with Cs+. ICa could be blocked by CdCl2 (5 × 10
5 M) and was eliminated when CaCl2 in the extracellular solution was substituted by MgCl2. ICa activated relatively quickly and decayed during a maintained depolarizing voltage step (Fig. 7, A, B, and F). ICa consisted of a fast and a slow (or non) inactivating component (Fig. 7F). The inactivation kinetics varied between cells. The current/voltage relationship (Fig. 7A) was determined by plotting the peak currents evoked by each voltage step. This curve showed a typical voltage dependence for activation of ICa. The current was activated at command potentials more positive than
45 to
40 mV, with a maximum around
15 mV. The current decreased during more positive test pulses as they approached the calcium equilibrium potential (
+45 mV, estimated with the Nernst equation and assuming the intracellular Ca2+ concentration
1 mM). Generally ICa decreased by >50% within several minutes. This rundown increased with the number, duration and especially the amplitude of the depolarizing voltages. Substituting calcium with barium increased the maximum amplitude of the current, indicating that the channels were more permeable to Ba2+ than to Ca2+. This increase in conductance often led to loss of voltage control, therefore, Ba2+ currents were not examined in detail.
70 mV. Voltage steps (1 s) from
100 mV to
10 mV in 5-mV increments were followed by test pulses to
10 mV. Steady-state inactivation increased with the size of the depolarizing prepulse.
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DISCUSSION
Abstract
Introduction
Methods
Results
Discussion
References
; O'Dowd and Aldrich 1988
; Saito and Wu 1991
), in honey bee Kenyon cells (Schäfer et al. 1994
), and in leg motor neurons of the sphinx moth, Manduca sexta (Hayashi and Levine 1992
). In this study, INa often appeared abruptly during gradual increases in the amplitude of depolarizing voltage steps, indicating imperfect space clamp and suggesting that at least some of the Na+ channels are some distance from the soma membrane. Although freshly dissociated cells do not have large processes, Na+ channels may be expressed on newly formed processes that extend from the cell soma within hours of plating (see Tribut et al. 1991
).
19). This is 30-70 mV more positive than described for IA in blowfly monopolar cells (Hardie and Weckström 1990
), Drosophila photoreceptors (Hardie 1991
; Hevers and Hardie 1995
), and cockroach DUM neurons (Grolleau and Lapied 1995
), and is slightly more negative to values described in honey bee Kenyon cells (Schäfer et al. 1994
). The value for half-maximal inactivation of IA in antennal motor neurons (
43 mV; s = 7) is close to that described in Kenyon cells of the honey bee (Schäfer et al. 1994
), and is 10-60 mV more positive than found for IA in blowfly monopolar cells (Hardie and Weckström 1990
), Drosphila photoreceptors (Hardie 1991
; Hevers and Hardie 1995
), cockroach DUM neurons (Grolleau and Lapied 1995
) and in many cultured Drosophila CNS neurons (Saito and Wu 1991
; Solc and Aldrich 1988
).
15) observed in this study is 10-70 mV more positive than values reported for the delayed K+ currents described in blowfly monopolar cells (Hardie and Weckström 1990
), Drosophila photoreceptors (Hardie 1991
; Hevers and Hardie 1995
) and in cockroach mechanoreceptors (Torkkeli and French 1995
).
45 to
40 mV and has its maximum at
15 mV. This is similar to Ca2+ currents described in Drosophila neurons (Byerly and Leung 1988
; Saito and Wu 1991
), in honey bee Kenyon cells (Schäfer et al. 1994
), and in Manduca motor neurons (Hayashi and Levine 1992
). In this study, the inactivation kinetics of ICa were very variable between recordings. The reason for this variability is unclear, but could be due to differential expression of different Ca2+ channel types, or the presence of residual currents carried by ions other than calcium. Substituting calcium with barium increased the maximum amplitude of the ICa, indicating that the investigated channels are more permeable to barium than to Ca2+, as described for Ca2+ channels in other cell types (see Hille 1992
). In most of the experiments, ICa showed considerable "rundown," which in other cells is attributed to calcium-dependent inactivation or regulation of ICa (e.g., Schäfer et al. 1994
). In our experiments the rundown was accelerated by increasing the number, duration and especially, the amplitude of the depolarizing voltage pulses. This suggests that at least some of the rundown is voltage dependent.
) and also in the honey bee (Schäfer et al. 1994
). However, to confirm that the persistent current observed in Apis motor neurons is carried by sodium ions, further experiments are necessary. During experiments in which Ca2+ or Na+ currents were blocked, we observed a reduction in amplitude and change in the form of the K+ currents, indicating the presence of Ca2+ and Na+ sensitive potassium currents in the cells. Ca2+-dependent K+ currents (Schäfer et al. 1994
[honey bee]; Thomas 1984
, Torkkeli and French 1995
[cockroach]; Wegener et al. 1992
[locust]; Zufall et al. 1991
[sphinx moth]) and Na+ dependent K+ currents (Dale 1993
[Xenopus]; Grolleau and Lapied 1994
[cockroach]) were found in many preparations.
) suggest the presence of different classes of antennal motor neurons in the honey bee. From other insect antennal motor systems (Bauer and Gewecke 1991
; Honegger et al. 1990
; Pribbenow 1994
) and from insect motor systems in general (see Hoyle 1974
), we know that within any one system there are usually different classes of motor neurons, which differ in their physiological properties. In insect antennal motor systems, the number of motor neurons generally exceeds the number of muscles (Bauer and Gewecke 1991
; Honegger et al. 1990
; Kloppenburg 1995
). If insect skeletal muscles are innervated by three or more motor neurons, there is often a slow fiber, a fast fiber and an inhibitory unit represented (see Hoyle 1974
). Neuronal properties are largely determined by the types of ion-channels expressed and by the rate of channel expression for different channel types. It will be interesting in the future to determine with in situ recordings from identified motor neurons if different ratios of currents can be attributed to different types of antennal motor neurons, possibly reflecting their different physiological properties and function.
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ACKNOWLEDGEMENTS |
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We thank J. Erber, R. M. Harris-Warrick, and R. Hoy for comments on earlier versions of this manuscript. Special thanks go to L. Davenport.
This work was supported by University of Otago Grant MFZ B22. Parts of this work were performed at the Marine Biological Laboratory, in Woods Hole, MA when P. Kloppenburg was a Grass Fellow.
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FOOTNOTES |
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Present address of P. Kloppenburg: Cornell University, Section of Neurobiology and Behavior, Seeley G. Mudd Hall, Ithaca, NY 14853.
Address reprint requests to A. R. Mercer.
Received 29 December 1997; accepted in final form 16 September 1998.
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REFERENCES |
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