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J Physiol Volume 520, Number 3, 771-782, November 1, 1999
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The Journal of Physiology (1999), 520.3, pp. 771-782
© Copyright 1999 The Physiological Society

Comparison of the effects of divalent cations on the noradrenaline-evoked cation current in rabbit portal vein smooth muscle cells

A. S. Aromolaran and W. A. Large

Department of Pharmacology and Clinical Pharmacology, St George's Hospital Medical School, Cranmer Terrace, London SW17 ORE, UK

MS 9538 Received 22 April 1999; accepted after revision 18 August 1999.
  ABSTRACT
Top
Abstract
Introduction
Methods
Results
Discussion
References

  1. The facilitatory effects of external Ca2+, Sr2+ and Ba2+ (Ca2+o, Sr2+o and Ba2+o) on the noradrenaline-evoked non-selective cation current (Icat) were compared in rabbit portal vein smooth muscle cells using patch pipette techniques.

  2. All divalent cations tested potentiated the amplitude of Icat and the potency sequence was Ca2+o > Sr2+o > Ba2+o. Ca2+o and Sr2+o increased the amplitude of Icat by about eight times whereas Ba2+o produced only a threefold facilitation.

  3. The current-voltage relationship of Icat was not changed by Ca2+o, Sr2+o or Ba2+o.

  4. From noise analysis the single channel conductance (gamma) was approximately 10 pS in divalent cation-free solution but was about 20 pS with Ca2+o, Sr2+o and Ba2+o.

  5. From noise and voltage-jump experiments it was apparent that at least three kinetically resolvable channel states are associated with Icat in divalent cation-free solution. Ca2+o and Sr2+o produced marked changes in the characteristics of the power spectrum and relaxations of Icat in response to voltage steps, consistent with a shift in the equilibrium between the channel states, whereas Ba2+o produced minimal effects.

  6. The data show that Ca2+o, Sr2+o and Ba2+o increase the amplitude of Icat, which results in part from an increase in the single channel conductance. In addition the results suggest that Ca2+o and Sr2+o alter the kinetic behaviour of the single channels whereas Ba2+o has little effect on the equilibrium between the channel states.
  INTRODUCTION
Top
Abstract
Introduction
Methods
Results
Discussion
References

In rabbit portal vein smooth muscle cells alpha1-adrenoceptor activation evokes a non-selective cation current (Icat; Byrne & Large, 1988; Inoue & Kuriyama, 1993) which has been suggested to contribute to the depolarization and vasoconstrictor response produced by noradrenaline (Amédée & Large, 1989). Previously it has been demonstrated that the amplitude of Icat is markedly modulated by external Ca2+ ions (Ca2+o; Helliwell & Large, 1996). Icat can be stimulated in calcium-free external solution, illustrating that Ca2+o is not obligatory for activation, but micromolar concentrations of Ca2+o increased the amplitude by about eightfold (facilitatory action of Ca2+o). Increasing [Ca2+]o above 100 µM produced subsequent depression of the amplitude of Icat, which is the inhibitory effect of Ca2+o. The difference in the concentration dependence on [Ca2+]o suggested that the facilitatory and inhibitory effects of Ca2+o were mediated at different sites (Helliwell & Large, 1996).

Recently we have used 'noise' and voltage-jump relaxation analysis to determine the basis of the facilitatory action of Ca2+o (Helliwell & Large, 1998). These studies suggested that the facilitatory action of Ca2+o may be explained by two main effects on Icat. Firstly, micromolar concentrations of Ca2+o increased the single channel conductance of Icat. Secondly, the spectral density function of Icat could be described by the sum of two Lorentzian components which indicates that the underlying channels exist in at least three states. It was suggested that micromolar [Ca2+]o shifted the equilibrium between the proposed states which was associated with changes in time constant values estimated from corner frequencies of the Lorentzian components. Thus it appears that Ca2+o also alters the kinetics of the underlying cation channels.

In the present work we have compared the ability of two other divalent cations, Sr2+ and Ba2+, to potentiate the amplitude of Icat. It is well known that in some physiological systems Ba2+ and Sr2+ mimic the actions of Ca2+ whereas in other systems Ba2+ and Sr2+ do not possess the biological activity of Ca2+ ions. For example, Ba2+ and Sr2+ carry the inward current through voltage-gated calcium channels in smooth muscle (e.g. Ganitkevich et al. 1988), but are weak substitutes for Ca2+ in triggering contraction in smooth muscle (e.g. Hotta & Tsukui, 1968). The present study was carried out firstly to characterize further the ability of divalent cations to potentiate Icat and secondly to test the hypothesis posed in the previous paper that divalent cations increased Icat by altering the amplitude and kinetics of the elementary conductance underlying Icat. These experiments would provide further insight into the mechanism by which divalent cations facilitate Icat.

When studying the mechanism of action of the divalent cations it would be desirable to study the characteristics of the unitary conductance at the single channel level. However, noradrenaline-activated cation channels run down rapidly in isolated patches, presumably because of the complex activation and modulation of these channels (see Helliwell & Large, 1998 for a fuller discussion). Consequently we have used noise and voltage-jump analysis of the macroscopic whole-cell current to compare the effects of divalent cations on the kinetic behaviour and single channel conductance of the cation channels underlying Icat.

  METHODS
Top
Abstract
Introduction
Methods
Results
Discussion
References

Cell isolation

New Zealand White female rabbits (2-2·5 kg) were killed by intravenous overdose of sodium pentobarbitone. The portal vein was removed and dissected free of connective tissue and fat in normal physiological salt solution (PSS) which contained (mM): NaCl, 126; KCl, 6; CaCl2, 1·5; MgCl2, 1·2; glucose, 10; and Hepes, 11; pH adjusted to 7·2 with 10 M NaOH. The tissue was then cut into strips and incubated in low Ca2+ PSS (PSS with no added CaCl2) for 5 min at 37°C. After preincubation the solution was replaced with low Ca2+ PSS containing protease Type 1 (Sigma) or protease Type VIII (Sigma) (0·2-0·4 mg ml-1) for 5 min and then washed with low Ca2+ PSS. The low Ca2+ PSS solution was replaced with 50 µM Ca2+ PSS (PSS containing 50 µM rather than 1·5 mM CaCl2) containing 0·5-1 mg ml-1 collagenase Type 1A and the tissue was then incubated for a further 10 min before a final wash in 50 µM Ca2+ PSS. Cells were released by trituration of the tissue through a wide-bore pipette in 50 µM Ca2+ PSS. The solution containing dissociated cells was then centrifuged at 100 g for 2 min to form a loose pellet which was resuspended in 0·75 mM Ca2+ PSS. The cells were stored on coverslips at 4 °C and were used within 8 h.

Electrophysiology

Whole-cell membrane currents were measured at room temperature (20-25°C) with a List EPC-7 patch clamp amplifier (List Electronic, Darmstadt, Germany). Patch pipettes were made from borosilicate glass and had resistances of approximately 6 MOmega. The voltage protocol used to study the current-voltage (I-V) characteristics of the noradrenaline-activated cation current (Icat) in the various divalent cation solutions involved clamping the membrane at a holding potential (Vh) of -50 mV and stepping to -120 mV for 50 ms before imposing a continuous voltage ramp to +50 mV at a rate of 0·3 V s-1. When different divalent cation concentrations were used leak currents were subtracted by applying a number of voltage ramps in the appropriate cation solution before activation of Icat and subtracting the mean current from ramps applied during activation of Icat. Voltage ramps were generated and the data were recorded on-line with an IBM Pentium PC (Viglen, Middlesex, UK) using CED 1401 interface software (Cambridge Electronic Design Ltd, Cambridge, UK). Data were filtered at 1 kHz and sampled at 5 kHz. Long-term records were played back from a DTR-1205 digital tape-recorder (Intracel Ltd, Royston, Herts, UK), filtered and sampled at 10 and 25 Hz, respectively, using the 1401 and CED Sigavg software. For voltage-jump relaxation analysis voltage steps were applied and currents were also recorded on-line using an IBM Pentium personal computer. Currents were filtered at 1 kHz (-3 dB, Bessel) and sampled at 3 kHz.

Noise analysis

Details of these methods have been given previously (Helliwell & Large, 1998) but, briefly, in order to calculate the current variance sigmaI2 membrane currents were first high-pass filtered (0·3 Hz, -3 dB) to remove the DC component before being low-pass filtered (800 Hz, -3 dB), using an eight-pole Butterworth filter (Barr & Stroud Ltd, London, UK). The signal was then amplified (× 10) prior to sampling at 2 kHz using the 1401 plus and spike 2 software (CED). Another current signal was also simultaneously sampled, which was low-pass filtered (0·3 Hz, 3 dB) and used to calculate the mean current (I). Current variance was plotted against mean current to obtain an estimate of the single channel current amplitude (i). Since the probability of channel opening was low

sigmaI2 = i I, (1)

and hence the single channel conductance (gamma) was calculated from:

gamma = i/(V - Vrev), (2)

where V and Vrev are the membrane potential and reversal potential, respectively.

For calculation of the spectral density function of Icat in the various divalent cations a fast Fourier transform (FFT) of the band-pass signal was performed on the selected section of data where the mean current during Icat remained constant to give a power spectrum. The spectrum was described by the sum of two Lorentzians according to the equation:

eq03
(3)

where G(f) is the spectral density at a given frequency (f), and fc1 and fc2 are the corner frequencies of the first and the second components, respectively. G1(0) and G2(0) are the zero frequency asymptotes respectively for the first and second components in the spectrum. Time constants were obtained from the corner frequencies (tau in Table 2) using the equation:

tau = 1/(2pifc). (4)

It is possible to obtain another estimate of the single channel conductance using the equation:

eq05
(5)

(see Sigworth, 1980 and Helliwell & Large, 1998, for a fuller description).

Voltage-jump relaxation analysis

The kinetic properties of Icat in various divalent cations were also studied using voltage-jump relaxation analysis (Helliwell & Large, 1998). Relaxations of Icat were evoked by stepping the potential from -50 to +50 mV for 500 ms and then stepping back to -30 mV for 500 ms before returning to the holding potential (Vh) of -50 mV. The voltage was stepped to +50 mV to switch off the current (because most of the channels are non-conducting at positive potentials, for example see Fig. 4) and then returned to -30 mV to study voltage-dependent channel opening. The value of -30 mV was chosen because the Vrev of Icat is approximately +10 mV and hence there is a similar, but opposite, driving force at the two test potentials of +50 and -30 mV. Leak-subtracted cation currents were obtained by subtracting the mean of two to three control currents recorded in the absence of noradrenaline from the mean of three to four currents at the peak of the noradrenaline-activated cation current. Exponential fits of the relaxations to obtain time constants and figure preparation were performed using Origin software (Microcal Software Inc., Northampton, MA, USA).

Solutions and drugs

The standard extracellular K+-free PSS used in all experiments contained (mM): NaCl, 126; CaCl2, X; glucose, 10; Hepes, 11; pH was adjusted to 7·2 with NaOH. The value of X was in the range < 10 nM to 5 mM. Cells were superfused using gravity feed at the rate of 5 ml min-1 and the bath volume was 200 µl. In experiments where the membrane potential was altered 5 µM nicardipine and 100 µM 4,4'-diisothiocyanato-stilbene-2,2'-disulphonic acid (DIDS) were added to the external solution 2 min before the addition of noradrenaline to block voltage-sensitive Ca2+ channels and volume-activated Cl- channels, respectively. In these conditions these compounds did not alter the characteristics of Icat. Junction potentials were measured using the technique of Neher (1992) and were less than 3 mV. In experiments where low concentrations of Ca2+o or when Sr2+o and Ba2+o were studied it was necessary to remove contaminating amounts of Ca2+. In these cases 1 mM BAPTA was added to nominally Ca2+-free PSS (which has the same composition as the standard extracellular K+-free PSS but without CaCl2) to reduce the contaminating [Ca2+]o to < 10 nM, estimated using EQCAL software (Biosoft, Ferguson, MO, USA). At these concentrations Ca2+o has no facilitatory or inhibitory effects on Icat and therefore this solution is effectively divalent cation-free and is termed 0 Ca2+o. In experiments where low concentrations of Ca2+o (2-5 µM) and all concentrations of Sr2+o and Ba2+o (50 µM to 5 mM) were studied the appropriate amount of XCl2 estimated by EQCAL was added to 0 Ca2+o to achieve the desired concentration. With concentrations of Ca2+o > 5 µM the appropriate amount of CaCl2 was added to the Ca2+-free PSS. The standard pipette solution contained (mM): CsCl, 18; caesium aspartate, 108; MgCl2, 1·2; glucose, 10; Hepes, 11; BAPTA, 10; CaCl2, 1 (free [Ca2+]i predicted by EQCAL was approximately 14 nM); pH adjusted to 7·2 with Trizma base.

All drugs and enzymes were obtained from Sigma.

The values in the text are means ± S.E.M. and the test for significance was Student's t test.

  RESULTS
Top
Abstract
Introduction
Methods
Results
Discussion
References

Comparison of the facilitatory effect of Ca2+, Sr2+ and Ba2+ on the amplitude of Icat

In the first series of experiments we compared the ability of different divalent cations to potentiate the amplitude of Icat. Since there is marked variation in responsiveness to noradrenaline between cells we used an internal control where noradrenaline was applied in 0 Ca2+o PSS (divalent cation-free solution, see Methods). After activation of Icat in 0 Ca2+o the bathing solution was then exchanged for PSS containing a different concentration of divalent cations with noradrenaline still present. Figure 1 illustrates typical effects of different concentrations of Ca2+o on noradrenaline-evoked Icat. In Fig. 1A Icat was first evoked in 0 Ca2+o and just after the peak current had been achieved the PSS was exchanged for PSS containing 5 µM Ca2+o and it can be seen that the amplitude of Icat increased two- to threefold. When 50 µM Ca2+o was applied to the cell during stimulation of Icat the current was increased by about eight times (Fig. 1B). When 1-100 µM Ca2+o was added during activation of Icat the current was first potentiated and then declined spontaneously over a few minutes in the continued presence of noradrenaline (Fig. 1A and B); at present we do not have any experimental evidence on the processes that control this inactivation/desensitization process. However, with [Ca2+]o > 100 µM the initial potentiation of Icat was followed by rapid inhibition of the response (e.g. with 1·5 mM Ca2+o in Fig. 1C). This rapid decline of Icat following the potentiation with 1·5 mM Ca2+o represents the inhibitory action of Ca2+o (Helliwell & Large, 1996), which is not the subject of the present work and so was not investigated further. However, since we wanted to compare the facilitatory effects of various divalent cations on the characteristics of Icat we used 50 µM Ca2+o in subsequent experiments since this concentration produced marked potentiation with little evidence of an inhibitory effect on Icat. The estimated equilibrium constant for the inhibitory action of Ca2+o is about 400 µM (Helliwell & Large, 1996) and thus on theoretical grounds it is expected that 50 µM Ca2+o would have little inhibitory effect. This was manifest experimentally as the current decayed slowly due to inactivation/desensitization and was similar to that seen with lower concentrations of Ca2+o (e.g. Fig. 1A and B) and there was no rapid inhibition as seen with 1·5 mM Ca2+o (Fig. 1C).

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    Figure 1. The facilitatory and inhibitory actions of Ca2+o on noradrenaline-activated Icat

    Icat was activated by bath-applied noradrenaline (100 µM, horizontal box) in 0 Ca2+o and [Ca2+]o was then changed to 5 µM (A), 50 µM (B) or 1·5 mM (C) as indicated at the top of each record; the change-over is highlighted on the current traces by arrows. Altering [Ca2+]o affected the leak resistance which was assessed at the beginning of each record in the absence of noradrenaline. Standard K+-free conditions were used and Vh was -50 mV.

Figure 2 shows the potentiating effects of Sr2+o and Ba2+o on Icat elicited in the same manner as described in Fig. 1 for Ca2+o. Addition of 200-1500 µM Sr2+o produced marked potentiation of Icat (Fig. 2A-C) and the maximum facilitation was about eightfold. Ba2+o also increased the amplitude of Icat but the degree of facilitation was noticeably less and the maximal potentiation which occurred with 1·5 mM Ba2+o was only two- to threefold (Fig. 2D -F). At concentrations of 0·1-1·5 mM neither Sr2+ nor Ba2+ produced the rapid inhibitory effect seen with 1·5 mM Ca2+o (for example see Fig. 1C) and therefore in this concentration range Sr2+o and Ba2+o have negligible inhibitory effects but at higher concentrations both Sr2+o and Ba2+o inhibited Icat. It should be noted that the spontaneous inactivation of Icat that occurs in the continued presence of noradrenaline also occurred with both Sr2+o and Ba2+o (Fig. 2).

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    Figure 2. The facilitatory action of Sr2+o and Ba2+o on Icat

    Icat was first evoked in 0 Ca2+o and the bathing solution was exchanged for PSS containing 200 µM Sr2+o (A), 500 µM Sr2+o (B), 1·5 mM Sr2+o (C), 50 µM Ba2+o (D), 500 µM Ba2+o (E) or 1·5 mM Ba2+o (F). The divalent cation concentrations are shown above the current records and the arrow in each trace indicates the potentiation of Icat on changing from 0 Ca2+o to 'test' concentrations of Sr2+o and Ba2+o. Changes in leak resistance due to the addition of test concentrations of Sr2+o and Ba2+o in the absence of noradrenaline are shown at the beginning of each record and noradrenaline (100 µM) was applied for the period denoted by the horizontal box.

Quantitative analysis of the facilitatory effects of the divalent cations on Icat is shown in Fig. 3. The degree of potentiation was estimated as the ratio of currents (b/a) according to the diagram shown in Fig. 3A and takes into account changes in leak current which sometimes occurred with different divalent cation concentrations and was assessed before the application of noradrenaline. From Fig. 3B -D it can be seen that Ca2+o was the most potent divalent cation in potentiating Icat and the concentration required to increase the amplitude of Icat to 50 % of the maximum response (EC50) was 29 µM. The corresponding EC50 values for Sr2+o and Ba2+o were 267 and 357 µM, respectively. Another major difference was the maximum degree of potentiation, where both Ca2+o and Sr2+o increased Icat by about eight times (Fig. 3B and C) whereas Ba2+o increased Icat by a maximum of about threefold (Fig. 3D). For all divalent cations studied the data points were well fitted by logistic curves and the apparent Hill coefficients were 0·98, 1·65 and 4·26 for Ca2+o, Sr2+o and Ba2+o, respectively. For analysis of their effects in later experiments we used 1·5 mM Sr2+o and Ba2+o since this concentration produced marked potentiation but no inhibition of Icat.

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    Figure 3. Quantification of the facilitatory action of divalent cations on Icat

    A, the facilitatory action of divalent cations was estimated by dividing the maximum current amplitude (b) in the 'test' divalent cation concentration ([X2+]o) by the amplitude of the current (a) evoked in 0 Ca2+o. Note that the measured amplitude of b allowed for leak currents that occur in bathing solutions of different divalent cation concentrations in the absence of noradrenaline. B-D, the ratio of currents (b/a, from A) was plotted against divalent cation concentration on a logarithmic scale for Ca2+o (B), Sr2+o (C) and Ba2+o (D). The curves were drawn according to the Hill equation in the following form:

    eq01

    where y is the current amplitude and EC50, x and nH are the effective concentration at which the potentiation is 50 % of its maximum value, the test divalent cation concentration and the Hill coefficient, respectively. The estimated EC50 values were 29, 267 and 357 µM for Ca2+o, Sr2+o and Ba2+o, respectively. The Hill coefficient values for Ca2+o Sr2+o and Ba2+o were 0·98, 1·65 and 4·26, respectively. Each point represents the mean of 6 cells.

Current-voltage relationship of Icat in various divalent cation solutions.

Icat displays marked rectification (Helliwell & Large, 1996) and it is possible that the potentiating effect of divalent cations may be due to the alteration of these rectifying properties. Consequently we plotted current-voltage relationships using voltage ramps during activation of Icat to test this possibility. In 0 Ca2+o Icat had an S-shaped current-voltage relationship (Fig. 4A) and little outward current flowed through the conductance at potentials positive to the reversal potential (Vrev, between 0 and +10 mV). Moreover at negative potentials it can be seen that the I-V curve also deviated from linearity. However, similar I-V relationships were obtained for all divalent cations tested with no change in Vrev (Fig. 4B -E). Also with all solutions the data could be described by a Boltzmann distribution and the calculated potential for half-maximal activation and slope factor were similar in all solutions tested (Table 1). It should be noted that these current- voltage curves are similar to those obtained with 1·5 mM Ca2+o (Helliwell & Large, 1996).

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    Figure 4. Current-voltage relationships of Icat in various divalent cations

    The plots are the current-voltage relationships of Icat obtained in 0 Ca2+o (A), 50 µM Ca2+o (B), 1·5 mM Sr2+o (C) and 1·5 mM Ba2+o (D). The membrane potential was stepped from the holding potential of -50 mV to -120 mV for 50 ms before imposing a continuous voltage ramp to +50 mV before and during the application of noradrenaline. Leak subtracted currents were normalized to the value of the current recorded at -40 mV (which is -1) and each point represents the mean of 4-6 cells. All currents were recorded in standard K+-free conditions.

Table 1. Voltage-dependent characteristics of Icat

Divalent
cation
 
V½
(mV)
 
k
(mV)
 
n
0 Ca2+o -106 ± 7 -28 ± 1 5
50 µM Ca2+o -116 ± 2 -24 ± 2 6
1·5 mM Sr2+o -118 ± 5 -28 ± 1 5
1·5 mM Ba2+o -111 ± 11 -28 ± 1 5
The values of V½ and k were obtained from the Boltzmann equation in the following form:

eq01

where G is the normalized chord conductance and Vm, V½ and k are the membrane potential, the potential for half-maximal activation and the slope factor, respectively. n, number of cells.

Noise analysis of Icat in various divalent cation solutions

In these experiments the single channel conductance (gamma) was first estimated by plotting the variance of the current against mean current. The plots were linear, confirming low probability of channel opening, and the single channel current amplitude was obtained from the slope from which gamma was calculated (see Methods). Typical plots are shown in Fig. 5 and in 0 Ca2+o gamma was 11 ± 0·7 pS (n = 5). However, when concentrations of divalent cations that potentiated the amplitude of Icat were included in the PSS the value of gamma was approximately doubled. Thus the value of gamma in 50 µM Ca2+o, 1·5 mM Sr2+o and 1·5 mM Ba2+o was 22 ± 0·9 pS (n = 6), 21 ± 0·6 pS (n = 6) and 21 ± 0·9 pS (n = 6), respectively.

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    Figure 5. The effect of divalent cations on the single channel conductance (gamma) of Icat

    The relationship between current variance (sigmaI2) and the mean current (I) in < 10 nM Ca2+o (A), 50 µM Ca2+o (B), 1·5 mM Sr2+o (C) and 1·5 mM Ba2+o (D) was linear and the single channel conductance (gamma) was calculated from the gradient (i) of the linear relationship (see Methods for details). Note that the value of gamma of Icat in all the divalent cation solutions is approximately twice the estimated value in 0 Ca2+o.

It is possible to obtain information on the kinetics of the underlying channels by analysing the spectral density function of Icat which also yields an alternative estimate of gamma. Table 2 shows that the values of gamma obtained from analysis of the spectral density function were similar to those obtained from plots of current variance vs. mean. In 0 Ca2+o gamma was 10 pS but in solutions containing divalent cations gamma was 20-22 pS (Table 2).

Table 2. Characteristics of Icat obtained from the spectral density function of Icat in the presence of various divalent cations

Divalent
cation
 
tau1
(ms)
tau2
(ms)
G2(0)/G1(0)
 
gamma
(pS)
n
 
0 Ca2+o 11 ± 0·1 1·4 ± 0·06 0·5 ± 0·05 10 ± 0·4 6
50 µM Ca2+o 50 ± 3 1·9 ± 0·03 0·01 ± 0·00 22 ± 0·6 5
1·5 mM Sr2+o 24 ± 2·3 1·5 ± 0·1 0·04 ± 0·01 22 ± 1 6
1·5 mM Ba2+o 12 ± 0·4 1·8 ± 0·3 0·3 ± 0·03 20 ± 1 6
The time constants tau1 and tau2 were calculated from the corner frequencies fc1 and fc2 as described in Methods. G2(0)/G1(0) is the ratio of zero frequency asymptotes and estimates the contribution of each Lorentzian component to the overall spectrum.

As described previously (Helliwell & Large, 1998), the spectral density function for Icat in 0 Ca2+o could be described by the sum of two Lorentzian components (Fig. 6A), which indicates that the underlying channels exist in at least three kinetically resolvable states in divalent cation-free external solution. Qualitatively similar spectra were obtained with 50 µM Ca2+o, 1·5 mM Sr2+o and 1·5 mM Ba2+o (Fig. 6B -D) in the bathing solution but there were important differences in the quantitative estimates of the characteristic corner frequencies (fc values) and the relative contributions of the two Lorentzian components in those different conditions. The latter parameter was estimated as the ratio G2(0)/G1(0) where G(0) is the zero frequency asymptote for each Lorentzian component. It can be seen that the corner frequency of the higher frequency Lorentzian component (fc2), and hence the corresponding time constant (tau2), was the same (about 1-2 ms) in all solutions tested (Fig. 6 and Table 2). In contrast, whereas the corner frequency of the lower frequency Lorentzian component (fc1), and hence the corresponding time constant (tau1), was similar in 0 Ca2+o and 1·5 mM Ba2+o, significantly different values were obtained in 50 µM Ca2+o and 1·5 mM Sr2+o (Fig. 6 and Table 2). Thus, tau1 was 11 ms in 0 Ca2+o and 12 ms in 1·5 mM Ba2+o but higher values were obtained in 50 µM Ca2+o (50 ms) and 1·5 mM Sr2+o (24 ms, Table 2). Moreover the G2(0)/G1(0) ratio was similar in 0 Ca2+o and 1·5 mM Ba2+o (0·5 and 0·3, respectively, Table 2) but there was a marked decrease in the G(0) ratio in 50 µM Ca2+o and 1·5 mM Sr2+o (0·01 and 0·04, respectively, Table 2). These data show that 50 µM Ca2+o and 1·5 mM Sr2+o produced a marked change in the contribution of the components in favour of the lower frequency Lorentzian component but 1·5 mM Ba2+o had minimal effects.

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    Figure 6. The effect of divalent cations on the spectral density function of Icat

    The spectral density function of Icat obtained in the presence of 0 Ca2+o (A), 50 µM Ca2+o (B), 1·5 mM Sr2+o (C) and 1·5 mM Ba2+o (D). Each spectrum can be described by the sum of two Lorentzian components (continuous lines), where fc1 and fc2 are the corner frequencies of the first and second components, respectively (dotted lines). G1(0) and G2(0) are the zero frequency asymptotes for the first and second components, respectively (dotted lines).

Voltage-jump relaxation analysis of Icat

Previously we have demonstrated that there are Ca2+o-dependent relaxations of Icat (Helliwell & Large, 1998) and therefore we carried out similar experiments to see if relaxations of Icat occurred with Sr2+o and Ba2+o. Figure 7A shows that no relaxations of Icat were observed in 0 Ca2+o, either when the voltage was stepped from the holding potential of -50 mV to +50 mV or on returning to -30 mV during activation of Icat, which agrees with previous work (Helliwell & Large, 1998). However, in 50 µM Ca2+o on stepping to +50 mV there was an inward relaxation which was described by a single exponential with a time constant (taurelax) of 54 ms (Fig. 7B), reflecting a shift in the equilibrium of channels from the open to the closed state. Moreover on returning to -30 mV the instantaneous current was followed by a large inward relaxation which was described by a single exponential with a time constant of 64 ms. In 50 µM Ca2+o the mean tau values of the relaxations at +50 and -30 mV were 36 ± 5 and 66 ± 6 ms (n = 6), respectively. This inward relaxation at -30 mV represents an increase in Icat due to a shift in the equilibrium of channels from the closed to the open state as a consequence of channel opening produced by the hyperpolarizing step. Similar relaxations of Icat were observed in 1·5 mM Sr2+o (Fig. 7C) although the time constants with Sr2+o were somewhat faster than those seen with 50 µM Ca2+o. In 1·5 mM Sr2+o the mean tau values of the relaxations at +50 and -30 mV were 15 ± 1 and 29 ± 2 ms (n = 7), respectively. Previously we have shown that the time constants of the relaxations at both positive and negative potentials was not dependent on [Ca2+]o (Helliwell & Large, 1998). Moreover tau of the relaxation at positive potentials was not dependent on the test voltage (Helliwell & Large, 1998). This also proved to be the case with Sr2+o. Thus in 1·5 mM Sr2+o tau values of the relaxation at +30 and +70 mV were 14 ± 3 ms (n = 6) and 18 ± 2 ms (n = 5), respectively. At -20 and -80 mV, tau values of the relaxation in 1·5 mM Sr2+o were 27 ± 2 ms (n = 5) and 26 ± 2 ms (n = 6), respectively.

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    Figure 7. The effect of various divalent cations on relaxations of Icat evoked by steps to various voltages

    Icat evoked in 0 Ca2+o (A), 50 µM Ca2+o (B), 1·5 mM Sr2+o (C) and 1·5 mM Ba2+o (D), whilst applying the voltage-jump protocol illustrated below. Note that no relaxations occurred in 0 Ca2+o (A) and 1·5 mM Ba2+o (D) but marked relaxations were observed in 50 µM Ca2+o (B) and 1·5 mM Sr2+o (C) at both +50 mV and -30 mV. The steps were applied at the peak of the response and the records shown are leak subtracted. Iinst, instantaneous current.

In contrast, usually no relaxations of Icat were observed with 1·5 mM Ba2+o and the records were similar to those obtained in divalent cation-free solutions (compare Fig. 7A and D). On occasion there appeared to be small relaxations in 1·5 mM Ba2+o but these were too small to quantify. In conclusion voltage-jump relaxation analysis shows that in divalent cation-free solution and 1·5 mM Ba2+o there are no relaxations of Icat, but Ca2+o and Sr2+o produced relaxations which indicate that Ca2+o and Sr2+o alter the kinetic behaviour of the channels but Ba2+o is without effect.

  DISCUSSION
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Abstract
Introduction
Methods
Results
Discussion
References

The purpose of the present study was to compare the potentiating effects of external divalent cations on the noradrenaline-evoked cation current in rabbit portal vein smooth muscle cells. It was found that all cations tested (Ca2+o, Sr2+o and Ba2+o) potentiated Icat but differed in three main respects with regard to their concentration-effect curves. Firstly, there was a marked difference in the potencies of Ca2+o, Sr2+o and Ba2+o. Secondly, there was a difference in the maximum degree of potentiation and thirdly, the Hill coefficients also differed. Whereas the Hill coefficient of Ca2+o was about unity, values of 1·65 and 4·26 were estimated for Sr2+o and Ba2+o, respectively. There is no obvious explanation for the difference in the Hill coefficients and it is possible that the inhibitory action of Ca2+o might lead to an underestimate in the value for Ca2+o. However, this result indicates that Sr2+o and Ba2+o may show positive co-operativity of binding to the facilitatory binding site whereas Ca2+o does not.

The potency order of the ability of the divalent cations to potentiate the amplitude of Icat warrants some comment. In the present work the EC50 values of Ca2+o, Sr2+o and Ba2+o were 29, 267 and 357 µM, respectively. In a previous publication we found that Mg2+o did not facilitate Icat (Helliwell & Large, 1996) and therefore the potency sequence of the divalent cations for potentiation of Icat is Ca2+o > Sr2+o > Ba2+o > Mg2+o. This order is almost the reverse of the aqueous mobility sequence (Ba2+ > Sr2+ > Ca2+ > Mg2+) and therefore, presumably, this physicochemical property does not determine the ability to potentiate Icat. It is worth noting also that the EC50 value of Ca2+o found in this study (29 µM) was slightly higher than the value estimated in a previous study (6 µM, Helliwell & Large 1996). This discrepancy is likely to be due to a difference in the experimental protocols used. In the present study in order to compare different divalent cations it was necessary to apply noradrenaline in 0 Ca2+o and add divalent cations after activation of the current. In the former study Icat was first activated in 1·5 mM Ca2+o before changing [Ca2+]o.

It is evident that the facilitatory effect of the divalent cations is not brought about by changes in the I-V relationship of Icat. In 0 Ca2+o and in the presence of divalent cations there were minimal differences in the reversal potential and the parameters describing the voltage dependence of Icat from the Boltzmann equation were similar in all solutions used (Table 1). These results also reinforce a previous conclusion where it was suggested that the voltage dependence of Icat is not caused by external cations (Helliwell & Large, 1996).

In contrast, the divalent cations produced significant changes in the conductance and kinetic behaviour of the single channels as revealed by noise analysis of macroscopic Icat. In 0 Ca2+o gamma was estimated to be about 10 pS but with divalent cations (Ca2+o, Sr2+oand Ba2+o) in the bathing solution gamma was 20-22 pS. Therefore it would seem reasonable to suggest that doubling the single channel conductance would contribute to the potentiation of Icat by the divalent cations. These results indicate that there are at least two distinct open states of the channel (10 and 20 pS) and that the divalent cations alter the equilibrium in favour of the higher conductance state. A simple explanation for the ability of Ca2+o and Sr2+o to produce a greater potentiation of the amplitude of Icat than Ba2+o is that Ca2+o and Sr2+o produce a much larger shift in the equilibrium to the higher conductance state than Ba2+o. However, there is also good evidence that Ca2+o and Sr2+o produced a change in the kinetic behaviour of the channels whereas Ba2+o ions did not. In all solutions the spectral density function of Icat could be fitted by the sum of two Lorentzian components, which suggests that the non-selective cation channels exist in at least three kinetically resolvable states, for example, one closed and two open states (Helliwell & Large, 1998). This is likely to be an oversimplified model (see Helliwell & Large, 1998) but nevertheless gives some insight into a possible mechanism. Ca2+o and Sr2+o produced marked changes in the G(0) ratio such that the spectrum was dominated by the lower frequency component and G2(0)/G1(0)) was 0·01 and 0·04 in Ca2+o and Sr2+o, respectively, compared with 0·5 in 0 Ca2+o There were also changes in the time constants associated with the lower frequency Lorentzian components and tau1 in Ca2+o and Sr2+o was 50 and 24 ms, respectively, compared with 11 ms in 0 Ca2+o. These data suggest that the channel transitions associated with this Lorentzian are sensitive to both Ca2+o and Sr2+o. In contrast in Ba2+o the G(0) ratio (0·3) was closer to the value in divalent cation-free solution and moreover tau1 in Ba2+o (12 ms) was similar to the value obtained in 0 Ca2+o. Therefore these data indicate that the transitions associated with the lower frequency Lorentzian are sensitive to Ca2+o and Sr2+o but are not (or little) affected by Ba2+o. The time constant associated with the higher frequency Lorentzian component was similar in 0 Ca2+o and in the presence of divalent cations, which suggests that the channel transitions associated with this Lorentzian are not altered by divalent cations.

The voltage-jump experiments also revealed that Ca2+o and Sr2+o produced changes in the kinetic behaviour of the channels compared with 0 Ca2+o and Ba2+o. In divalent cation-free and 1·5 mM Ba2+o solutions no significant relaxations of Icat were observed in response to either depolarizing or hyperpolarizing pulses. In contrast, relaxations of Icat, representing the transition between open and closed channel states, were observed in both 50 µM Ca2+o and 1·5 mM Sr2+o. Moreover the relaxation time constants (taurelax at -30 mV) are similar to the time constants of the lower frequency Lorentzian component (tau1 in Table 2) which makes by far the greatest contribution to the overall spectrum in both Ca2+o and Sr2+o. Therefore it appears that the relaxations of Icat to voltage steps correspond to the lower frequency Lorentzian of the power spectrum in that both are sensitive to Ca2+o and Sr2+o, but not to Ba2+o, and that the time constants from noise experiments and relaxation analysis have similar values although the values with Ca2+o are higher than those in Sr2+o. Therefore it appears that Ca2+o and Sr2+o produced a marked shift in the equilibrium of the channel states whereas Ba2+o caused little change in the kinetics of the channels. It is evident that the relaxations observed on returning to -30 mV in Ca2+o and Sr2+o produce an increase in the amplitude of Icat compared to divalent cation-free solution and Ba2+o where only instantaneous currents were observed. A simple explanation is that two of the channel states may be open conformations with different channel lifetimes and that Ca2+o and Sr2+o shift the equilibrium in favour of the conformation with the longer lifetime which produces a larger current amplitude whereas Ba2+o is not able to produce this effect. An important result from comparing the divalent cations is that the increase in single channel conductance is distinct from the effect of channel kinetics because whereas all divalents increased gamma only Ca2+o and Sr2+o altered the kinetic behaviour of the channels.

In conclusion the divalent cations Ca2+o, Sr2+o and Ba2+o increase the single channel conductance of Icat to the same extent but only Ca2+o and Sr2+o appear to affect significantly the kinetic behaviour of the underlying channels. It is this latter effect which makes Ca2+o and Sr2+o more efficacious than Ba2+o in increasing the amplitude of Icat. More precise information on the effects of divalent cations on the properties of the unitary conductance will be available when we establish conditions to prevent channel 'run-down' in isolated patches.

  REFERENCES
Top
Abstract
Introduction
Methods
Results
Discussion
References

Amédée, T. & Large, W. A. (1989). Microelectrode study on the ionic mechanisms which contribute to the noradrenaline-induced depolarization in isolated cells of rabbit portal vein. British Journal of Pharmacology 97, 1331-1337 [Medline]
Byrne, N. G. & Large, W. A. (1988). Membrane ionic mechanisms activated by noradrenaline in cells isolated from the rabbit portal vein. The Journal of Physiology 404, 557-573 [Abstract]
Ganitkevich, V. Ya., Shuba, M. F. & Smirnov, S. V. (1988). Saturation of calcium channels in single isolated smooth muscle cells of guinea-pig taenia caeci. The Journal of Physiology 399, 419-436 [Abstract]
Helliwell, R. M. & Large, W. A. (1996). Dual effect of external Ca2+ on noradrenaline-activated cation current in rabbit portal vein smooth muscle cells. The Journal of Physiology 492, 75-88 [Abstract]
Helliwell, R. M. & Large, W. A. (1998). Facilitatory effect of Ca2+ on the noradrenaline-evoked cation current in rabbit portal vein smooth muscle cells. The Journal of Physiology 512, 731-741 [Abstract/Full Text]
Hotta, Y. & Tsukui, R. (1968). Effect on the guinea-pig taenia coli of the substitution of strontium or barium ions for calcium ions. Nature 217, 867-869 [Medline]
Inoue, R. & Kuriyama, H. (1993). Dual regulation of cation-selective channels by muscarinic and alpha1-adrenergic receptors in the rabbit portal vein. The Journal of Physiology 465, 427-448 [Abstract]
Neher, E. (1992). Correction for liquid junction potentials in patch clamp experiments. In Methods in Enzymology , vol. 207, ed. Rudy, B. & Iverson, L. E., pp. 123-130. Academic Press, London.
Sigworth, F. J. (1980). The variance of sodium current fluctuations at the node of Ranvier. The Journal of Physiology 307, 97-129 [Medline]
Acknowledgements

This work was supported by the British Pharmacological Society and The Wellcome Trust.

Corresponding author

W. A. Large: Department of Pharmacology and Clinical Pharmacology, St George's Hospital Medical School, Cranmer Terrace, London SW17 ORE, UK.

Email: w.large{at}sghms.ac.uk




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