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Article |
Dual Roles of Surface Charge Screening and Pore Block
Address correspondence to James N. Weiss, Division of Cardiology, Rm. 3645, MRL Building, UCLA School of Medicine, Los Angeles, CA 90095. Fax: (310) 206-5777; E-mail: jweiss{at}mednet.ucla.edu
| ABSTRACT |
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Key Words: K+ channels inward rectification polyamine spermine modeling
| INTRODUCTION |
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For strong inward rectifiers in the Kir2 family, the mechanism underlying strong inward rectification involves voltage-dependent block by Mg2+ and polyamines (Matsuda et al., 1987
; Vandenberg, 1987
; Ficker et al., 1994
; Lopatin et al., 1994
; Fakler et al., 1995
). Mutagenesis studies have identified negatively charged residues in two different regions which are critical for strong inward rectification: D172 in the M2 region (Lu and MacKinnon, 1994
; Stanfield et al., 1994
; Wible et al., 1994
; Yang et al., 1995
) and E224 and E299 in the cytoplasmic COOH terminus (Taglialatela et al., 1995
; Yang et al., 1995
; Kubo and Murata, 2001
).
Block by polyamines has a complex dependence on both voltage and concentration. A quantitative model of polyamine block has been described by Lopatin et al. (1995)
. In their "long-pore plugging" model, they assumed two spermine molecules sequentially enter the channel pore. The model reproduced the shallow voltage-dependent component of block with rapid kinetics due to the first spermine entering the pore, and the steeply voltage-dependent component of block with slower kinetics corresponding to a second spermine molecule entering the pore and interacting with the first spermine molecule. Subsequently, they were able to simplify the model somewhat by postulating that some of the steep voltage dependence was related to polyamines sweeping K+ ions from the pore (Pearson and Nichols, 1998
). In a previous study, we performed competition experiments using the polyamine toxin philanthotoxin, which structurally resembles polyamine at one end, but has a large hydrophobic group at the other end (Lee et al., 1999
). The results, as well as those of a recent study by Kubo and Murata (2001)
, suggested a model in which positively charged polyamines such as spermine can bind to a region of the channel involving the negatively charged residues E224 and E299 without occluding the pore. Kubo and Murata (2001)
argued that the two negative charges function as an intermediate binding site for spermine near the inner vestibule, which then facilitates entry of spermine to a binding site occluding ion permeation located deeper in the pore at D172. An important point shared in both our and Kubo's models is that the channel exhibits a second open state when spermine binds to E224 and/or E299.
In the present study, we have extended the analysis of spermine block in Kir2.1 channels and, based on the findings, propose a new model which accounts for the complex voltage and concentration dependence and kinetics at both the macroscopic and single channel levels. This model is built on the previous idea that positively charged polyamines such as spermine interact with negatively charged moieties (specifically E224 and E299) near the inner vestibule of the channel. The novel feature is that this interaction screens this local negative surface charges, which normally serve to maximize the rate of K ion permeation (single channel conductance) through the pore. Thus, we attribute the component of spermine block with shallow voltage dependence to a charge-screening effect near the inner vestibule that reduces single channel conductance. The steep voltage-dependent component remains attributed to movement of spermine from these nonocclusive sites to an occlusive site deep in the pore (at D172). This interpretation is supported by single channel studies documenting that spermine, as well as ionic strength, reduces single channel conductance through Kir2.1 channels, and by mutagenesis experiments in which neutralization of the putative inner vestibule negative surface charges at E224 and E229, but not the pore-lining residue D172, attenuates the effects of surface charge screening effects of spermine. In addition to providing an excellent quantitative fit to the complex voltage and concentration of spermine block, this model can explain previously described substate behavior induced by a variety of Kir2.1 channel blockers.
| MATERIALS AND METHODS |
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Oocytes were isolated by partial ovariectomy from mature female Xenopus anesthetized with 0.1% tricaine. They were then defolliculated by treatment for 1 h with 1 mg/ml collagenase (TypeII; Life Technologies) in Barth's solution containing (mM): 88 NaCl, 1 KCl, 2.4 NaHCO3, 0.3 Ca(NO3)2·4H2O, 0.41 CaCl2, 0.82 MgSO4, 15 HEPES, and 50 mg/ml gentamicin, 10 mg/ml Baytril; pH 7.6. The day after collagenase treatment, selected oocytes were pressure-injected with
50 nl RNA (1100 ng/ml). Oocytes were maintained at 18°C in Barth's solution and electrophysiological studies were conducted 13 d later. Immediately before recording, each oocyte was incubated in a hypertonic solution containing (mM): 90 KCl, 4 MgCl2, 5 HEPES, 200 sucrose, pH 7.4 for
10 min, and the vitelline membrane was removed before patching the oocyte.
Functional Expression in COS7 Cells
cDNAs of Kir2.1 (0.8 µg) and green fluorescent protein (GFP) (0.2 µg) were cotransfected into COS7 cells using GenePORTER 2 transfection reagent (Gene Therapy Systems). COS7 cells were cultured in Dulbecco's modified Eagle's medium supplemented with 10% (vol/vol) fetal bovine serum. Experiments were performed on the GFP-positive cells
2448 h after transfection.
Electrophysiology and Data Analysis
Macroscopic currents recording from oocytes.
Membrane currents were recorded from excised inside-out giant patches from injected oocytes with an Axopatch 200A amplifier (Axon Instruments, Inc.) at room temperature, as described previously (Shieh et al., 1996
). Patch electrodes were pulled from thin-wall borosilicate glass (Garner Glass Co.) and had a tip diameter of 2030 µm after fire polishing. The patch electrode solution contained: 85 KCl, 1.8 CaCl2, 5 K2HPO4, 5 KH2PO4 to pH 7.4 with KOH. The standard bath solution contained (mM): 75 KCl, 5 K2EDTA, 5 K2HPO4, 5 KH2PO4, pH 7.2 with KOH. The total [K+] in the pipette solution and bath solution was
100 mM in most of the experiments. In the experiments testing the effect of ionic strength on surface charge screening, the pipette solution contained 15 KCl, 140 sucrose, 1.8 CaCl2, 5 K2HPO4, 5 KH2PO4 to pH 7.4 with KOH; the bath solution contained 15 KCl, 5 EDTA, 5 K2HPO4, 5 KH2PO4 with 140 sucrose in control, 70 N-Methyl-D-Glucamine (NMG) or NaCl in the test solution. TEA, spermine, or spermidine were added to the bath solution with pH readjusted to the desired level. Chemicals were purchased from Sigma-Aldrich. Current through Kir2.1 channels was measured by subtracting the current recorded in 30 mM TEA solution from the total measured current. Data were filtered with an 8-pole Bessel filter (Frequency Devices) at 1 kHz and digitized at 2 kHz via a DigiData 1200 interface (Axon Instruments, Inc.). Data acquisition and analysis were performed using pCLAMP 6 or 7 software (Axon Instruments, Inc.).
Single channel recording from COS7 cells.
Membrane currents were recorded at room temperature from inside-out patches excised from transfected COS7 cells, using an Axopatch 200B amplifier (Axon Instruments, Inc.). Patch electrodes were pulled from thick-wall borosilicate glass (Warner Instrument Corp.) and had a resistance of 58 M
when filled with the pipette solution. Electrodes were coated near their tips with sylgard (Dow Corning Co.) or N,N-dimethyltrimethylsilylamine (Fluka) to reduce electrical capacitance. The total [K+] in the pipette solution and bath solution were 140 mM. Data were filtered at 5 kHz and digitized at 10 kHz if not otherwise indicated.
All experiments were conducted at room temperature (2024°C). Modeling and curve fitting was performed using a commercially available simulation package (Scop 3.5; Simulation Resource, Inc.).
| RESULTS |
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5 min after excision, with the steady-state I-V relationship becoming linear in both inward and outward directions (Fig. 1, A and B, middle; Fig. 1, C and D, closed circles). The loss of the inward rectification in inside-out patches has been shown to be a result of the washout of blocking particles such as polyamines (Lopatin et al., 1994
Block of Macroscopic Kir2.1 Current by Physiological Concentrations of Spermine
Fig. 2 shows the blocking effects of spermine over a physiological concentration range in an excised inside-out patch, after washing for
5 min until the I-V relation had become almost linear (Fig. 2 A, control). The currents were measured during depolarizing pulses (-10040 mV) after a 5 ms prepulse to -100 mV. Two representative sets of the current traces after application of 1 and 100 µM spermine are shown in Fig. 2 A. The quasi-steady-state I-V relationships in the absence and presence of 1, 10, 100, and 1,000 µM spermine are plotted in Fig. 2 B. To better illustrate the component of block attributable to spermine at each voltage, steady-state current (I) for the different spermine concentrations was normalized to the corresponding current in the absence of spermine (Ictl) in Fig. 2 C.
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Spermine Reduces Single Channel Amplitude Progressively as Membrane Voltage Depolarizes
Fig. 3 shows representative single channel currents recorded in inside-out patches excised from COS7 cells expressing Kir2.1. At -60 mV, increasing spermine concentration from 0.1 to 1 mM had no significant effect on channel open probability (Po = 0.95 ± 0.17, 0.93 ± 0.21, and 0.91 ± 0.26 at 0, 0.1, and 1 mM spermine, respectively, n = 3 patches), despite the fact that these same spermine concentrations significantly reduced the macroscopic current amplitude at -60 mV (Fig. 2). Rather than suppressing current by decreasing open probability, spermine progressively reduced the single channel current amplitude at -60 mV as its concentration increased from 2.00 ± 0.04 to 1.40 ± 0.04 and 1.05 ± 0.06 pA with 0, 0.1, and 1 mM spermine respectively (n = 4 patches). In addition, the changes in single channel current amplitude did not occur in resolvable discrete steps during the wash-in and wash-out of spermine (Fig. 3 A, a). As is especially clear during spermine washout, the single channel amplitude increased progressively and without any obvious change in the level of open channel noise.
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Fig. 4 A provides further support that the reduction in single channel amplitude was not due to unresolved fast open channel block. In this experiment, single channel currents were recorded from an excised inside-out patch in which spermine concentration (1 mM) remained constant during a voltage ramp from -100 to 0 mV at 200 mV/s. Two channels were active in the patch. Under control conditions, the I-V curve during the voltage ramp was linear with a slope conductance of
35 pS, and reversed at EK = 0 mV. In the presence of 1 mM spermine, the I-V curve recapitulated the appearance of the macroscopic I-V curve in Fig. 2 B. At voltages negative to -50 mV, the single channel current amplitude was reduced in a voltage-dependent manner, and the level of open channel noise was unchanged by spermine. At voltages more positive than -50 mV, however, the channels suddenly transited to a state of high open channel noise, consistent with spermine entering more deeply into the pore and causing rapid open channel block. The increased open channel noise under the latter conditions is better seen in the voltage clamps in Fig. 4 B, a. At -60 mV, open channel noise did not increase at either 0.1 or 1 mM spermine, even though single channel current amplitude was progressively reduced as spermine concentration increased. At -40 mV, on the other hand, open channel noise increased significantly at 1 mM spermine, and at -20 mV at 0.1 mM spermine. Fig. 4 A, b shows the ratio of the single channel current amplitude in the presence to that in the absence of 1 mM spermine. The ratio obtained from the voltage ramp (Fig. 4 A, a) agreed well with the data points (open dots) corresponding to the voltage clamps (Fig. 4 B, b) and was very similar to that obtained from macroscopic currents (Fig. 2 C). In summary, this experiment provides evidence at the single channel level for two separable blocking processes by spermine: first, at negative voltages, there was a reduction in single channel current amplitude without increased open channel noise, suggesting that K permeation rate had decreased; and second, with further depolarization, there was an apparent further reduction in single channel current amplitude due to kinetically unresolved rapid open channel block as spermine entered more deeply into and intermittently occluded the pore.
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Fig. 6 shows the effects of spermine on macroscopic currents in the Kir2.1 single mutant E224G and the double mutant E224G/E299S. Compared with wild-type channels, spermine sensitivity was lower as reported previously (Yang et al., 1995
; Kubo and Murata, 2001
). Moreover, the shallow voltage-dependent component of spermine block was reduced in E224G and nearly eliminated in E224G/E299S (Fig. 6, B and C). Consistent with the ionic strength experiments, in the E224G/E299S double mutant channel, 1 mM spermine had no effect on the single channel current amplitude (which could be resolved at -80 mV with symmetrical 100 mM K) (Fig. 6 D). These findings support the hypothesis that these residues are located near the inner vestibule and contribute negative surface potential which regulates the permeation rate of K ions through the pore.
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0.3 at voltages greater than -60 mV. Although this low Hill coefficient could be explained by allosteric effects of spermine on channel open probability, when we examined the effects of spermine on channel open probability we found no significant change. Instead, we observed that spermine decreased the single channel current amplitude in a concentration- and voltage-dependent fashion. It is possible to reproduce a Hill coefficient <1 if partial conductance states are allowed.
To develop a quantitative model, we started with a two open state (O0, O1), one blocked state (B) linear reaction scheme, as proposed recently by Kubo and Murata (2001)
. However, we assigned a fractional conductance g (a function of both voltage and spermine concentration) to the conductance of the O1 state, to represent the charge-screening effect of spermine on single channel amplitude (Fig. 8 B, Model 1).
Since it is not possible to predict g from first principles without knowing the precise molecular topology of the inner vestibule, we used a completely empirical approach to model the putative surface chargescreening effect. We defined g as the ratio (i/i0) of the current in the presence (i) and absence (i0) of spermine using the single channel I-V curve as in Fig. 4 A. In both the single channel and macroscopic data, spermine shifted the I-V curves at negative voltages to the left while maintaining the same slope (Fig. 2 B and Fig. 4 A, a), such that the extrapolation of the I-V curve in the presence of spermine intersected the voltage axis at VT, as illustrated in Fig. 8 A, a. We measured VT for different spermine concentrations, and fit the results to a Hill equation VT = VT,max/(1+(Kd/[spm])n, where VT,max is the value of VT achieved at saturating spermine concentration. We also assumed that at a given spermine concentration, there was a voltage Vgmin beyond which all of the negative surface charge was maximally screened such that g = gmin remained constant thereafter. Thus:
![]() | (1) |
At voltages negative to Vgmin, the slopes (s) of the I-V curves in the presence and absence of spermine were identical, so that:
![]() | (2) |
The relationship between g and V obtained using this approach is shown in Fig. 8 A, b. To avoid an indeterminate slope of this curve at V = Vgmin, we smoothed the joining of the two segments in Eqs. 1 and 2 with an exponential decay beginning at V = Vg0 - 10 mV. This only affected g modestly over a 10 mV range. The fit of Model 1 (Fig. 8 B) to the data was only fair, but was considerably improved by introducing an additional partially conducting open state (O2) (Fig. 8 B, Model 2), using the analogous approach outlined above for obtaining g1 and g2. Fig. 9 shows the fitting results. Both the voltage dependence of the steady-state current (Fig. 9 A) and the kinetics of spermine block (Fig. 9 B, a) and unblock (Fig. 9 B, b) were well fitted by Model 2. For the surface charge screening effects of spermine, the values of gmin1 and gmin2 are 0.61 ± 0.07 and 0.43 ± 0.09, respectively. They have higher affinity (Kd1 = 1.4 [± 0.5] x 10-6 M; Kd2 = 9.2 [± 3.0] x 10-6 M) but shallower voltage dependence (Z1 = 0, Z2 = 3.0 ± 0.1) than the pore block by spermine (Kd3 = 4.3 [± 0.9] x 10-4 M, Z3 = 4.5 ± 0.1). The forward (f) and backward (b) rate constants for the three transitions are: k1f = 1.1 (± 0.4) x 1012 M-1s-1, k1b = 1.7 1 (± 0.8) x 107 s-1, k2f = 3.5 (± 1.5) x 1012 M-1s-1, k2b = 3.5 (± 2.4) x 106 s-1, k3f = 4.8 (± 2.6) x 106 M-1s-1 and k3b = 1.6 (± 0.5) x 103 s-1 (n = 3). All Kd, kf, and kb values were calculated relative to -40 mV, with voltage dependence described by K(V) = K(-40)exp(-ZFV/RT).
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B transition (K3), with Z3 decreasing from 4.5 ± 0.1 to 1.5 ± 0.1 in E224G and to 0.6 ± 0.1 in E224G/E299S, respectively. These results could suggest that tethering of spermine to E224 and/or E299 may resist its entry deeper into the pore, thereby steepening its voltage dependence. For the D172N mutation, on the other hand, the fitted values of gmin1 and gmin2 were 0.58 ± 0.02 and 0.36 ± 0.03, respectively, in the same range as in wild-type channel. The affinity and the voltage dependence of the pore-blocking effect (Kd3 = 4.2 [± 2.0] x 10-3 M, Z3 = 3.2 ± 0.4), however, were reduced, consistent with D172's involvement exclusively in pore block by spermine, rather than surface charge effects.
To test the robustness of model 2, we also calculated the concentration of spermine predicted to cause half-maximal block (IC50) at 40 mV using the same parameter values. The IC50 values averaged 6.1 ± 0.6 nM for WT and 2.8 ± 0.3 µM for E224G, in good agreement with previous experimental measurements (Lee et al., 1999
).
| DISCUSSION |
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Surface Chargescreening Component of Spermine Block
It is well recognized that charged groups on channel proteins and nearby lipids can influence channel behavior by generating local surface potentials. The effects of surface charge on channel gating have been studied extensively, but effects on ion permeation have been less thoroughly characterized. In principle, surface potentials can affect both gating and permeation in voltage-sensitive channels (MacKinnon et al., 1989
; Zhou and Jones, 1995
). For gating, it has been assumed that a surface potential (
) simply shifts the probability that a channel will undergo a gating transition along the voltage axis by
mV. Effects of surface potentials on permeation are more complex, as two effects are predicted. First, the local voltage profile seen by an ion as it moves through rate-limiting step in permeation (i.e., movement through the selectivity filter) is shifted by surface potential, thereby influencing the permeation rate, although not the reversal potential. Second, a surface potential may alter the local concentration of the permeant ion in the inner or outer vestibule of the channel.
In the case of Kir2.1 channel, we can apply Gouy-Chapman theory (Hille, 2001
) and recent structural information (Doyle et al., 1998
; Lu et al., 1999a
,b
; Guo and Lu, 2001
) to crudely estimate what the surface potential (
) might be in the Kir2.1 inner vestibule. Fig. 8 C shows a schematic representation, with the Kir2.1 inner vestibule cut open to form a sheet with the negative surface charges at E299, E224, D172, as indicated. Multiple spermine molecules are presumed to simultaneously enter the inner vestibule to screen E224 and/or E229 at different levels as illustrated. The diameter of the selectivity filter end of the inner vestibule has been measured at 9 Å and extends toward the cytoplasm for a distance of 18 Å (Doyle et al., 1998
; Guo and Lu, 2001
). If we assume that the inner vestibule subsequently expands to a diameter of 25 Å at its cytoplasmic end for a distance of 20 Å (Lu et al., 1999a
,b
), the total inner vestibule surface area is
1633 Å2. With each of four subunits contributing two charges at E224 and E299, this would correspond to a surface charge density (
) of 1 charge/204 Å2. Using the Grahame equation:
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is the dielectric constant for aqueous solution,
0 is the permitivity of free space, and F, R, and T have their normal meaning (for review see Hille, 2001
of
75 mV. To relate this to ion permeation rate, the simplest description for ion permeation is the Goldman-Hodgkin-Katz (GHK) equation, in which the ion permeation rate is directly proportional to the driving force. At -60 mV, for example, the local driving force and hence single channel amplitude would decrease by >50% if the surface potential arising from E224 and E299 were fully screened. Although this estimate is very crude and subject to a number of unrealistic simplifying assumptions, it nevertheless illustrates the plausibility that surface charge screening by spermine could have quantitatively important effects on single channel current amplitude, of the same order of magnitude as was observed experimentally. However, accurate calculation of local surface potential in the Kir2.1 inner vestibule from first principles is not feasible without detailed structural knowledge of the local molecular topology. The experiments in which ionic strength was altered also support our hypothesis that single channel amplitude in Kir2.1 channels is sensitive to local surface potential effects. Multivalent cations are even more effective surface charge screeners, but their potent pore-blocking effects on Kir2.1 precluded their use. Similar reductions in inward current amplitude were obtained using Na+ and NMG+, indicating that the inner vestibule is wide enough to accommodate the larger NMG+ molecule. This is consistent with the ability of spermine, also a relatively large molecule, to fit into the inner vestibule to screen surface charges. Cysteine mutagenesis experiments also have shown previously that the inner vestibule of Kir2.1 channel is wide enough to allow multiple successive reactions with large methanethiosulfonate reagents (Lu et al., 1999b
Finally, it has also been reported previously that the neutralization of E224 or E299 leads to a reduced unitary conductance (Yang et al., 1995
; Kubo and Murata, 2001
), consistent with this residue playing a role in surface charge enhancement of K ion permeation in Kir2.1. Our finding that neutralization of E224 and E299 led to a reduction in the shallow voltage-dependent component of spermine block (Fig. 6) fits well with the putative role of these residues contributing to the negative surface potential near the inner vestibule which enhances K ion throughput.
In the model, we needed two open states O1 and O2 with reduced conductances (g1 and g2) and different voltage dependences (Z1 and Z2) to fit the data (Fig. 8 B, Model II). These two states may represent the effects of charge screening at different levels corresponding to E299 and E224 in the inner vestibule. For example, if E299 is essentially outside the transmembrane field, binding of a spermine to this residue may correspond to the O1 screening effect with the trivial voltage dependence. Conversely, E224 may be in the transmembrane voltage field and correspond to the voltage-dependent O2 screening effect upon spermine binding. Since there are four charges on spermine, spermine molecules could potentially bind at a variety of levels to any of the eight E299 and E224 residues, producing a variable amount of charge screening by binding (see below).
An interesting observation is that neutralization of E224 led to a marked slowing in both blocking and unblocking kinetics by spermine (Fig. 6). This suggests that E224 enhances spermine's accessibility kinetically to move deeper into the pore to occlude K permeation, and may also facilitate its exit from the pore blocking site. In this regard, the forward rate constants K1f and K2f in the model for the first two steps (the charge-screening effect) are considerably higher (101213 M-1s-1) than expected for binding reactions in which 108 M-1s-1 is generally considered the diffusion limit for molecules in solution (Hille, 2001
). However, these rate constants incorporate the bulk spermine concentration in their calculation, and this may grossly underestimate the local spermine concentration near the inner vestibule due to the substantial negative surface potential in this region (a surface potential of -60 mV would concentrate local spermine by as much as four orders of magnitude). In the E224G mutant, the fitted values of K1f and K2f were reduced by >100-fold, consistent with reduced spermine accumulation locally near the inner vestibule via this postulated mechanism.
Screening Versus Tethering
Surface charge screening may or may not involve a specific binding interaction between the surface charge and the screening counterion. The present results do not indicate whether screening of inner vestibule negative surface charges by spermine or other blockers involves screening alone, or screening plus binding. However, the very slow time course of the increase in single channel amplitude when spermine was washed out (Fig. 3 A, a) may suggest that spermine binds nonocclusively to E224 and E299 in the inner vestibule. Buffering of spermine by other negative charges in the protein or surrounding lipids may also occur and contribute to its slow washout. Spermine washout certainly did not appear too diffusion-limited, however, since TEA washout under the same conditions was much more rapid.
Spermine binding to residues such as E224 and/or E299 does not contradict the apparently continuous increase in single channel amplitude during spermine washout. If we assume that more than one spermine molecule can occupy the inner vestibule simultaneously without occluding the pore, and that each spermine molecule can bind at any one of its four positive charges to any one of eight negative charges in the inner vestibule (see schematic in Fig. 8 C), then the number of possible binding configurations are 8, 36, and 120 for one, two, or three spermine molecules, respectively. In this calculation, we have counted only symmetrically distinct conformations in which the spermine molecules are located at different depths as a result of their tethering by E224 or E299, irrespective of the specific subunit. Each of these conformations therefore potentially represents a unique degree of surface potential screening, and therefore a unique single channel amplitude. It is clear this large number of combinations for two or more spermine molecules in the inner vestibule would not be resolvable experimentally, and would appear as a continuous change in single channel amplitude, as seen in Fig. 4 A.
Another outcome of postulating that surface charge screening involves binding is that it provides a potential explanation for subconductance levels with other cationic blockers such as Mg2+ and Cs+ observed in previous single channel studies in Kir2.1 (Matsuda et al., 1987
, 1989
; Mazzanti et al., 1996
; Oishi et al., 1998
). These previously described cation-induced discrete subconductance states may be caused by similar charge-screening effects as occur with spermine, rather than representing true conformational changes of the channel pore. In contrast to spermine, Mg2+ and Cs+ do not have the linear structure with the extended charge distribution of a polyamine. Thus, if bound to an inner vestibule residue, they would screen a fixed amount of the surface charge. For example, if Mg2+ were to bind only to E224 at either one, two, or three subunits, this would produce three discrete subconductance states, as have been observed experimentally, rather than an apparent continuum like spermine. Channels partially modified by MTS reagents also exhibited distinct subconductance levels (Lu et al., 1999a
). In this study, cationic MTS reagents may also have induced subconductance states by screening fixed increments of negative surface charge near the inner vestibule in proportion to the number of subunits labeled with cysteine.
Finally, a recent study reported that the unitary conductance of both expressed Kir2.1 channels or and native IK1 channels in cardiac myocytes formed a broad distribution, ranging from 2 to 33 pS (Picones et al., 2001
). It is interesting to speculate that this variability might be related to differences in the degree of surface charge screening in the inner and/or outer vestibules. If so, this raises the possibility that Kir2.1 single channel conductance may be regulated physiologically by this mechanism.
Pore Block Component of Spermine Block
In the present study, we have also demonstrated for the first time at the single channel level that spermine acts as a very fast open channel blocker as membrane voltage is progressively depolarized. The rapid transition between open and blocked states as seen in Fig. 4, A and B, is consistent with the idea that spermine is concentrated locally near the inner vestibule, facilitating its rapid movement to and from its occlusive site in the pore (putatively at D172). This result agrees with Kubo and Murata (2001)
and also with our finding that the kinetics of spermine block and unblock become markedly slower when E224 is neutralized (Fig. 6). It is also notable that the valence of the O2
B step was 4.5, greater than the total charge movement for one spermine molecule traversing the full distance across the transmembrane voltage field. Sweeping out of K+ ions from the channel pore when spermine moves into its blocking position deep in the pore may explain this extra charge movement (Pearson and Nichols, 1998
).
| ACKNOWLEDGMENTS |
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This work was supported by National Institutes of Health R37 HL60025 (to J.N. Weiss), by an American Heart Association, Western States Affiliate Postdoctoral Fellowship (to L.-H. Xie) and by the Kawata and Laubisch Endowments.
Submitted: 7 February 2002
Revised: 21 May 2002
Accepted: 21 May 2002
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H.-G. Shin, Y. Xu, and Z. Lu Evidence for Sequential Ion-binding Loci along the Inner Pore of the IRK1 Inward-rectifier K+ Channel J. Gen. Physiol., July 25, 2005; 126(2): 123 - 135. [Abstract] [Full Text] [PDF] |
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H.-G. Shin and Z. Lu Mechanism of the Voltage Sensitivity of IRK1 Inward-rectifier K+ Channel Block by the Polyamine Spermine J. Gen. Physiol., March 28, 2005; 125(4): 413 - 426. [Abstract] [Full Text] [PDF] |
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D.-H. Yan and K. Ishihara Two Kir2.1 channel populations with different sensitivities to Mg2+ and polyamine block: a model for the cardiac strong inward rectifier K+ channel J. Physiol., March 15, 2005; 563(3): 725 - 744. [Abstract] [Full Text] [PDF] |
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L.-H. Xie, S. A John, B. Ribalet, and J. N Weiss Regulation of gating by negative charges in the cytoplasmic pore in the Kir2.1 channel J. Physiol., November 15, 2004; 561(1): 159 - 168. [Abstract] [Full Text] [PDF] |
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H. T. Kurata, L. R. Phillips, T. Rose, G. Loussouarn, S. Herlitze, H. Fritzenschaft, D. Enkvetchakul, C. G. Nichols, and T. Baukrowitz Molecular Basis of Inward Rectification: Polyamine Interaction Sites Located by Combined Channel and Ligand Mutagenesis J. Gen. Physiol., October 25, 2004; 124(5): 541 - 554. [Abstract] [Full Text] [PDF] |
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S. A. John, L.-H. Xie, and J. N. Weiss Mechanism of Inward Rectification in Kir Channels J. Gen. Physiol., April 26, 2004; 123(5): 623 - 625. [Full Text] [PDF] |
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K. Ishihara and T. Ehara Two modes of polyamine block regulating the cardiac inward rectifier K+ current IK1 as revealed by a study of the Kir2.1 channel expressed in a human cell line J. Physiol., April 1, 2004; 556(1): 61 - 78. [Abstract] [Full Text] [PDF] |
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L. R. Phillips and C. G. Nichols Ligand-induced Closure of Inward Rectifier Kir6.2 Channels Traps Spermine in the Pore J. Gen. Physiol., November 24, 2003; 122(6): 795 - 805. [Abstract] [Full Text] [PDF] |
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H.-K. Chang, S.-H. Yeh, and R.-C. Shieh The effects of spermine on the accessibility of residues in the M2 segment of Kir2.1 channels expressed in Xenopus oocytes J. Physiol., November 15, 2003; 553(1): 101 - 112. [Abstract] [Full Text] [PDF] |
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L.-H. Xie, S. A John, and J. N Weiss Inward rectification by polyamines in mouse Kir2.1 channels: synergy between blocking components J. Physiol., July 1, 2003; 550(1): 67 - 82. [Abstract] [Full Text] [PDF] |
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H. Matsuda, K. Oishi, and K. Omori Voltage-dependent gating and block by internal spermine of the murine inwardly rectifying K+ channel, Kir2.1 J. Physiol., April 15, 2003; 548(2): 361 - 371. [Abstract] [Full Text] [PDF] |
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H.-K. Chang and R.-C. Shieh Conformational Changes in Kir2.1 Channels during NH4+-induced Inactivation J. Biol. Chem., January 3, 2003; 278(2): 908 - 918. [Abstract] [Full Text] [PDF] |
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Y. Fujiwara and Y. Kubo Ser165 in the Second Transmembrane Region of the Kir2.1 Channel Determines its Susceptibility to Blockade by Intracellular Mg2+ J. Gen. Physiol., October 29, 2002; 120(5): 677 - 693. [Abstract] [Full Text] [PDF] |
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