Abstract
Pentameric ligand-gated ion channels (pLGICs) conduct upon the binding of an agonist and are fundamental to neurotransmission. New insights into the complex mechanisms underlying pLGIC gating, ion selectivity, and modulation have recently been gained via a series of crystal structures in prokaryotes and C .elegans, as well as computational studies relying on these structures. Here we review contributions from a variety of computational approaches, including normal mode analysis, automated docking, and fully atomistic molecular dynamics simulation. Examples from our own research, particularly concerning interactions with general anesthetics and lipids, are used to illustrate predictive results complementary to crystallographic studies.
Keywords: molecular dynamics simulation, neurotransmitter receptor, Cys-loop receptor
1 Introduction
Pentameric ligand-gated ion channels (pLGIC) are a family of integral membrane proteins that increase their permeability to certain ions upon agonist binding. pLGICs can be found in many organisms from bacteria to complex vertebrates; in humans, pLGICs serve as neurotransmitter receptors and are abundant in many locations including central and peripheral nervous systems and neuromuscular junctions. They can be either excitatory (cationic) such as the nicotinic acetylcholine receptor (nAChR) and serotonin receptor (5HT3-R) or inhibitory (anionic) as in γ-aminobutyric acid receptor type A receptor (GABAA-R), glutamate-gated chloride receptor (GluCl) and glycine receptor (Gly-R). Dysfunctional pLGICs have been implicated in serious diseases and conditions such as Alzheimer's disease, [1] Parkinson's disease, [2] epilepsy, [3] schizophrenia, [4–6] myasthenia gravis, [7] smoking addiction [8] and alcohol dependence [9, 10]. They are also likely targets of numerous drugs, including nicotine, alcohol, anesthetics and benzodiazepines. [11–15]
Because of their significance and complexity, there have been extensive experimental, theoretical and computational efforts in the community over the past 30 years to unravel the structural and functional mysteries of pLGICs. These efforts have tremendously improved our understanding of these channels and have been summarized in several excellent reviews. [16–18] In particular, the availability of atomic structures for a number of pLGICs has provided an unprecedented opportunity for many fields, including computational biophysics, to identify molecular mechanisms involved in the pLGIC function and modulation. Here, we briefly review the most recent computational studies regarding various molecular aspects of pLGICs.
2 Structure and Activation
During the past decade several structures of pLGICs with atomic resolution have been reported. These include a medium-resolution cryo-EM structure of Torpedo nAChR in the absence of agonist, [20] a crystal structure of a pLGIC from Erwinia chrysanthemi (ELIC) in the closed state, [21] a presumably open-state crystal structure of a pLGIC from Gloeobacter violaceus (GLIC) [22, 23] and most recently the crystal structure of a glutamate-gated chloride channel from Caenorhabditis elegans (GluCl) in the open-state bound to the potent modulator ivermectin. [19] Although these channels belong to evolutionary distant organisms and share low sequence identity, [24] their three dimensional architecture reveals striking conservation of the overall structural features of pLGICs from bacteria to complex eukaryotes (Figure 1).
As their name suggests, pentameric LGICs consist of five subunits that are arranged in (pseudo) C5 symmetry around a central pore (Figure 1). Many eukaryotic pLGICs are heteromeric with multiple homologous subunit species labeled α, β, etc, and further divided into subtypes : α1, α2, etc. All subunits contribute to the two main parts of the channel: the extra-cellular domain (ECD) and the transmembrane domain (TMD). The ECD has a beta-sandwich immunoglobulin-like structure while the TMD is composed of four helices (M1 to M4) that span the membrane (Figure 1). Eukaryotic receptors are gated by an agonist that typically binds to the ECD at the interface between adjacent subunits.
Upon agonist binding, a cascade of conformational changes begin from the ECD and propagate about 50Å away in the TMD, where they lead to the opening of the central pore formed by the M2 helices. Channel gating therefore likely involves events on multiple timescales. Various computational techniques, such as molecular dynamics (MD),[25–27] targeted MD (TMD),[28] steered-MD (SMD),[29] elastic-network models,[30] normal mode analysis (NMA)[31–34] or a multiscale combination of them [35] have been employed to elucidate different stages of the transition, mainly from open to closed state. Recent studies have indicated that these conformational changes include rearrangement in the extracellular domain,[27, 36] ECD-TMD interface [27, 30], tilting and rotation of M2 helices [27, 30, 37] and tertiary and quaternary changes. [26, 27, 31, 33] Experimental cysteine cross-linking has identified locally-closed allosteric intermediates for GLIC [38] and α1GlyR [39]; the structure for locally-closed GLIC has been reported and shown to be stable over the course of 100-ns MD simulation.[38]
Analysis of correlated motions of pLGICs using NMA [31, 33, 40] have indicated several low-frequency motions, including a quaternary twist where the ECD and TMD rotate in opposite directions around an axis normal to the membrane. This iris-like motion, first described using models of nAChR, has been proposed to dominate channel opening. [31–34] Comparison of the structures of ELIC (in a closed state) and GLIC (in an open state) later confirmed the presence of such a twist, along with a tertiary motion within the extracellular domain. [22] MD simulations of GLIC and GluCl have also shown the emergence of such a twist during the course of channel closure. [26, 27] Several computational studies have used this motion to generate the open-state of pLGICs. [37, 41]
In a microsecond MD study Nury et al [26] followed the sequence of events during GLIC closure at neutral pH, at which the acid-sensitive channel was expected to be closed. They found that upon adjusting the ionization state of amino acids for pH=7, the channel rapidly closes mainly due the protrusion of the upper part of the M2 helix. [26] However, it has since been shown[42][43] that GLIC closes rapidly (within 50-100 ns) under the CHARMM22 forcefield[44, 45] in recent versions of NAMD even at pH 4.6, for which the channel is expected to remain open; such closure is not observed using the AMBER[46] forcefield with GROMACS.[47] Flat-bottom conformational restraints can be used to maintain an open GLIC conformation in CHARMM. [42]
Yoluk et al [48] observed a rapid closure of GluCl in a microsecond-long study for GluCl when the agonist ivermectin (bound to the TMD) was removed. They observed that upon removal of ivermectin the intersubunit cavities shrink relative to control simulations, which was accompanied by a subtle reduction in pore radius[48]. We have recently[49] proposed that in cholesterol-rich membranes, occupation by cholesterol may offset such shrinkage in some pLGICs. In another study, Calimet et al [27] used the reaction coordinates extracted from GLIC and ELIC structures to monitor the events during the GluCl closure upon removal of ivermectin. They proposed that the sequence of quaternary twist, agonist unbinding and reorientation of the M2-M3 loop causes the closure of the pore.
3 Ion Selectivity
Computational methods have also been used to study the location of the gate and the origin of the ion selectivity in pLGICs. The employed methods range from fast implicit models to full-atomistic simulations and include Poisson-Nernst-Planck (PNP) theory,[50] Brownian dynamics simulations (BD),[37, 50, 51] all-atom MD simulations using various enhanced-sampling techniques, such as umbrella sampling[52–54] or adaptive biasing force,[55, 56] and all-atom unrestrained MD simulations with persistent electrochemical gradient [57] which resembles single-channel electrophysiology.
Computational studies [52, 55] of nAChR based on a medium resolution cryo-EM structure, imaged in the absence of agonist, [20] have supported the presence of a hydrophobic gate around Leu9’ on the M2 helix. The hydrophobic gate is proposed to act by imposing significant dehydration penalty for ions going through the pore so that even when the pore is not physically occluded, the channel is functionally closed. Using MD simulations it has been shown that model hydrophobic pores become functionally closed (i.e. dried) when the radius is below a critical limit,[58] and also possess intrinsic ion selectivity features.[59] Hydrophobic gates in the TMD were also found to be the dominant factor in specifying the ion selectivity in the case of a homology model of the anionic channel GlyRα1, where sodium ions crossed an approximately 6 kcal/mol energy barrier near residue Leu9’ while there was no significant barrier for chloride ions.[55] An experimental chimera of the extracellular domain of GLIC and the transmembrane domain of α1GlyR is a proton-gated anion-selective channel, thus supporting the hypothesis that major components of ion selectivity for GlyRα1 are located in the TMD,[60] while the extracellular domain plays a more dominant role in agonist sensing (in this case protons)
Single-ion potential of mean force (PMF) calculations for GLIC, which was crystallized in lowpH and therefore likely to be in the open state and permeable to cations, showed that in addition to the hydrophobic gate, a ring of five glutamic acid residues near the intracellular opening of the channel form another energy barrier for chloride ion diffusion.[53, 56] Ion conductivity is sensitive to the protonation state of Glu222, and it is likely that some of the five Glu222 residues are in the protonated state, as otherwise the free energy minimum formed by the channel would be too deep for permeation of sodium ions. [56] Similar studies on GluCl, an ion-selective channel crystallized in the open state, showed two sources for ion selectivity: three rings of lysine residues in the ECD, as well as a selectivity filter located at the Pro-2’ residue with a free energy barrier that is about 4 kBT higher for a sodium ion relative to a chloride ion.[37]
Recently, high resolution structures of an open form of GLIC at 2.4Å[61] were solved which revealed two water pentagons (at Ser6’ and Thr2’) in the GLIC channel, with a sodium ion lodged between them. Atomistic MD and steered MD simulations totaling over 2μs were used to further characterize the microscopic interactions underlying conduction, including the evolution of hydration profiles and the critical role of the Ser6’ hydroxyl. [61]
4 Lipid-protein Interactions
Eukaryotic pLGICs can be highly sensitive to the contents of the lipid membrane. Reconstituted nAChRs require cholesterol for native levels of function, with multiple studies indicating specific interactions (for reviews see [62–65]). GABA(A)r function also displays complex effects of cholesterol enrichment or depletion [66] and successful reconstitution procedures for GABA(A) receptors have also included cholesterol.[67, 68]. A recent study[69] reports that the barrier separating conducting and non-conducting states of the nAChR is sensitive to hydrophobic thickness of the surrounding membrane, and suggested a potential mechanism in which upright orientation of the M4 helices is essential to achieving a coupled state[70] capable of conducting ions.
Relatively few computational studies have investigated interactions between pLGICs and cholesterol, however. Baier et al identified potential annular cholesterol sites using recognized cholesterol motifs and automated docking.[71] Cheng et al [72] investigated interactions of α4β2 nAChRs with membrane cholesterol and anionic lipids in simulations lasting over 10 ns, observing penetration of intersubunit cavities by phosphatidic acid acyl chains. Slow mixing equilibration in the membrane, however, precludes atomistic studies of pLGICs with non-random lipid mixtures, which may represent a more realistic configuration for the membrane.
The possibility of more deeply buried sites has been explored as well. The transmembrane domain of the nAChR structure (PDB: 2BG9) shows numerous gaps between helices in the cryo-EM image that have similar density to the membrane.[20, 73] Using docking calculations and molecular dynamics (MD) simulations, we showed that these gaps could represent cholesterol present (but not-resolved) in the cryo-EM structures. [74] Three sites were proposed, labeled A (superficial), B(intersubunit), and C(intrasubunit) (Figure 2). The presence of the cholesterol in the gaps is necessary to maintain the experimentally-determined overall structure during MD simulations, with occupation of all 15 sites yielding the structures most consistent with the cryo-EM structures after 25 ns of simulation. [74]
Using a model of the GABA(A) receptor based on GluCl (with ivermectin removed), we found[49] that automated docking identified the intersubunit (ivermectin) sites as potential cholesterol sites, with orientations consistent with distinct regions of ivermectin. MD simulations lasting 200 ns were run using multiple groups of initial coordinates and multiple models for the GABA(A) receptor. Over the course of the simulations cholesterol was observed to bind in one of two main orientations, with the rough side facing either the M1 or M3 helices; exchange was observed in both directions, as was unbinding and spontaneous rebinding of cholesterol to the sites (Figure 2).
The universality of specific interactions with various lipids across pLGICs is unknown; both of these studies followed similar approaches and yielded distinct predictions for cholesterol sites on the nAChR and GABA(A) receptors, with predicted sites on the GABA(A) receptor less deeply buried and more exposed to the lipid membrane. The two studies used structural templates with numerous differences, including experimental methodology, resolution, lipid environment, presence/absence of agonists, and expected conformational state, in addition to the differences in sequence between nAChR and GABA(A) receptors. However, we note that the location of the backbone helices in the two templates (2BG9 and 3EAW) overlap closely, so that the reduced protein density in the nAChR 2BG9 structure reflects the presence of smaller residues rather than a larger overall footprint of the transmembrane domain. This observation, based entirely on backbone coordinates consistent between the two models as well as known sequence differences, suggests that significant differences in protein density between nAChR and GABA(A)r may yield qualitatively different binding modes for cholesterol.
5 Pharmacology
Numerous drugs have been shown to modulate the function of pLGICs and activate, potentiate, or inhibit the channels. Crystallography has revealed various sites on GLIC, ELIC or GluCl for the competitive acetylcholine antagonist pancurionium [75], the benzodiazapene flurazepam[76], the general anesthetics (GA) propofol, desflurane[77], and bromoform[78], the local anesthetic lidocaine[79], the channel blocker picrotoxin[19], and the anti-parasitic ivermectin[19]. However, the universality of binding sites across pLGICs is generally unknown; for instance, desflurane and propofol are shown to bind to intrasubunit sites in GLIC[77] but evidence from mutagenesis and photoaffinity labeling suggest that general anesthetics may act on GABAArs and nAChRs via intersubunit sites as well. [13–15, 80] Furthermore, a single mutation can switch binding of general anesthetics from intrasubunit to intersubunit sites in GLIC. [81] Consequently, for many modulator/pLGIC combinations the relative a nities of the modulators for various proposed sites are unknown.
Computational studies have primarily focused on interactions of pLGICs with GAs. Modulation of eukaryotic[13–15] and prokaryotic[82] pLGICs by GAs is well established. In general, at clinical concentrations, GAs inhibit excitatory channels (such as nAChR) but potentiate inhibitory channels (such as GABAAR); both effects are consistent with the desired clinical effect. Experimental approaches such as photoa nity labeling and site-directed mutagenesis have yielded three likely classes of sites in the TMD: intra-subunit, inter-subunit, and pore. [80] Although no crystal structures of any vertebrate pLGICs have been reported, several groups have built homology models of the transmembrane domain based on available structures. [41, 49, 83, 84]
5.1 Unbiased searches for binding sites
Computational searches for potential binding sites have largely used automated docking, unrestrained MD simulations including “flooding” simulations, or some combination of the two. Automated docking has been used to provide initial coordinates for further unrestrained simulations[43, 85, 86], which has primarily indicated sites on the surface of the protein or at the interface between the ECD and TMD. The alternative flooding approach[87, 88] begins the simulation with a (usually high) concentration of the anesthetic dispersed randomly in the water and allows it to partition into the membrane and protein sites. Flooding MD simulations are a more expensive alternative to docking with the advantage of being fully atomistic, including water molecules and lipids, and fully flexible. However, they require long simulation times to ensure equilibrium partitioning and su cient phase-space exploration.
Previous flooding simulations with general anesthetics have used small inhalational anesthetics such as halothane[87] or isoflurane;[88] the approach is less successful with highly insoluble anesthetics such as propofol. We found[88] that 100 isoflurane molecules required 400 ns to fully partition into membrane-pLGIC systems containing torpedo nAChR or GLIC; intrasubunit cavities were found in both receptors, while intersubunit sites were only observed in nAChR (Figure 3). Two isoflurane molecules bound to the pore of both channels, which would have a clear ion-blocking effect. [88] Flooding approaches have also been used for predicting sites for ethanol on GlyR, in which ethanol was observed to bind to both intersubunit and intrasubunit sites, with intersubunit sites having the highest occupancy. [89]
The number of binding sites found using flooding approaches will be highly sensitive to the concentration of the drug present in the surrounding solvent. In order to locate sites within a feasible simulation time, relatively high concentrations of the drug are typically used. Comparison of such concentrations to clinical concentrations used for inducing anesthesia is not straightforward, however, as the equilibrium concentration present in the aqueous phase of the simulation may be significantly lower than that of the lipid phase; for instance, in the flooding simulations of Ref. [88], no isoflurane remained in the water by the simulation's conclusion. A more direct approach to predicting concentration dependence of site occupancy relies on the computational measurement of binding affinity, which is more efficient than running multiple flooding simulations with varying concentrations.
5.2 Binding affinity prediction
Computational methods for estimating binding a nities range from the inexpensive scoring functions provided by automated docking programs to the sophisticated, thermodynamically exact alchemical free energy perturbation methods (AFEP), but all have the advantage that they can be used to estimate a nities for isolated sites, rather than averages over the entire pLGIC. Although automated docking methods cannot typically be used to measure an absolute binding affinity, Bertaccini et al[90] demonstrated that automated docking scores of propofol analogs display log linear correlation with EC50s for GABAAr potentiation, indicating that such scores can be used to estimate relative a nities of similar compounds. Liu et al [85, 86] used AFEP to estimate absolute binding a nities of halothane for both open and closed conformations of an α4β2 model of a neuronal nAChR, finding that shallow binding sites tested were low-affinity but a deeper intersubunit site indicated by experiments was moderate to high affinity. AFEP calculations of isoflurane and propofol binding to two locations in GLIC (Figure 4), the pore and the allosteric intrasubunit site indicated by crystal structures, predicted that isoflurane has higher affinity for the pore while propofol has similar affinity for the pore and intrasubunit site.[42] Based on the calculated free energies, the GLIC pore was predicted to be blocked by the anesthetics at micromolar concentrations as observed experimentally.[42] Due to occupation of the GLIC pore by detergents, the possibility of GAs binding to the pore has not been addressed using crystallography. Similar methods were used to show that a single-site mutation at the F14’ site in the GLIC transmembrane domain causes desflurane and chloroform to bind with higher affinity to intersubunit sites than intrasubunit sites; the mutation is also associated with a reversal of their effect on GLIC function. [81]
5.3 Effect of binding on protein structure and dynamics
Effects of GA binding are typically subtle over accessible time scales, and efforts to predict effects on function from unrestrained MD simulations can be challenging (with the exception of observed pore block). Flexible docking of the GA halothane to homology models of α4β2 nAChR in open [85] and closed [86] states indicated several binding sites, primarily at the ECD-TMD interface, with subsequent MD simulations showing that halothane has a more pronounced effect on the global structure and dynamics of the open conformation. Since many of the binding sites were low affinity, it was proposed from these calculations that numerous low affinity sites could result in significant effects on dynamics.[86]
Effects of isoflurane on the anesthetic-sensitive GLIC in both the crystallographically identified[77] sites for desflurane/propofol, as well as those suggested by docking and subsequent MD, were investigated[43] using unrestrained MD simulations and principal component analysis; results indicated that interactions at the interface between the ECD and TMD domains were weakened in the presence of isoflurane, and that isoflurane had significant effects on channel dynamics. Further simulations suggested that asymmetric binding of propofol to the crystallographically identified sites caused pore closure, while symmetric binding (five propofol) was observed to have little effect. [91]
GLIC has also been used as a model to study alcohol action on pLGICs. Ethanol was shown to reduce root-mean-squared-deviation (RMSD) of a model of the GlyR relative to a control simulation. [89] Methanol and ethanol weakly potentiate GLIC, while larger alcohols inhibit it. [92] A point mutation at Phe14’ on the M2 helix (to Ala or Cys) converts GLIC to be much more sensitive to ethanol potentiation, comparable to the eukaryotic relatives. [92] MD simulations of the Phe14'Ala mutant in the absence of alcohol showed that the mutation causes an increased kink in the M2 helix at the 9’ position, spreading the subunits away from each other and increasing the volume of the intersubunit cavity and linking tunnel (between the intrasubunit and intersubunit cavities). [92, 93]
6 Conclusion
Pentameric LGICs are an important category of ion channels that are involved in pathogenesis of many diseases (such as Alzheimer's disease and epilepsy) and are the target of many drugs acting on the central nervous system (such as general anesthetics). Detailed molecular understanding of such complex multi-domain membrane proteins is challenging and requires a multidisciplinary approach. Computational simulations can complement experimental findings and in certain cases can be predictive. The emergence of crystal structures of several pLGICs along with advances in computational power has provided an opportunity to study channel gating, ion selectivity factors, and the mechanisms underlying modulation by drugs and lipids. Future increases in accessible time scales as well as improvements to signal-to-noise ratios in finite temperature simulations remain essential for the process of ranking numerous computationally observed interactions in order of functional relevance.
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