Carlos Navarro-Retamal and
Julio Caballero*
Centro de Bioinformática y Simulación Molecular, Facultad de Ingeniería, Universidad de Talca, 2 Norte 685, Casilla 721, Talca, Chile. E-mail: jcaballero@utalca.cl; Tel: +56-712-418-850
First published on 25th July 2018
Two-pore domain (K2P) channels are twofold symmetric K+ channels which control cell excitability by enabling the leak of potassium ions from cells in response to physicochemical stimuli. Crystallization of K2P channels revealed the presence of several structural features, which include an external cap. In the available crystallographic structures, the cap is present as non-domain-swapped (NDS) and domain-swapped (DS) chain conformations, where DS chain conformation exchanges two opposing outer helices 180° around the channel. In this work, energy differences between the residues located at the highest point of the cap in NDS and DS conformations were evaluated for TRAAK, a K2P channel that was crystallized in both conformations. Results indicated a preference for DS conformation, but this result is not extensible to TASK K2P channels.
Typically, K+ channel structures are fourfold symmetric tetramers, but K2P channels have a distinct structure since they encode two nonidentical repeats in the large polypeptide corresponding to two identical monomers (denoted as chains A and B in this manuscript) forming a fourfold symmetric channel. K2P channels from mammals contain a large extracellular motif, the so-called cap structure, which extends from the M1 domain to the first pore loop (P1).1,2 The role of the cap on functional properties of K2P channels is under investigation.6
Crystallized K2P channels structures revealed that the cap contains two helices per monomer denoted as inner and outer helices (Fig. 1). In the first crystallized K2P channels, TWIK-1 and TRAAK, the cap outer helix from each monomer interacts with the inner helix from the same monomer, denoted as non-domain-swapped (NDS) conformation (Fig. 1A).1,2 However, in other crystallized K2P channels, TRAAK, TREK1 and TREK2, the cap outer helix from each monomer interacts with the inner helix from the other monomer, denoted as domain-swapped (DS) conformation (Fig. 1B).7–9
Fig. 1 TRAAK in NDS (A) and DS (B) conformations. Chains A and B are represented in purple and yellow respectively. |
The only K2P channel crystallized in NDS and DS conformations is TRAAK (protein data bank PDB codes 3um7 and 4i9w, respectively). In general, these structures are very similar, but they differ at the top of the helical cap, where four amino acids (His76. Pro77, Cys78, and Val79) change significantly their orientations in the three-dimensional (3D) space. The residue Cys78 forms the disulfide bond bridging the top of the cap by favoring the two possibilities: NDS or DS. Ramachandran plots for the TRAAK residues from 70 to 84 in NDS and DS conformations (Fig. 2) show that major differences in the backbone between both conformations are located in the four amino acids His76, Pro77, Cys78, and Val79. The structural differences between these residues in NDS and DS conformations are represented in Fig. 3. In NDS conformation, side chains of His76 and Val79 are oriented upwards, and Pro77 is oriented downwards (Fig. 3A); meanwhile, in DS conformation, side chains of His76 and Val79 are oriented downwards, and Pro77 is oriented upwards (Fig. 3B). On the other hand, the disulfide bonds, essential for stability of the cap in TRAAK, are formed between the two Cys78 residues from chains A and B adopting two different orientations. When His76–Val79 are represented from left to right, the disulfide bond points into the plane in NDS conformation; while the disulfide bond points out of the plane in DS conformation (Fig. 3).
Fig. 2 Ramachandran plots for the residues 70–84 of TRAAK in NDS and DS conformations, obtained from crystallographic structures with PDB codes 3um7 (NDS) and 4i9w (DS). |
Fig. 3 Structural differences between the four residues His76, Pro77, Cys78, and Val79 in NDS (left) and DS (right) conformations. |
The presence of NDS and DS conformations is intriguing, as well as their possible functional significance. Brohawn et al. have been proposed that the diffraction data at 3.8 Å for the NDS TRAAK model do not distinguish DS from NDS conformations.8 DS structures have been identified thereafter with a better resolution; however, the presence of NDS structures is not discarded. Considering the coexistence of NDS and DS conformations, it would be of interest to know which fraction of the population is DS and what is the driving force behind the DS. Since the positions of atoms that make up the outer and inner helices are the same in NDS and DS conformations, the configuration adopted by residues 76–79 must drive the DS.
In this work, a protocol combining MD and in silico alanine scanning mutagenesis free energy analysis was used to evaluate which of the two conformations, NDS or DS, are more favored considering the energetic difference between the four amino acids (His76, Pro77, Cys78, and Val79) at the top of the helical cap and residues at their structural environment. The chemical interactions of the side chains of these residues with other residues at the cap are analyzed, which can provide information about the preponderance of NDS or DS conformation in K2P channels.
Proteins were embedded in a 1-palmitoyl-2-oleoyl-sn-glycero-3-phosphocholine (POPC) lipid bilayer hydrated on each side. Counterions were added to neutralize the charge of the system, as well as a saline concentration of 150 mM of KCl. The SPC water model was used with the OPLS2005 force field,10 and periodic conditions were established.
Desmond module was used to perform all of the molecular dynamics (MD) simulations.11,12 Prior the equilibration runs, the default minimization and pre-equilibrated protocol of Desmond was used, which included several short MD runs at different conditions. In order to equilibrate the membrane surrounded the proteins, the “membrane relaxing protocol” module from Desmond was used. This protocol includes 2 runs with 2000 steps of energy minimizations, followed by 60 ps steps of heating (annealing) from 0 to 300 K and 1.1 ns MD by fixing initially all heavy atoms of the system (protein, water and lipids). During the simulation the restraints of water and lipids were decreased allowing their re-accommodation. After removal of non-proper interactions between protein, membrane and water molecules, the default equilibration protocol of Desmond was used to relax the whole system. This protocol includes 5 short MD runs: (i) 100 ps Brownian dynamics (T = 10 K, 50 kcal mol−1 A−2 restraints on heavy atoms, timestep = 1 fs, NVT), (ii) 12 ps MD (T = 10 K, 50 kcal mol−1 A−2 restraints on heavy atoms, timestep = 1 fs, NVT); (iii) 12 ps MD (T = 10 K, 50 kcal mol−1 A−2 restraints on heavy atoms, timestep = 2 fs, NPT), (iv) 12 ps MD (T = 10 K, 50 kcal mol−1 A−2 restraints on heavy atoms, timestep = 2 fs, NPT), and (v) 24 ps MD (T = 10 K, no restraints, timestep = 2 fs, NPT). For each system, 50 ns equilibration MD simulations were performed (with a restraint of 0.5 kcal mol−1 onto the backbone of the proteins). After this, 150 ns production MD simulations were performed on both systems, where a restraint of 0.25 kcal mol−1 was applied onto the protein backbone to maintain both NDS and DS configurations stable. For all the MD simulations a time-step of 2 fs was used, where van der Waals and electrostatic cutoff were set up to 9 Å. The temperature was maintained at 300 K by Nose–Hoover chain thermostat method while the pressure was maintained at 1 bar by Parrinello–Rahman barostat (NPT ensemble). In all simulations the Particle-Mesh Ewald (PME) method was used to estimate coulombic interactions with a cutoff of 9 Å. Coordinates were saved each 25 ps and energies were saved 1.2 ps. Simulations were done by duplicate.
The snapshots were extracted from the 150 ns production MD trajectories for performing in silico mutations by alanine of the residues from 67 to 84 without considering Cys78 because this residue forms the disulfide bridge that connects chains A and B. The effects of alanine mutation of each residue on the free energy were evaluated for NDS and DS conformations. These values were compared considering two replies and that each conformation contains each residue at chains A and B. The calculated ΔE values comparing each residue in chain A of the NDS conformation with chains A and B of the DS conformation and chain B of the NDS conformation with chains A and B of the DS conformation are reported in the Table 1 for the two replies. An averaged ΔE (NDS–DS) value was determined for each residue considering all possible comparisons.
Residue | ΔE (NDS–DS) Reply 1a (kcal mol−1) | ΔE (NDS–DS) Reply 2a (kcal mol−1) | Averaged ΔE (NDS–DS)b (kcal mol−1) | SDc | ||||||
---|---|---|---|---|---|---|---|---|---|---|
A3um7-A4i9w | A3um7-B4i9w | B3um7-B4i9w | B3um7-A4i9w | A3um7-A4i9w | A3um7-B4i9w | B3um7-B4i9w | B3um7-A4i9w | |||
a ΔE between the residue at NDS chain A and DS chain A, NDS chain A and DS chain B, NDS chain B and DS chain B, and NDS chain B and DS chain A were considered for each reply. More negative ΔE values are in bold letters, more positive ΔE values are marked with *.b Averaged ΔE (NDS–DS) was calculated by considering four cases for each reply.c SD is the standard deviation. | ||||||||||
E67* | 3.16 | 1.73 | 2.70 | 4.13 | 3.20 | 1.77 | 2.66 | 4.09 | 2.93* | 0.91 |
V68 | −0.36 | −0.61 | 0.09 | 0.35 | −0.36 | −0.61 | 0.10 | 0.35 | −0.13 | 0.40 |
R69 | −1.57 | −1.56 | −3.86 | −3.87 | −1.56 | −1.55 | −3.87 | −3.88 | −2.71 | 1.24 |
E70 | −2.48 | −3.15 | 0.83 | 1.51 | −2.49 | −3.16 | 0.70 | 1.37 | −0.86 | 2.13 |
K71 | 2.02 | −0.51 | 0.05 | 2.58 | 1.97 | −0.56 | −0.02 | 2.51 | 1.00 | 1.39 |
F72 | −7.28 | −7.38 | −6.29 | −6.18 | −7.25 | −7.36 | −6.27 | −6.16 | −6.77 | 0.59 |
L73 | −3.69 | −3.23 | −2.90 | −3.36 | −3.70 | −3.24 | −2.94 | −3.40 | −3.31 | 0.30 |
R74 | 3.26 | 1.00 | −0.64 | 1.62 | 3.21 | 0.95 | −0.62 | 1.64 | 1.30 | 1.48 |
A75 | 0.00 | 0.00 | 0.00 | 0.00 | −0.38 | −0.28 | 0.18 | 0.08 | −0.05 | 0.18 |
H76 | −10.94 | −11.33 | −15.56 | −15.16 | −10.95 | −11.35 | −15.57 | −15.18 | −13.25 | 2.27 |
P77* | 4.05 | 3.87 | 3.59 | 3.77 | 4.03 | 3.85 | 3.60 | 3.78 | 3.82* | 0.17 |
V79 | −13.19 | −12.90 | −13.55 | −13.84 | −13.20 | −12.91 | −13.54 | −13.83 | −13.37 | 0.37 |
S80 | 1.98 | 2.48 | 0.77 | 0.27 | 1.98 | 2.47 | 0.76 | 0.26 | 1.37 | 0.95 |
D81 | −1.32 | −1.30 | −2.51 | −2.53 | −1.33 | −1.31 | −2.47 | −2.49 | −1.90 | 0.63 |
Q82 | −0.21 | −1.58 | −0.94 | 0.43 | −0.23 | −1.59 | −0.93 | 0.44 | −0.58 | 0.81 |
E83 | −4.95 | −5.13 | −2.41 | −2.23 | −4.93 | −5.11 | −2.47 | −2.29 | −3.69 | 1.44 |
L84 | −2.95 | −4.17 | −3.98 | −2.76 | −2.96 | −4.18 | −3.96 | −2.74 | −3.46 | 0.66 |
In the Table 1, the residues with negative averaged ΔE (NDS–DS) values form more favorable interactions in the DS conformation of TRAAK. Conversely, the residues with positive averaged ΔE (NDS–DS) values form more favorable interactions in the NDS conformation of TRAAK. The residues with more favorable interactions in the DS conformation are H76, V79, F72, E83, L73, L84, and R69. On the other hand, the residues with more favorable interactions in the NDS conformation are P77 and E67. It is noteworthy that there are more favorable interactions in the DS conformation of TRAAK due to favorable interactions of more residues with higher ΔE (NDS–DS) values. This result suggests that TRAAK DS conformation is energetically more favorable.
It is possible to analyze which chemical interactions are established in the DS conformation that contribute to a more favorable energy of association between the interacting residues. Fig. 4 shows that proximities between the identified residues differ between NDS and DS conformations. Interestingly, the residue H76 from chain A, which is protonated, forms a salt bridge with the residue E83 from chain B, and a π-cation interaction with the residue F72 from chain B (Fig. 4B top) when DS conformation is formed. This triad, established between F72, H76 and E83 in TRAAK DS conformation is not present in the NDS conformation (Fig. 4A top). From the MD trajectory of the TRAAK DS conformation (Fig. 5), it is evident that this triad is stable. In all of the 150 ns simulation, the distances between the centers of mass of the phenyl group of F72 and the imidazole of H76 from the same chain (A or B) were stable (Fig. 5A), which indicates that π-cation interaction between residues F72 and H76 are stable in the TRAAK DS conformation. In addition, the analysis of the distances between the Nε of the H76 from chain A or B and the carboxylic oxygens (O1 and O2) of the E83 from the complementary chain indicates that stable hydrogen bonds (HBs) are established between H76 and E83 in TRAAK DS conformation (Fig. 5B and C). These interactions are also electrostatic since both residues have opposite charges (H76 is protonated). The change in the position of H76 in TRAAK NDS conformation prevents the formation of these interactions (Fig. 4A top).
The residue V79 has also a more favorable interaction in the DS conformation. This residue forms hydrophobic interactions with F72, L84 (Fig. 4B top), and L73 (Fig. 4B bottom) from the same chain in the TRAAK DS conformation (defined as the hydrophobic tetrad F72-L73-V79-L84), but the same residue is oriented towards the solvent in the TRAAK NDS conformation (Fig. 4A).
The residue R69 was also identified with more favorable interactions in the DS conformation. In the Fig. 4, it is possible to observe that the residues D81 and E70 are close to R69 for both TRAAK NDS and DS conformations with possibilities for establishing electrostatic interactions. In all of the 150 ns simulations, the distances between the R69 side-chain guanidine group and carboxylate groups of D81 and E70 were analyzed for both conformations (Fig. 6). It is possible to see that D81 establishes HB interactions with the guanidine group of R69 from the same chain in the TRAAK DS conformation (Fig. 6A), but the distances between R69 guanidine and D81 carboxylate groups are higher in the NDS conformation. This means that R69 can form more stable electrostatic interactions with D81 in the DS conformation. On the other hand, distances between R69 guanidine and E70 carboxylate groups indicate that these residues do not establish HB interactions for both TRAAK NDS and DS conformations (Fig. 6B). Although, E70 could establish occasional HB interaction with the guanidine group of R69 in the DS conformation.
The presence of the hydrophobic tetrad F72-L73-V79-L84 in other K2P channels or replacement of these residues by other non-polar residues could also induce to predict that DS conformation is more favored for these K2P channels. The TRAAK tetrad F72-L73-V79-L84 is conserved only in TREK2, and replacements of the tetrad residues by other non-polar residues are observed in the majority of the K2P channels. However, the residue L73 is replaced by neutral polar residues in TWIK3, THIK1, and THIK2 (glutamine and serine) and by positively charged polar residues in TASK1, TASK3 and TASK5 (arginine and lysine). This analysis suggests that the hydrophobic tetrad is not formed in these K2P channels; therefore, the hydrophobic packing observed in the DS conformation of TRAAK is not present when the DS conformations of these K2P channel are formed. Once again, prevalence of the DS conformation cannot be guaranteed in these cases.
Finally, the alignment in Fig. 7 shows that the pair of residues R69-D81 are not conserved in K2P channels.
In the last years, there is a special interest in the modeling of TASK channels TASK1, TASK2 and TASK3.18–20 These channels do not contain any member of the triad F72-H76-E83 and at the top of the cap. Additionally, TASK1 and TASK3 do not contain a cysteine connecting chains A and B and have a positively charged residue instead the TRAAK residue L73 of the hydrophobic tetrad. According to our evidences and the available structural data, it is not supported that DS conformation be prevalent in these channels.
Our results could be interpreted as a support of the no existence of TRAAK in the NDS conformation, since the presented energetics in Table 1 suggest a massive preference (around 10 kcal mol−1 for several residues) for the DS conformation, supporting the suggestion of Brohawn et al. in the ref. 8. However, it is important to consider that our calculations are local (only a few residues were compared) and MM/GBSA is not accurate when calculating absolute free energy values; i.e. MM/GBSA free energy calculations do not give quantitative estimates for the binding free energies.16,25–33 It is wise to consider Prime MM/GBSA energy values for comparisons, considering relative free energy values. Therefore, our work could indicate a high prevalence of the DS conformation in TRAAK, which cannot be extended to other K2P channels according to the sequence analysis.
- A triad is established between F72, H76 and E83 in TRAAK DS conformation which is not present in the NDS conformation. Salt bridge and HB are established between H76 and E83, and a π-cation interaction is established between H76 and F72 in the DS conformation.
- V79 forms hydrophobic interactions with F72, L84, and L73 in the TRAAK DS conformation, but the same residue is oriented towards the solvent in the TRAAK NDS conformation.
- R69 forms more stable electrostatic interactions with D81 in the DS conformation with a stable HB.
An alignment of the human K2P channels using TRAAK as reference shows that the triad F72-H76-E83 is not conserved in most of the K2P channels, which suggests that available structural data do not support formation of DS conformations in these channels. However, K2P channels that conserve this triad (TREK1, TREK2, THIK2, and THIK1) should have a prevalence of the DS conformation.
Footnote |
† Electronic supplementary information (ESI) available. See DOI: 10.1039/c8ra04159h |
This journal is © The Royal Society of Chemistry 2018 |