Appendix B
Supplementary figures highlighting the mechanism of GDP release

The work in this Appendix is published in: SSun, X.*and Singh, S.*, Blumer, K.J., and Bowman, G.R., Simulation of spontaneous G protein activation reveals a new intermediate driving GDP unbinding. eLife, 7, October 2018, https://doi.org/10.7554/eLife.38465.001  [48]

B.1 Supplementary Figures


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Figure B.1: Free-energy surface from metadynamics simulations of GDP release for the full Gαq (blue) and truncated form (green, without the last five C-terminal residues). Both sets of simulations were run for the same amount of time with identical collective variables. The rate-limiting step as identified from the highest flux pathway is marked with a dashed line. The free-energy difference between the GDP-bound states of the two systems is marked with a bracket.


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Figure B.2: Overlay of representative structures of Gαq when bound to GDP (blue) or across the rate-limiting step (orange).


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Figure B.3: Changes in the structure (left) and disorder (right) of specific regions across the rate-limiting step. (A) Residues that contact the phosphates of GDP, including the salt bridge between Glu49G.s1h1.4 and Arg183G.hfs2.2, (B) the s6h5 loop, (C) the π - π stacking interaction between Phe194G.S2.6 and His63G.H1.12, and (D) switch 2.


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Figure B.4: Distribution of distances between the side-chains of K275G.s5hg.1 and D155H.hdhe.5 for the GDP-bound state (blue), across the rate-limiting step (orange), and upon GDP dissociation (black).


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Figure B.5: Implied timescales for the Markov state model. (A) Top 10 implied timescales for the 5040 states of Gα. (B) Top 10 implied timescales for the final 221965 states.


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Figure B.6: Probability distribution of the distance between Leu349G.H5.16 on H5 and Phe194G.S2.6 on S2 to monitor the tilting motion of H5 upon GDP release when bound to GDP (blue), across the rate-limiting step (orange), and upon GDP dissociation (black). In the GDP bound state (blue), such a distance is peaked at 15 Å. Across the rate-limiting step (orange), tilting motion of H5 upon GDP release occurs with a peak in distance at 12.5 Å.


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Figure B.7: H5 vertical motion is sampled across GDP release simulations. At each point, the combined population (represented by the color scale) of that state is shown using both GDP-bound and intermediate stages of the GDP release pathway. H5 vertical motion was measured by computing the distance between Thr334G.H5.1 on the s6h5 loop and Phe341G.H5.8 on H5. GDP release distance was measured as the distance from GDP β-phosphate to the center of mass between residues Lys52G.H1.1, Ser53G.H1.2, and Thr54G.H1.3 on H1.


Table B.1: Measurements comparing tilting and translation of H5 across PDB structures and MD simulation.






Construct description PDB ID
H5 Tilting
Distance (Å)
H5 Vertical
translation distance (Å)
H5 Tilting
residues used
H5 Translation
residues used






Gαq-GDP 3AH8 13.5 10.6 Tyr325 to Leu349 Thr334 to Phe341






Gαq after rate
limiting step from MD
N/A 15.1 11.1 Tyr325 to Leu349 Thr334 to Phe341






Gαi-GDP 1GP2 10.3 10.2 Tyr320 to Ile343 Thr329 to Phe336






Gαi-µOR 6DDF 14.6 13.0 Tyr320 to Ile343 Thr329 to Phe336






Gαi-A1AR 6D9H 13.8 10.1 Tyr321 to Ile344 Thr330 to Phe327






Gαi-Rhodopsin 6CMO 15.8 10.7 Tyr320 to Ile343 Thr329 to Phe336






Gαo-5HT1B 6G79 13.1 14.2 Tyr310 to Ile333 Thr319 to Phe326






Gαs-B2AR 3SN6 12.8 14.6 Tyr360 to Ile383 Thr369 to Phe376








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Figure B.8: Allosteric network connecting hNs1 contacts to the P-loop and switch 1 via S4. CARDS data showing communication per residue to a target site (dashed box) is plotted (left) and mapped onto the structure of Gαq (right) for (A) hNs1, (B) S1 (C) S4 (D) the P-loop and (E) Switch 1. Arrows indicate important regions with significant communication to the target site.


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Figure B.9: Global communication of each residue in the Ras-like domain mapped onto the structure of Gαq, colored based on the scale (right). The helical domain (gray) is shown for orientation.


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Figure B.10: Probability distributions of the twist angle between S1 and S3. The dihedral angle is computed by taking the dihedral angle between the CA atoms of Leu45G.S1.7, Leu40G.S1.2, Val199G.S3.1, and Asp205G.S3.7, so that the angle measured represents S1/S3 twisting at the GPCR facing side. Twist was computed for GDP bound(blue), intermediate(orange), and GDP dissociated states(black).