One classical force field accurate for folded proteins, disordered proteins and weak protein–protein association
Difficulty 51.5: the physical trade-off is understood and revisions keep improving, but the fixed functional form may cap accuracy. Application value 62: structural biology and drug discovery rely on MD of flexible proteins. Leverage 52: all biomolecular MD results depend on the force field.
The problem
No single simple force field yet handles both tidy folded proteins and floppy disordered ones correctly.
- 1Folded and disordered proteins differ
- 2Older fields over-compact disordered ones
- 3Fixes trade off against folded stability
- 4Stickiness between proteins also off
- 5Need balanced, benchmarked field
Targets. A force field that, with one parameter set: (1) keeps folded proteins stable over microsecond to millisecond simulations and matches NMR order parameters, J-couplings and residual dipolar couplings; (2) reproduces radii of gyration (within about 5%) and secondary-structure propensities of disordered proteins, tested on at least 30 systems; (3) gives folding free energies and mutation effects within 1 kcal/mol; (4) gives protein–protein and protein–ligand association without over-stabilisation.
Built from
earlier problems → this oneThe problems this one is built from: progress or tools it needs (builds on), special cases that come first (generalizes), and weaker results on the way (implies). On the right, what builds on it.
- Start with
- One classical force field accurate for folded proteins, disordered proteins and weak protein–protein associationThis problem
- Then
- Prospective protein–ligand binding free energies at 1 kcal/mol RMSE across diverse, difficult targetsComputational Chemistry · D50
- Predicting drug-target residence times (koff) from structure within a factor of threeComputational Medicine · D61
- Boltzmann-weighted conformational ensembles of multi-state proteins from sequenceComputational Medicine · D64
Path to understanding
foundations → problemThe research entries this problem rests on, in the order to read them. Each links to its explainer.
- Start with
- Step 2
- Classical force fields and molecular dynamicsAlgorithm · host
- Then
- One classical force field accurate for folded proteins, disordered proteins and weak protein–protein associationThe problem
State of the art
- Compaction problem. Earlier generations of force fields produce overly compact disordered states and overly stable protein–protein association (Piana et al., J. Phys. Chem. B 2015, on water dispersion; Lindorff-Larsen et al., PLoS ONE 2012, on folded proteins).
- Compromise force fields. a99SB-disp (Robustelli, Piana and Shaw, PNAS 2018) was parametrised with a modified TIP4P-D water and benchmarked on 21 systems with more than 9,000 experimental data points covering folded proteins, peptides and disordered proteins; the authors report that none of the force fields they tested captured all of folded-protein stability, disordered-protein dimensions and secondary-structure propensities at once before their revision. CHARMM36m (Huang et al., Nat. Methods 2017) improves disordered ensembles, but the Robustelli et al. benchmark reports that it does not fully remove over-compaction of disordered proteins.
- Remaining issues. Phosphorylated and charged disordered proteins, membrane proteins, nucleic-acid/protein condensates and protein–protein affinities remain error-prone in all fixed-charge force fields; polarisable force fields (AMOEBA, Drude) are costlier and not yet shown to resolve the trade-off.
- ML-based. Machine-learned potentials for large proteins are an active direction but not yet validated on this benchmark class.
Realistic applications
Predictive simulation of disordered regions, condensates and signalling interactions (a large fraction of the human proteome is disordered), and of drug binding in flexible targets; fewer ad hoc force-field choices in structural biology.
What counts as solved
A published force field meeting the four targets on a pre-registered benchmark set (at least 30 disordered, 20 folded and 20 association systems), reproduced by an independent group using a different MD engine.
How it gets verified
ReproductionA training run, experiment or computation rerun by someone else.
A published force field must meet the four stated targets on a pre-registered set of at least 30 disordered, 20 folded and 20 association systems, reproduced by an independent group on a different MD engine. Run lengths, sampling-convergence checks and the comparison observables (for example NMR and SAXS) are fixed in the spec.
Claims under verification
+ add a claimNo claimed results on the Verification board for this problem yet.
Where the work is
Force-field functional form and parameter fitting against large NMR and SAXS datasets with long simulations.
Bottlenecks
ranked by votes- #1TheoryFunctional form: fixed charges, water model and dispersion balance
The conflict between folded stability, disordered dimensions and association strength may not be solvable with pairwise fixed-charge terms.
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Connected problems
Progress
- May 1, 2018a99SB-dispsource
Force field balanced for folded and disordered proteins (date approximate).
- Jan 1, 2017CHARMM36msource
Improved force field for folded and disordered proteins (date approximate).
- Mar 1, 2015Water dispersionsource
Piana et al. show water dispersion strongly affects disordered-state dimensions (date approximate).
- Jan 1, 2012Force-field validationsource
Eight force fields tested against NMR data (date given as year of publication).