Escaping free-energy minima
arXiv:cond-mat/0208352 · doi:10.1073/pnas.202427399
Abstract
We introduce a novel and powerful method for exploring the properties of the multidimensional free energy surfaces of complex many-body systems by means of a coarse-grained non-Markovian dynamics in the space defined by a few collective coordinates.A characteristic feature of this dynamics is the presence of a history-dependent potential term that, in time, fills the minima in the free energy surface, allowing the efficient exploration and accurate determination of the free energy surface as a function of the collective coordinates. We demonstrate the usefulness of this approach in the case of the dissociation of a NaCl molecule in water and in the study of the conformational changes of a dialanine in solution.
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- Scalable Bayesian reduced-order models for high-dimensional multiscale dynamical systems
- Sampling Rare Event Energy Landscapes via Birth-Death Augmented Dynamics
- Molecular simulations to investigate the impact of N6-methylation in RNA recognition: Improving accuracy and precision of binding free energy prediction
- Simulating bistable current-induced switching of metallic atomic contacts by electron-vibration scattering
- Multi-Hill Strategy in Metadynamics for Interstitial Diffusion in Crystals
- Free energy computations by minimization of Kullback-Leibler divergence: an efficient adaptive biasing potential method for sparse representations
- Density Estimation via Binless Multidimensional Integration
- Combining multiple interface set path ensembles with MBAR reweighting
- Quantum Chemistry Driven Molecular Inverse Design with Data-free Reinforcement Learning
- Homogeneous nucleation mechanism of NaCl in aqueous solutions
- Self-Healing Umbrella Sampling: Convergence and efficiency
- Non-empirical weighted Langevin mechanics for the potential escape problem: parallel algorithm and application to the Argon clusters
- Topology and geometry of molecular conformational spaces and energy landscapes
- Elucidating Ion Capture and Transport Mechanisms of Preyssler Anions in Aqueous Solutions Using Biased MACE-Accelerated MD Simulations
- Determination of protein structural ensembles using cryo-electron microscopy
- Discrete state model of a self-aggregating colloidal system with directional interactions
- Automatic learning of hydrogen-bond fixes in an AMBER RNA force field
- Reweighted Jarzynski sampling: Acceleration of rare events and free energy calculation with a bias potential learned from nonequilibrium work
- A splitting Hamiltonian Monte Carlo method for efficient sampling
- Stochastic Approximation Monte Carlo with a Dynamic Update Factor
- Fast and accurate multidimensional free energy integration
- Scalable Community Detection Using Quantum Hamiltonian Descent and QUBO Formulation
- Global Convergence of Triangularized Orthogonalization-free Method
- Scaling Limit for the Diffusion Exit Problem, a Survey
- From diamond to BC8 to simple cubic and back: kinetic pathways to post-diamond carbon phases from metadynamics
- Deep learning of committor and explainable artificial intelligence analysis for identifying reaction coordinates
- Computational Estimates of Binding Affinities for Estrogen Receptor Isoforms in Rainbow Trout
- Adaptive tensor train metadynamics for high-dimensional free energy exploration
- Sampling metastable systems using collective variables and Jarzynski-Crooks paths
- Rare transition event with self-consistent theory of large-amplitude collective motion
- Dissociation of Liquid Water on Defective Rutile TiO2 (110) Surfaces Using Ab-Initio Molecular Dynamics Simulations
- Exploring the Protein G Helix Free Energy Surface by Solute Tempering Metadynamics
- Exploring the Potential of Parallel Biasing in Flat Histogram Methods
- Global free energy landscapes as a smoothly joined collection of local maps
- Enhanced Sampling Algorithms
- Choice of adaptive sampling strategy impacts state discovery, transition probabilities, and the apparent mechanism of conformational changes
- Improving the Exploration of High Dimensional Free Energy Landscape by a Combination of Temperature Accelerated Sliced Sampling and Parallel Biasing
- Mean Force Based Temperature Accelerated Sliced Sampling: Efficient Reconstruction of High Dimensional Free Energy Landscapes
- Active learning potentials for first-principles phase diagrams using replica-exchange nested sampling
- Optimal estimation of free energies and stationary densities from multiple biased simulations
- Multiscale Gentlest Ascent Dynamics for Saddle Point in Effective Dynamics of Slow-Fast System
- Computing rates and understanding unbinding mechanism in host-guest systems
- A Bayesian approach for extracting free energy profiles from cryo-electron microscopy experiments using a path collective variable
- Neural Mode Jump Monte Carlo
- AtomREM: Non-empirical seeker of the minimum energy escape paths on many-dimensional potential landscapes without coarse graining
- Improving the Efficiency of Variationally Enhanced Sampling with Wavelet-Based Bias Potentials
- Neural-Network Assisted Study of Nitrogen Atom Dynamics on Amorphous Solid Water -- II. Diffusion
- Accelerated Simulations of Molecular Systems through Learning of their Effective Dynamics
- Ge type-II clathrate as precursor for the synthesis of metastable germanium polymorphs: a computational study
- Using data-reduction techniques to analyse biomolecular trajectories
- Simulations of Crystal Nucleation from Solution at Constant Chemical Potential
- Comparison of Sampling Methods via Robust Free Energy Inference: Application to Calmodulin
- Neural Network Surrogates for Free Energy Computation of Complex Chemical Systems
- Accelerated Atomistic Simulations of a Supramolecular Polymer in Water