Olexandr Isayev, Ph.D.
University of North Carolina at Chapel Hill
- lexandr@unc.edu
http://olexandrisayev.com
Deep Learning Olexandr Isayev, Ph.D. University of North Carolina - - PowerPoint PPT Presentation
Mastering Computational Chemistry with Deep Learning Olexandr Isayev, Ph.D. University of North Carolina at Chapel Hill @olexandr olexandr@unc.edu http://olexandrisayev.com ANI-1: An extensible DL potential with DFT accuracy at force field
University of North Carolina at Chapel Hill
http://olexandrisayev.com
University of Florida
POSTER & Fast Forward Talk: ANI-1: Solving quantum mechanics with deep learning on GPUs By Justin Smith
Ani The force is strong!
Time-independent Schrödinger equation
Force fields Semi-empirical QM DFT & HF CCSD(T) 1 103 105 107 109
Force fields Semi-empirical QM DFT & HF CCSD(T) ANI-1 Potential 1 103 105 107 109
Accuracy ~1 kcal/mol Speedup of 105-106
MMFF94 PM7
Kanal, Hutchison, Keith Submitted Slide credit: G. Hutchison, University of Pittsburg
Create a “Force Field” in the sense of a mapping from coordinates R Energy (Forces) with no a-priori functional form
numbers and positions, plus charge and spin)
vector
symmetry functions[1] or atomic environment vector (AEV or Ԧ 𝐻𝑗
𝑌)
𝐻𝑗
𝑌 provides atoms local chemical environment to a cutoff radius
NNP (O)
NNP (H)
𝑃
𝐼
𝐼
Atomic Energies
Total Energy
𝐼
𝐼
𝑃
+ +
Each color represents a distinct NNP
1) J. Behler and M. Parrinello, Phys. Rev. Lett., 2007, 98, 146401.
High-dimensional neural network potential (HDNNP)[1]
size (diverse)
R = 5 A
Total energy correlation
ANI-1 vs. DFT
(131 molecules with 10 heavy atoms, 8200 total molecules + conformations) [units: kcal/mol]
scans
(53, 31, and 44 atoms)
ANI-1.1 theoretical OH vibrational spectra Self-diffusion coefficient
Method x10^-05 cm^2/s Experiment 2.5 ANI-1.1 3.2 TIP3P 5.9 TIP4P 3.3
C D B A
ANI network agent
IRC Pool GDB Pool CVMD/MC Sampler Online database Pool CV Structure Sampler
CV Conformer Search Determine bad structures Compute normal mode coordinates Carry out restrained NMS
Database of molecular properties (i.e. energies)
Retrain networks