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Very large-scale Very large-scale computations of the free computations of the free energies of energies of eight low- eight low- lying structures of lying structures of arginine arginine in the gas in the gas phase phase Robert J. Gdanitz Robert J. Gdanitz NC A&T State University NC A&T State University

Robert J. Gdanitz NC A&T State University

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Very large-scale computations of the free energies of eight low-lying structures of arginine in the gas phase. Robert J. Gdanitz NC A&T State University. 5 canonical (neutral) and 3 zwitterionic structures. C1. C2. C3. C4. C5. Z1. Z2. Z3. C1. C2. C3. C4. C5. Z1. Z2. Z3. - PowerPoint PPT Presentation

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Page 1: Robert J. Gdanitz NC A&T State University

Very large-scale Very large-scale computations of the free computations of the free

energies ofenergies of eight low-lying eight low-lying structures of structures of argininearginine in the in the

gas phasegas phase

Robert J. GdanitzRobert J. Gdanitz

NC A&T State UniversityNC A&T State University

Page 2: Robert J. Gdanitz NC A&T State University
Page 3: Robert J. Gdanitz NC A&T State University

5 canonical (neutral) and 5 canonical (neutral) and 3 zwitterionic structures3 zwitterionic structures

C1 C2 C3 C4

C5 Z1 Z2 Z3

Page 4: Robert J. Gdanitz NC A&T State University

C1 C2

Page 5: Robert J. Gdanitz NC A&T State University

C3 C4

Page 6: Robert J. Gdanitz NC A&T State University

C5 Z1

Page 7: Robert J. Gdanitz NC A&T State University

Z2 Z3

Page 8: Robert J. Gdanitz NC A&T State University

TheoryTheory

Electronic SchrElectronic Schrödinger equationödinger equation::

Hamiltonian:Hamiltonian:

Constraint #2: Pauli principle:Constraint #2: Pauli principle:

Constraint #1: Spin symmetryConstraint #1: Spin symmetry

Page 9: Robert J. Gdanitz NC A&T State University

AlgebraizationAlgebraization

““Configuration Interaction” Configuration Interaction” (CI):(CI):

Slater determinants:Slater determinants:

Orbitals:Orbitals:

Page 10: Robert J. Gdanitz NC A&T State University

ApproximationApproximationBasisBasis setset

full-CIfull-CI

Page 11: Robert J. Gdanitz NC A&T State University

Approximation of full-CIApproximation of full-CI

Perturbation theory:Perturbation theory:

Coupled-Cluster:Coupled-Cluster:

Page 12: Robert J. Gdanitz NC A&T State University

Extrapolation to basis set limitExtrapolation to basis set limit

Independent particle contribution:Independent particle contribution:

Singlet pairs:Singlet pairs:

Triplet pairs:Triplet pairs:

Page 13: Robert J. Gdanitz NC A&T State University

Computers & Software Computers & Software (PNNL)(PNNL)

NWMpp1: 512-node IBM SP (retired)NWMpp1: 512-node IBM SP (retired)

NWMpp2: 1960-processor HP/LinuxNWMpp2: 1960-processor HP/Linux

NWChem, PNNLNWChem, PNNL

MP2/QZ and CCSD(T)/DZ:MP2/QZ and CCSD(T)/DZ:128 proc./48 GBytes of NWMpp1128 proc./48 GBytes of NWMpp1 for 2 daysfor 2 days

Page 14: Robert J. Gdanitz NC A&T State University

Energy w/r/t C5Energy w/r/t C5

-1

0

1

2

3

4

5

6

7

8

9

10

HF/DZ

~ TZ~ Q

Z

~ (DTQ)

HF/DZ + M

P2/DZ

~ TZ~ Q

Z

HF/TZ + MP2/(D

T)Z

HF/QZ + M

P2/(TQ)Z

HF/(DTQ)Z

+ MP2/(T

Q)Z

~ (x+1/2)-3

HF/(DTQ)Z

+ MP2/(T

Q)Z + C

CSD/DZ

~ + CCSD[T

]/DZ

~ CCSD(T

)/DZ

E [kcal/mol]

C1

C2

C3

C4

C5

Z1

Z2

Z3

Page 15: Robert J. Gdanitz NC A&T State University

The WinnersThe Winners

C3C3

CC55

G = 0.4 kcal/molG = 0.4 kcal/mol

Page 16: Robert J. Gdanitz NC A&T State University

ThanksThanks

Wim Cardoen, UtahWim Cardoen, Utah

Robert Harrison, Oak Ridge Nat’l LabRobert Harrison, Oak Ridge Nat’l Lab

Bert de Jong, PNNLBert de Jong, PNNL

Anita Orendt, UtahAnita Orendt, Utah

Jack Simons, Utah Jack Simons, Utah

Piotr Skurski, Gdansk, PolandPiotr Skurski, Gdansk, Poland

Theresa Windus, PNNLTheresa Windus, PNNL