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Chem3D Users Manual - CambridgeSoft

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Appendix J: MOPAC<br />

Overview<br />

The appendix contains miscellaneous information<br />

about MOPAC.<br />

You can find additional information about<br />

MOPAC by visiting the MOPAC home page at:<br />

http://www.cachesoftware.com/mopac/index.shtml<br />

MOPAC Background<br />

MOPAC was created by Dr. James Stewart at the<br />

University of Texas in the 1980s. It implements<br />

semi-empirical methodologies for analyzing<br />

molecular models. (MOPAC stands for Molecular<br />

Orbital PACkage.) Due to its complexity and<br />

command line user interface, its use was limited<br />

until the mid 1990s.<br />

Since version 3.5 (1996), <strong>Chem3D</strong> has provided an<br />

easy-to-use GUI interface for MOPAC that makes<br />

it accessible to the novice molecular modeller, as<br />

well as providing greater usability for the veteran<br />

modeller. We are currently supporting MOPAC<br />

2000.<br />

MOPAC 2000 is copyrighted by Fujitsu, Ltd.CS<br />

MOPAC is the licensed version that runs under<br />

<strong>Chem3D</strong>.<br />

Potential Functions<br />

Parameters<br />

MOPAC provides five potential energy functions:<br />

MINDO/3, MNDO, PM3, AM1, and MNDO-d.<br />

All are SCF (Self Consistent Field) methods. Each<br />

function represents an approximation in the<br />

mathematics for solving the Electronic Schrödinger<br />

equation for a molecule.<br />

Historically, these approximations were made to<br />

allow ab initio calculations to be within the reach of<br />

available computer technology. Currently, ab initio<br />

methods for small molecules are within the reach of<br />

desktop computers. Larger molecules, however, are<br />

still more efficiently modeled on the desktop using<br />

semi-empirical or molecular mechanics<br />

methodologies.<br />

To understand the place that the potential energy<br />

functions in MOPAC take in the semi-empirical<br />

arena, here is a brief chronology of the<br />

approximations that comprise the semi-empirical<br />

methods. The first approximation was termed<br />

CNDO for Complete Neglect of Differential<br />

Overlap. The next approximation was termed<br />

INDO for Intermediate Neglect of Differential<br />

Overlap, Next followed MINDO/3, which stands<br />

for “Modified Intermediate Neglect of Differential<br />

Overlap”. Next was MNDO, which is short for<br />

“Modified Neglect of Differential Overlap” which<br />

corrected MINDO/3 for various organic<br />

molecules made up from elements in rows 1 and 2<br />

of the periodic table. AM1 improved upon MNDO<br />

markedly. Finally the most recent, PM3 is a<br />

reparameterization of AM1. The approximations in<br />

PM3 are the same as AM1.<br />

This sequence of potential energy functions<br />

represents a series of improvements to support the<br />

initial assumption that complete neglect of diatomic<br />

orbitals would yield useful data when molecules<br />

proved too resource intensive for ab initio methods.<br />

Appendices<br />

ChemOffice 2005/Appendix MOPAC • 293<br />

Potential Functions Parameters

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