Excited state calculations for polyene and PPV systems

19
Excited state calculatio ns for polyene and PPV s ystems Chao Wu

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Excited state calculations for polyene and PPV systems. Chao Wu. Contents. Introduction Computational method Results and Discussion Difficulty met Future work. Introduction. - PowerPoint PPT Presentation

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Page 1: Excited state calculations for polyene and PPV systems

Excited state calculations for polyene and PPV systems

Chao Wu

Page 2: Excited state calculations for polyene and PPV systems

Contents

• Introduction

• Computational method

• Results and Discussion

• Difficulty met

• Future work

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Introduction• Conjugated molecules have potential a

pplications in optoelectronic devices, photo dynamic therapy and biological imaging, etc. because of their optical properties

• Polarizability, conformational change, electronic density variations, etc. can not be studied by experimental methods only as they all involve coupled electron-nuclear structure dynamics.

• The connection between electronic structure and the optical properties of these compounds forms a complex and fundamental problem.

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Introduction

• These optical properties involve time dependent photochemical process with non-adiabatic excitation/relaxation

• Ground state adiabatic calculation is not enough

• Aiming at excited states energy calculation, this project provides a basis training for the future work in this area

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Introduction

• The systems for calculation are polyacetylene(n=2~6) and poly phenylene vinylene (PPV, n=2~5) oligomers which are both promising photonics materials under intensive investigation.

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Computational method

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Computational method

• Gaussian03(both on local PC & Grid)

• For polyacetylenes:• HF/3-21G CIS/3-21G and TDHF/3-21G• B3LYP/3-21GTDB3LYP/3-21G• B3LYP/6-31+GTDB3LYP/6-31+G• AM1ZINDO

• For PPV:• HF/3-21G CIS/3-21G• AM1ZINDO

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Results and Discussion

• For polyacetylene system,• The optimized structures (ground state)

are trans-planar. (C2h symmetry).

• The excitation energy calculation, we used singlet spin and 10 states for investigation.

• We got transition dipole moment, oscillator strengths, and vertical excitation energies.

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Molecule level Osc. Stren. Transition energy (eV)

Butadiene

CIS/3-21G 1.2214 7.2413

TDHF/3-21G 0.9189 6.8280

TDB3LYP/3-21G 0.6669 6.2564

TDB3LYP/6-31+G 0.6701 5.6542

ZINDO 0.9081 5.4016

Hexatriene CIS/3-21G 1.7949 6.1503

TDHF/3-21G 1.4032 5.8137

TDB3LYP/3-21G 1.0600 5.0336

TDB3LYP/6-31+G 1.0970 4.6648

ZINDO 1.2886 4.4703

Octatetraene CIS/3-21G 2.3481 5.4623

TDHF/3-21G 1.9052 5.1763

TDB3LYP/3-21G 1.4707 4.2716

TDB3LYP/6-31+G 1.5211 4.0038

ZINDO 1.6603 3.9226

Decapentaene CIS/3-21G 2.8727 4.9980

TDHF/3-21G 2.4141 4.7469

TDB3LYP/3-21G 1.8832 3.7427

TDB3LYP/6-31+G 1.9407 3.5311

ZINDO 2.0166 3.5643

Dodecahexene CIS/3-21G 3.3725 4.6683

TDHF/3-21G 2.9244 4.4411

TDB3LYP/3-21G 2.2910 3.3523

TDB3LYP/6-31+G 2.3543 3.1746

ZINDO 2.3579 3.3144

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Polyacetylene

S. M. Smith et al., J. Phys. Chem. A 2004, 108, 11063-11072.

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Dodecahexene HOMO

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Dodecahexene LUMO

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PPV

• For PPV system, the optimized structures are not planar: librational motion also pertubation (impurity and intermolecular interaction)

• Verified by experimental results

PPV5 non-planar ground state geometry optimized at AM1

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Molecule Level Osc. Stren. Transition Energy(eV)

PPV2 CIS/3-21G 1.1900 5.1883

ZINDO 0.8975 4.0902

PPV3 CIS/3-21G 1.8463 4.6044

ZINDO 1.7585 3.4727

PPV4 CIS/3-21G * *

ZINDO 2.4457 3.2885

PPV5 CIS/3-21G * *

ZINDO 2.8725 3.5141

* Result not got yet

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PPV

S. Tretiak, A. Saxena, R. L. Martin, A. R. Bishop, Phys. Rev. Lett., 89, 9, 097402-1~4.

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Difficulty

• Limited experience on calculation

• Limited calculation resource on local computer

• For excited state calculation, the RWF is too big and sometimes hard to predict

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Future work• Finish planned calculation• Optimize PPV excited state geography• Compare PPV excited state bond length• Calculate PPV excited state reorganizatio

n energy and fluorescence frequency (can calculate stoke shift)

• Calculate polarizability and other optical properties

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Acknowledgement

• Dr. Smriti Anand

• Dr. Schlegel

• Dr. Chernyak

• Ph.D. students:

Stanley M. Smith

Jie Li

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Thank you

Q & A