on metal synthesis of some substituted rhenium and

55
Western Kentucky University TopSCHOLAR® Masters eses & Specialist Projects Graduate School 12-2012 On Metal synthesis of Some Substituted Rhenium and Manganese Complexes Jaron Michael omas Western Kentucky University, [email protected] Follow this and additional works at: hp://digitalcommons.wku.edu/theses Part of the Organic Chemistry Commons is esis is brought to you for free and open access by TopSCHOLAR®. It has been accepted for inclusion in Masters eses & Specialist Projects by an authorized administrator of TopSCHOLAR®. For more information, please contact [email protected]. Recommended Citation omas, Jaron Michael, "On Metal synthesis of Some Substituted Rhenium and Manganese Complexes" (2012). Masters eses & Specialist Projects. Paper 1225. hp://digitalcommons.wku.edu/theses/1225

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Page 1: On Metal synthesis of Some Substituted Rhenium and

Western Kentucky UniversityTopSCHOLAR®

Masters Theses & Specialist Projects Graduate School

12-2012

On Metal synthesis of Some Substituted Rheniumand Manganese ComplexesJaron Michael ThomasWestern Kentucky University, [email protected]

Follow this and additional works at: http://digitalcommons.wku.edu/theses

Part of the Organic Chemistry Commons

This Thesis is brought to you for free and open access by TopSCHOLAR®. It has been accepted for inclusion in Masters Theses & Specialist Projects byan authorized administrator of TopSCHOLAR®. For more information, please contact [email protected].

Recommended CitationThomas, Jaron Michael, "On Metal synthesis of Some Substituted Rhenium and Manganese Complexes" (2012). Masters Theses &Specialist Projects. Paper 1225.http://digitalcommons.wku.edu/theses/1225

Page 2: On Metal synthesis of Some Substituted Rhenium and
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ON METAL SYNTHESIS OF SOME SUBSTITUTED RHENIUM AND MANGANESE COMPLEXES

A Thesis Presented to

The Faculty of the Department of Chemistry Western Kentucky University

Bowling Green, Kentucky

In Partial Fulfillment Of the Requirements for the Degree

Master of Science

By Jaron Michael Thomas

December 2012

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iii

ACKNOWLEDGMENTS

I would first like to thank my research advisor Dr. Chad A. Snyder for his

constant support, guidance, knowledge, and his will for me to strive to better educate

myself throughout my graduate school experience at Western Kentucky University. He

has been a constant source of inspiration and his exquisite and innovative teaching

methodology inspired me to become a greater chemist, and help teach others chemistry so

they too could come to appreciate chemistry in their everyday lives.

I would also like to express my deep sense of gratitude and appreciation to Dr.

Cathleen J. Webb for being that “little extra” push for me to get things done so that way I

could prove to myself and others my full potential. Even though there were times we may

have had our differences she has made me a better rounded individual, and she never gets

enough credit for that. So with that, I would like to say thank you.

I wish to also thank Alicia McDaniel for being the person that got me into

chemistry. You never let me give up and you saw so much potential in me when I didn’t

see it myself. Words will never be able to tell how much you mean to me as a friend and

a second mom.

I wish to thank everyone in the Department of Chemistry at WKU. The faculty

themselves are amazing. Their passion to make me not only a knowledgeable chemist,

but a well-rounded individual, through taking their classes or performing research with

them, is a rarity and uncommon at other institutions. I would also like to thank my

girlfriend, Crystal Clayton, for her continual support. Finally, I would like to say thank

you to my parents, Mike and Willie Thomas, for their patience during my time at

Western Kentucky University.

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iv

TABLE OF CONTENTS

List of Figures.....................................................................................................................v

List of Tables…..................................................................................................................vi

List of Schemes..................................................................................................................vii

List of Images...................................................................................................................viii

Abstract..............................................................................................................................ix

Chapter One: Introduction...................................................................................................1

Chapter Two: Experimental...............................................................................................16

Chapter Three: Results and Discussion.............................................................................19

Chapter Four: Conclusion..................................................................................................38

References..........................................................................................................................40

Vita.....................................................................................................................................42

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v

LIST OF FIGURES

Figure 1.1 Molecular Illustration of an insulator, semiconductor, and a conductor...........4

Figure 1.2 Common heterocycles........................................................................................5

Figure 1.3 Example of oligomers........................................................................................6

Figure 1.4 Example of Polymers.........................................................................................7

Figure 1.5 Polymer Conductivity.......................................................................................9

Figure 1.6 Example of Polaron & Bipolaron.....................................................................11

Figure 3.1 FTIP of Rhenium Complex..............................................................................21

Figure 3.2 1H Thallium Salt...............................................................................................24

Figure 3.3 13C Thallium Salt..............................................................................................25

Figure 3.4 1H of compound 3B .........................................................................................26

Figure 3.5 1H of compound 3B .........................................................................................27

Figure 3.6 13C of compound 3B.........................................................................................28

Figure 3.7 1H of compound 4B..........................................................................................29

Figure 3.8 13C of compound 4B.........................................................................................30

Figure 3.9 X-ray crystallography of pyridazine (5)...........................................................31

Figure 3.10 X-ray crystallography molecular packing of 5...............................................36

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vi

LIST OF TABLES

Table 3.1 Crystal Data and Structure 1H-3,7-difurylcyclopenta[3,4-d]pyridazine...........32

Table 3.2 Comparisons of bond angles of compound 5 to accepted bond angles.............37

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vii

LIST OF SCHEMES

Scheme 3.1 Synthesis formation of 1H-3,7-difurylcyclopenta[3,4-d]pyridazine (5)…....20

Scheme 3.2 Direct Synthesis of compound 5……………………………………………22

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viii

LIST OF IMAGES

Image 1.1 Image of how OTFT & OLED are made and finished product........................13

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ix

ON METAL SYNTHESIS OF SOME SUBSTITUTED RHENIUM AND MANGANESE COMPLEXS

Jaron Michael Thomas December 2012 42 Pages Directed by: Chad Snyder, Cathleen Webb, and Bangbo Yan Department of Chemistry Western Kentucky University Heterocyclic organic and organometallic compounds (i.e. polypyrrole), and their

derivatives, have been of great interest for conductive polymers due to their novel

properties and environmental stability as compared to their non-aromatic analogs (i.e.

polyacetylene). Our current interest focus upon the potential role of metal ligand bound

pyridazines as the next generation of electronic devices that utilize the metal ligands

bound to organics as the semiconducting material. Pyridazine is a 6-membered aromatic

ring with two adjacent nitrogen atoms. These are promising candidates for a variety of

materials and commercial applications; but they are difficult to get a metal ligand to fuse

to the aromatic ring.

Our recent efforts focused in attaching Rhenium and Manganese

ligands/substituents (process in which is called doping) that would cause oxidation to

occur to our polymer making it a p-type polymer. Since p-type polymers charge carriers

leave a vacancy that does not delocalize completely. This vacancy (known as a hole) or a

radical cation that only partially delocalizes over several monomeric units causing them

to be structurally deformed. This deformed structure is at a higher energy than that of an

undoped polymer. Typical carriers in organic semiconductors are holes and electrons in a

π-orbital. So when these molecules of π-conjugated systems have a π-bond overlap (or π-

stacking), electrons can move via these π-electron clouds overlapping thus causing an

electrical current.

Page 12: On Metal synthesis of Some Substituted Rhenium and

x

Our worked focused on the synthesis of pyridazines and their organometallic

rhenium complexes and polymer research. Several aryl-substituted 5,6-fused pyridazines

have been synthesized but none have been documented until this study. The main goal of

the research was to fully characterize the general synthesis of furan containing

organometallic complexes, [M(CO)3{η5-1,2-C5H3(CC4H3ON)(CC4H3ON)}] (M = Re or

Mn) (4B). We successfully characterized the ability to attach a metal organic ligand to

pyridazine though IR and NMR. However, when attempts were made to recrystallize our

product, we yielded an orange-brown, block like crystal of 1,2-

C5H3(CC4H3ONH)(CC4H3ON) (5) in which our metal ligand group fell off and we were

left with pyridazine and inorganics. Though, we successfully got an X-ray

characterization and electronic studies of compound 5 which are reported herein.

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1

Chapter One: INTRODUCTION Polymers, Organic, and Organic Semiconductors

For years, heterocyclic polymers have been studied for the applications of

electronic materials. However, polymers, also known as plastics, are believed to have the

opposite physical and chemical properties of their metal counterparts. Polymers are

believed to be good insulators, not ready to take on a specific shape, and less malleable.

In contrast, metals are ready to take on specific shapes, highly malleable, and not

insulators, but conductors. Though polymers and conductors are thought to be

incompatible, in 1977, Shirakawa and coworkers documented the first conductive

polymers.1

Since their findings, extensive research has been conducted on polymers with the

ability to conduct electricity. The discovery of conductive polymers led to new studies

and research in the field of semiconductors. Organic compounds based on polymers and

monomers capable of accepting electrons are potentially beneficial as semiconductors in

various applications in electronic device technology.2

Polymers possessing electrical conductivity between a conductor and an insulator

are called organic semiconductors. Typically organic semiconductors have a conductivity

observed between 0.1 eV-4.0 eV (eV = electron volt) seen between a metal and an

insulator.3 A value of 1.5eV was arbitrarily decided as the cut-off for low band gap

conducting polymers.4 The two types of organic semiconductors are short chain

compounds called oligomers, and long chain compounds called polymers. Examples of

each type can be seen in Figures 1.3 and 1.4 respectively.12

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2

With careful synthesis of donor-acceptor elements the intramolecular charge

transfer (also known as ICT) can be manipulated to achieve certain optical and electrical

properties in semiconductors. Charge transfer complexes often exhibit similar conduction

mechanisms to inorganic semiconductors. In the solid phase, properties of materials can

be explained by using the band-gap theory. This theory states that atomic orbitals overlap

with the same orbitals of their neighboring atoms in all directions and produce orbitals

similar to those in small molecules.5 If sufficient overlap occurs within a given range,

continuous energy band overlap occurs. If the band gap is small enough, these materials

will possess electrical properties similar to metals. Such occurrence can be observed in

(Figure 1.1).6 The requirement for a conventional conductive material at room

temperature is a band-gap narrow enough to allow thermally excited electrons to move

from the valence to the conduction band. As noted, greater conductivity occurs from

increased band overlap, while a greater band-gap results in an insulator. An insulator,

such as polymers, can be shown by a band that is empty and does not permit conduction.

One type of organic semiconductors is heterocyclic polymers, such as

polypyridazine (Figure 1.2A), polythiophene (Figure 1.2B), and polypyrrole (Figure

1.2C). Heterocyclic polymers and their organic derivatives are seen as organic field-

effect transistors (OFETs), where the active layer(s) are composed of semiconducting

small organic molecules or polymers.7 OFETs were first reported by Koezuka and

coworkers in 1987. OFETs adopt the architecture of the thin film transistor (TFT), which

has proven its adaptability with low conductivity materials, particularly in the case of

amorphous hydrogenated silicon (a-Si:H).8 When heterocyclic polymers are placed on a

substrate (typically glass) with a dieletric layer along with appropriate contacts, these

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polymers become organic thin-film transistors (OTFT). Because these compounds are

aromatic heterocycles, they carry distinct electrical properties which can undergo charge

transfers.9-11 Organic semiconductors are delineated into two classes which are organic

charge transfer complexes and “linear backbone” polymers. Typically, “linear backbone”

polymers are derived from polypyridazine, polythiphene, and polypyrrole. Charge-

transfers exhibit similar conduction mechanisms to inorganic semiconductors.

A specific example of an polymer which has been observed to possess the same

qualities of an organic thin-film transistor (OTFT) is a neat derivative of anthracene, bis-

5’-hexylthiophen-2’yl-2,6-antracene (seen in Figure 1.4A). Also Tetrabromopentacene

(Figure 1.4B), which is a derivative of pentacene, has also been shown to have electron-

deficient properties allowing it to be observed as an OTFT as well. Examples of other

OTFT polymers include polythiophene (Figure 1.4C), polypyrrole (Figure 1.4D),

poly(p-phenylene vinylene) (Figure 1.4E), poly(3-hexylthiophene) (Figure 1.4F), and

polyacetylene (Figure 1.4G). As a result of being aromatic heterocycles, which can

easily undergo charge transfers easily, these compounds have unusual electrical

properties.9-11

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4

Wide Band Gap

E

Narrow Band Gap

Insulator Semiconductor Metal

= Energy of Conduction Band = Energy of Valence Band

Figure 1.1 A molecular orbital illustration of an insulator, semiconductor, and a

conductor as energy increases.6&2

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5

A. B.

C. D.

Figure 1.2 (A.) Polypyridazine (B.) Polythiophene (C.) Polypyrrole (D.) Polyfuran

N NR R

n

SR R

n

NRR

H

n

ORR

n

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6

Figure 1.3 Oligomeric structure examples of (A.) Pentacene (B.) Anthracene and (C.)

Rubrene.12

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Figure 1.4 Polymeric structures examples of A.) bis-5’-hexylthiophen-2’-yl-2,6-

anthracene B.) Tertabromopentacene C.) Polythiophene D.) Polypyrrole E.) Poly(p-

phenylene vinylene) F.) Poly(3-hexylthiophene) and G.) Polyacetylene.12

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Polymer Conduction

Typical carriers in organic semiconductors are holes or unpaired electrons in the

π-electron bands. Almost all organic solids are insulators. However, when a molecule has

a π-conjugated system, electrons can move back and forth via the π-electron cloud

overlap in three dimensions.6&10 Tunneling, localized states, mobility gaps, and photo-

assisted hopping also contribute to conduction.6

The mechanism for polymer conduction differs from conventional conductive

materials. Polymer conduction does not need to have partially filled or partially empty

bands. As a result, their electrical conductivity cannot be explained by simple band-gap

theory. The introduction of charge carriers, usually electrons or holes, promotes

conduction. Charge carriers are formed by doping, i.e. oxidation (p-type) or reduction (n-

type) reactions for the polymer chain. For p-type polymers charge carriers leave a

vacancy that does not delocalize completely. The vacancy is a hole or a radical cation that

only partially delocalizes over several monomeric units causing them to structurally

deform. The newly deformed structure is higher in energy than the undoped polymer.

Different charge carriers will be generated depending upon the ground state of the

polymer as seen in Figure 1.5.11

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Polaron

E Energy Levels Bipolaron

Energy Levels

= energy of valence band

= energy of conduction band

Figure 1.5 Relative energies of polaron and bipolaron levels.5&2

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10

The radical cation has destabilized bonding orbitals which are higher in energy

than the valence band. The difference between the destabilized bonding orbital and the

valence band is the band gap which is where the value of 1.5eV has been arbitrarily set as

the cut-off for low-band gap conducting polymers.4&5

A polymer produces either a soliton or polaron when a radical cation is generated

depending upon the polymer’s ground-state configuration.10-12 If the compound has a

degenerate ground state, such as polyacetylene, the resulting radical cation will generate a

soliton (like that of Figure 1.6A). Since there is no preferred sense of bond alternation,

the positive charge and the unpaired electron can move independently along the polymer

chain, which allows for conduction, forming domains between the two identical parts of

the bond alternation.

However, a radical cation known as a polaron (Figure 1.6B), is generated by

oxidation of a polymer with a nondegenerate ground state, such as polythiophene. The

quinoidal form which results from oxidation and is higher in energy than the ground

state, confines the charge and spin density to the localized structural deformation that is

mobile along the chain. Two things may happen upon further oxidation of the

nondegenerate polymer. One, a second electron can be removed from another segment of

the polymer chain, resulting in a new polaron; or the unpaired electron from the

previously formed polaron is removed. The latter produces a spinless state known as a

bipolaron (Figure 1.6B). Conduction by bipolarons and polarons are generally

considered to be dominant mechanism of conductive polymers (Figure 1.5).5

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A.

B.

C.

Figure 1.6 Representation of: A.) Soliton of polyacetylene B.) Polaron C.) bipolar of

polythiophene.2

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12

The importance of organic semiconductors is their capability to operate as active

materials in devices such as organic light emitting diodes (OLEDs), organic thin-film

transistors (OTFTs), organic photovoltaic diodes (OPVDs), lasers, and the newest

technology being designed in the biological field, a lipid bilayer which has the capacity to

carry an electrical charge. OLEDs also have been paired with para-hexaphenyl, which has

remarkable optical properties. The polarization of its electroluminescence can be changed

through the molecular alignment. OLEDs are being used in copy machines, laser printers,

laser surgical instruments, and flat screen televisions. This is illustrated in Image 1.1 on

how OTFT are placed with an organic layer to make an OLED.

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Image 1.1 Illustration and images of how OTFT and OLED’s are made; along with what

a completed working panel of OLED’s looks like.25 & 26

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Organometallic Semiconductors

Electronic engineering has been revolutionized in the past fifteen years by the

introduction of new devices based on semiconductors. A limited number of

organometallics are suitable for use as semiconductors. Currently, the materials in use are

metalloids (ex. germanium), alloys (ex. indium antimonide), or simple inorganic

compounds (ex.cadmium oxide). The number of possible combinations are strictly

limited and the molecular crystals formed from the organic compound have a relative

weak force. Because of this, the electronic coupling between adjacent molecules and

electrons has a low mobility. To overcome, the organic compound uses large molecules

to reduce the number of gaps between one molecule and the next. Conjugated organic

polymers are infusible, insoluble, amorphous powder, which make it nearly impossible to

fabricate into suitable shapes, and reduces their carrier mobilities. If the ligands are

aromatic and each can bind two metal atoms, the carrier mobilities can be improved

through conjugation. The advantage is that the metal-ligand bonds are formed reversibly,

making it possible to crystallize polymers of this kind by heating them with a suitable

solvent.

When a conjugated aromatic heterocycle gets an addition of a metal, the

organometallic complex shows increased conductive properties (increased turnability, pi-

stacking, and tunneling properties). Additionally, transition metal organometallic

complexes are used as a catalyst to carry out a variety of organic transformations. In

many instances, the catalytically active species in condensed phase is a coordinative

unsaturated metal complex in which the solvent weakly binds to the vacant site on the

metal. Fast kinetic techniques have demonstrated the photolytically generated unsaturated

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metal complexes are extremely reactive and rapidly bind to most solvents. Noble gases

and haloalkanes are not usually thought of as donor ligands, but can lead to coordinative

unsaturated metal centers.13

Our current work primarily focuses upon facile pathways towards novel

pyridazines derivatives that incorporate other heteroatoms in a fully aromatic system.

These novel heterocycles are structurally important components of several biological

active compounds and a have a been explored as α-mimetucs.14 Pyridazines have been

found to be efficient water oxidation catalysts when compared to dinuclear ruthenium

complexes and have shown high efficiencies in catalytic water oxidations.15 Additionally,

pyridazines have been incorporated as useful intermediates in the synthesis of furan

containing organometallic complexes.

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Chapter Two: EXPERIMENTAL

Reactions were carried out under standard organic synthesis procedures and

techniques (i.e. nitrogen atmosphere and Schlenk techniques unless otherwise noted).

NMR solvent CDCl3 (Aldrich) were used without purification. Hydrazine hydrate,

MeOH, magnesium sulfate, Et2O (thallium ethoxide) (I), CH2Cl2 (dichloromethane),

acetone, hexane, rhenium pentacarbonyl bromide (STREM), and [Mn{η5-1,2-

C5H3(COC4H3O)2}(CO)3 (3A) and [Re{η5-1,2-C5H3(COC4H3O)2}(CO)3] (3B) were also

used without purification.

1H and 13 C NMR spectra were recorded on a JEOL-500 MHZ NMR spectrometer

at ca. 22°C and were referenced to residual solvent peaks. All 13C NMR spectra were

listed as decoupled. Infrared spectra were recorded on Spectrum One FT-IR

Spectrometer. Electron ionization (EI) mass spectra were recorded at 70 eV on a Perkin

Elmer GC/MS. Melting points herein known as Mp, were taken on a standard Mel-Temp

apparatus. X-Ray diffraction data were collected at 90 K on a Nonius KappaCCD

diffractometer at University of Kentucky X-Ray Crystallographic Laboratories.

Elemental analysis was performed at Atlantic Microlabs, Inc. in Norcross, GA.

Synthesis of 1,2-C5H3(CC4H3ONH)(CC4H3ON) (1).

To a 20 mL round-bottom flask, [Mn{η5-1,2-C5H3(COC4H3O)2}(CO)3] (3A, 250

mg, 0.255 mmol) was dissolved in 10 mL of methanol. An excess of hydrazine hydrate

(1.00 mL, 1.03g, 20.6 mmol) was then added to the solution. The solution was stirred 24

hours at room temperature. To the reaction mixture, water (20 mL) was added a red

precipitate formed immediately. The aqueous suspension was washed with ethyl ether ( 3

x 5 mL) and the organic layers were collected, dried (MgSO4) and filtered. The volatiles

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were removed in vacuo and the crude product was triturated with cold hexane to give

[Mn(CO)3{η5-1,2-C5H3(CC4H3ON)(CC4H3ON)}] (4A, 188 mg, 0.0644 mmol, 75.6%) as

a red-orange powder. Recrystallization of 4A from a variety of solvents (i.e., acetone,

methylene chloride, diethyl ether) yielded only 1,2-C5H3(CC4H3ONH)(CC4H3ON) (5). A

similar reation that produced [RE(CO)3{η5-1,2-C5H3(CC4H3ON)(CC4H3ON)}] (4B, 151

mg, 0.290 mmol, 76%) from [Re{η5-1,2-C5H3(COC4H3O)2}(CO)3] (3B, 200 mg, 0.382

mmol) and excess of hydrazine hydrate (1.00 mL, 1.03 g, 20.6 mmol) also yielded

pyridazine 5 after several recrystallization attempts.

Mp: 146-148 °C. 1H NMR (500 MHz, CDCl3, ppm): δ 6.66 (dd {doublet of

doublets}, 1H, 3JAB = 3.5 Hz, 3JAC = 1.7 Hz, CHCHCHO), 7.25 (d {doublet}, 1H, 3J =

4.0 Hz, CHCHCH), 7.33 (d, 1H, 3J = 3.5 Hz, CHCHCHO), δ 7.53 (t {triplet} 1H, 3J = 4.0

Hz, CHCHCH), 7.66 (m, 2H, Fr) 11.2 (br s, 1H, NH). 13C NMR (125 MHz, CDCl3,

ppm): δ = 108.5 (CHCHCH), 112.4 (CHCHCH), 112.7 (NCCCH), 112.6, 118.0, 133.2

(Fr) 144.3 (CHCHCN). IR (KBr, cm-1): 1612 (CN), 2958 (C—H), 3240 (N—H). MS:

m/z 250 (M+ and base peak), 221 (M+ - CHO), 193 (M+ - C2H2O2). The sample was

analytically calculated for C15H10N2O2: C, 71.99; H, 4.03. The following elements were

found at: C, 74.32; H, 6.30.

The X-Ray crystallographic structure of 5 was determined by X-Ray

crystallographic methods. The crystals for which data were collected were typical of

others in the batch, which had been grown by slow evaporation from methylene chloride

at room temperature. These crystals were mounted on glass fibers with polyisobutene oil.

Data were collected at 90K on a Nonius KappaCCD diffractometer. The mail programs

used were from the Denzo-SMN package for indexing, data reduction and absorption

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18

corrections, 16 SHELXS-97 for structure solution, and SHELXL-97 for refinement.17

Hydrogen atoms were placed in geometrically calculated positions. Crystal data and

summary for experimental details are given in Table 3.1 in the Results and Discussion

portion.

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19

Chapter Three: RESULTS AND DISCUSSION

The formation of fused-ring pyridazines has typically been accomplished from a

1,4-diketone or keto-aldehyde aromatic precursor, with benzene or cyclopentadiene (Cp)

substrates as those most typically employed.14,15, 18 Previous research graduate students,

my research advisor, and collaborators have had excellent results in forming stable

organic and organometallic pyridazine compounds from Cp precursors.19-21 Though,

prior to our current work, there were no reports of tricarbonyl metal

cyclopenta[c]pyridazyl complexes (Scheme 3.1, 4) having a large potential for utilization

in electronic materials (i.e., solar cells) using the reported alkyl and aryl thiophene and

pyridazine chemistry as a synthetic guide. 2,20-22

These fused heterocyles served as synthetic models and building blocks for

potential organic and organometallic conducting polymers. In addition, those materials

that incorporate furan derivatives will have the added benefit of incorporating renewable

feedstocks into the electronic framework. Complexes 3-4 were synthesized in good yields

(61-76%) and fully characterized, as previously reported and seen in Figure 3.1.23 All

attempts in obtaining single x-ray analysis of 4A-B always resulted in a ligand loss to

pyridazine 5. The structure of compound 5 was confirmed using NMR, IR, and MS

analysis and matched values that have been previously reported from direct ligand

synthesis of pyridazine 5 from fulvene from 1,2-C5H3(COC4H3O)(COHC4H3O)

(Scheme 3.2).

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Scheme 3.1 Synthesis of and formation of 1H-3,7-difurylcyclopenta[3,4-d]pyridazine (5)

TlOEtTHF

3 hr, 220C

OH

OO

O

1, 48%

O O

-

OO

Tl+

2, 60%

[M(CO)5Br]C6H6

4 hr, reflux

O OO

O

MCO

CO

CO

3A, M = Mn, 61%3B, M = Re, 66%

H2N NH2CH3OH

O N ON

MCO

CO

CO

4A, M = Mn, 76%4B, M = Re, 76%

recrystallization

+ inorganics

O

NHN

O

5

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21

Figure 3.1 FT-IR spectroscopy of rhenium complex 4B.

O N ON

MCO

CO

CO

4A, M = Mn, 76%4B, M = Re, 76%

Page 34: On Metal synthesis of Some Substituted Rhenium and

22

Scheme 3.2 Direct ligand 5 synthesis from 1,2-C5H3(COC4H3O)(COHC4H3O).

OOH

O

O

N2H4CH3OH

22 0C, 48h

41%

O

NN H

O

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23

NMR spectra analysis confirms the ligand loss of complexes 4A and 4B to

pyridazine 5. Protonation to afford the free ligand was most likely due to residual

methanol or water contamination in the solvent. The furly rings protons are observed as a

doublet of doublets (δ 6.66, 1H, 3JAB = 3.5 Hz, 3JAC = 1.7 Hz, CHCHCHO), a doublet (δ

7.33, 1H, 3J = 3.5 Hz, CHCHCHO), and a multiplet (δ 7.66. 2H). The Cp ring protons

were observed as a doublet (δ 7.25, 2H, 3J = 4.0 Hz, CHCHCH) and a triplet (δ 7.53, 1H,

3J = 4.0 Hz, CHCHCH), which is typical of this class of compounds in Figure 3.8.

Finally, the amine proton was shown as a broad singlet at 11.2 ppm, which is the

expected range for the delocalized amine proton in NMR solvent solution. The 13C NMR

of 5 displayed the Cp carbon signals at δ 108.5 (CHCHCH) and 112.4 (CHCHCH), while

the C=N signal was observed downfield at 144.3 ppm. The distinct resonance at 222.3

and 221.6 ppm corresponding to the metal carbonyls for complexes 4A and 4B were

absent for 5. Mass spectrometry also confirms the molecular weight of 5, with both the

base and M+ peaks at 250 m/z. Once again, there was no evidence of the formation of the

tricarbonly metal moiety in the mass spectrum. IR spectroscopy also showed evidence of

the formation of the C=N double bond (1612 cm-1), with the loss of the carbonyl stretches

observed in complexes 4A and 4B (1890-2029 cm-1) as seen in Figure 3.1. The structure

of pyridazine 5 was also confirmed by X-ray crystallographic analysis seen in Figure 3.9.

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Figure 3.2 1H Thallium Salt for 3A.

O O

-

OO

Tl+

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Figure 3.3 13C NMR Thallium Salt for 3A.

O O

-

OO

Tl+

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Figure 3.4 Up-field Image of 1H of Compound 3B.

O OO

O

ReCO

CO

CO

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Figure 3.5 Down-field Image of 1H of Compound 3B.

O OO

O

ReCO

CO

CO

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Figure 3.6 13C Image of Compound 3B.

O OO

O

ReCO

CO

CO

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Figure 3.7 1H NMR of Compound 4B.

O N ON

MCO

CO

CO

4A, M = Mn, 76%4B, M = Re, 76%

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Figure 3.8 13C NMR of product 4B.

O N ON

MCO

CO

CO

4A, M = Mn, 76%4B, M = Re, 76%

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Figure 3.9 Molecular structure of pyridazine 5 with 50% probability of ellipsoid plots

from X-ray crystallography.

O

NHN

O

NHN

O

O

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Table 3.1 Crystal Data and Structure Refinement for 1H-3,7-difurylcyclopenta[3,4-

d]pyridazine.

Empirical formula C15H10N2O2 Formula weight 250.25

Temperature 90.0(2) K Wavelenght 0.71073 Å

Crystal system Monoclinic Space group P 21

Unit cell dimensions a = 12.8754(2) Å α = 90°

b = 5.90380 (10) Å β = 105.0649 (6)° c = 15.5817 (2) Å γ = 90°

Volume 1143. 72(3) Å3 Z, Calculated density 4, 1.453 Mg/m3

Absorption coefficient 0.099 mm-1

F(000) 520 Crystal size 0.20 x 0.18 x 0.06 mm

θ range for data collection 1.35 to 27.47° Limiting indices -16<=h<=16,-7<=k<=7, -

20<=1<=20 Refections

collected/unique 26530/ 2887 [R(int) = 0.0630]

Completeness to θ = 68.73 100.00% Absorption correction Semi-empirical from equivalents

Max. and min. transmission

0.994 and 0.981

Refinment method Full-matrix least-squares on F2

Data/ restraints/ parameters

2887 / 1 / 343

Goodness-of-fit on F² 1.053 Final Rindices [I>2σ(I)] R 1= 0.0472, wR2 = 0.1135

R indices (all data) R1 = 0.0747, wR2 = 0.1267 Largest diff. peak and

hole 0.300 and -0.259 e.Å-3

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Compound 5 crystallizes in the monoclinic space group, P 21 with two molecules

in the asymmetric unit (distinguished as “A” and “B” in Figure 3.3 the two pyridazines at

different angles). The furyl rings for molecule A are anti-periplanar with respect to each

other and nearly coplanar to the central pyridazine ring, with the dihedral angles for

[C3A-C4A-C5a-N1A] and [N2A-C11A-C12A-O2A] being 4.6(5)° and 9.7(4)°,

respectively. In contrast, the furyl rings for molecule B are syn-periplanar with respect to

each other and nearly coplanar to the central pyridazine ring, with the dihedral angles for

[N2B-C11B-C12B-O2B] and [O1B-C4B-C5B-N1B] at -8.3(4)° and 13.2(4)°,

respectively.

The central pyridazyl ring is highly planar, with the root-mean-square deviation

from the planes created by N1, N2, C5-C12 in molecules A and B at 0.006(2) Å and

0.014(2) Å, respectively. The Cp ring average bond length (C6A-C7A; C7A-C8A; C8A-

C9A; C9A-C10A) is 1.402(9) Å, with the C6A-C10A bond length significantly longer

(1.465(4) Å) compared to the other four Cp bonds. The C=C bonds within the furan

portion of compound 5 are significantly shorter than those in the pyridazine ring. For

example, the bond lengths for C1A-C2A and C3A-C4A are 1.347(4) and 1.359(4) Å,

respectively, compared to those of C6-C7A (1.400(4) Å) and C9-C10A (1.410(4) Å).

This observation most likely reflects the furan delocalized π system versus the non-

aromatic Cp ring.

A pair of hydrogen bonds link the amine groups of each unique molecule (N2A-

H2NA and N2B-H2NB) and the imine nitrogen on the adjacent molecule (N1A and

N1B), with the hydrogen bond distances (N1….H2N) at 2.886(3) and 2.961(3) Å,

respectively. This causes an inverted arrangement for each unique molecule with respect

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to the other, with the furyl ring that contains O1a in molecule A adjacent to the furyl ring

that contains O2B in molecule B.

Analysis of compound 5 does show some π-stacking in the solid state. For

molecule A, the adjacent stacked molecule, generated by the (x,y,z) to (x, y-1, z)

transformation, is arranged “face to face” and slightly offset. The pyridazyl portion

within one layer is aligned with the furyl ring of the adjacent layer (Figure 3.10, top). A

short contact (a distance less than the sum of the Van der Waals radii) is observed

between C15A and N1A (3.245 Å). Furthermore, other analogous distances between the

stacked layers are well within the commonly accepted values (3.4 to 3.6 Å) for evidence

of π-stacking, with an inter-planar distance of 3.355 Å.

More comparisons to bond calculated bond lengths of compound 5 and accepted

values can be seen in Table 3.2. Though, while molecule B does display a coplanar

stacking arrangement between layers, the relative molecule placement is very different

(Figure 3.10, bottom). There is far less of an evidence of π-orbital overlap as compared

to the arrangement for molecule A, and no short contacts are observed between adjacent

layers of molecule b. While there does appear to be some evidence of π-π interaction (i.e.,

with the distance between C8B and O2B is 3.3376 Å) the interlayer distances between

most atoms are too far for an orbital overlap to occur. This is not due to the actual

distance between the stacked layers of molecule B (the distance calculated between these

two planes created by B is 3.273 Å).

Instead, it is a greater displacement between these stacked molecules in molecule

B that makes the actual amount of π-interaction weak. Only the Cp portion of one layer

and the furyl ring containing O2B of the adjacent layer have any significant overlap with

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molecule B. Tables of crystallographic details, atomic coordinates and displacement

parameters, bond distances and angles, intermolecular contact distances, structure factors

and a crystallographic information file (CIF) for the structure of compound 5 have been

deposited with the Cambridge Crystallographic Data Center.22RP

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Figure 3.10 View of the molecular packing of molecule A (top) and molecule B (bottom)

generated by the transformation (x,y,z) to (x, y-1, z).

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Table 3.2 Comparisons of bond angles of compound 5 to accepted bond angles between

atoms.

Product Analysis

Bond Bond

Length(Å) C1A-C2A 1.347 (4) C3A-C4A 1.359 (4) C6A-C7A 1.400 (4) C9A-C10A 1.410 (4) N2A-H2NA 2.886 (3) N2B-H2NB 2.886 (3) C5A-N1A 1.340 (4) C5B-N1B 1.329 (4) N1A-C5A 1.340 (4) N1B-C5B 1.329 (4)

Accepted Values

Bond Bond

Length(Å) Carbon to Carbon Single Bond ~ 1.5

Carbon to Carbon Double Bond ~ 1.3

Carbon to Carbon Triple Bond ~ 1.1 Carbon to Nitrogen Double

Bond ~1.3

Carbon to Oxygen Single Bond ~ 1.4

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Chapter Four: CONCLUSION

A series of organic and organometallic reactions lead to the synthesis of pyridazyl

rhenium complex [M(CO)3{η5-1,2-C5H3(CC4H3ON)(CC4H3ON)}] (4B) at a high yield of

76%. All attempts to recrystallize the compound so X-ray crystallography may be

performed led to the loss of the metal ligand complex and yielded a pyridazine (5) in

inorganics.

The yield from the starting of the synthesis was good in which Thallium

compound 2 was produced at 60%. The addition of the Rhenium ligand complex to

compound 2 gave us a 66% yield for compound 3B. Our collaborators were only able at

report a 61% yield with the addition of Manganese ligand complex for compound 3A.

Finally, with the addition of hydrazine to compound 3B, we were able to produce a

pyridazyl rhenium complex 4B at the 76% yield.

1H NMR and 13C confirmed the presences of the Thallium salt and the Rhenium

complex ligand addition on compounds 2-3B. It also confirmed the closing of the

polyfuran with the ligand complex 3B to the pyridazyl ligand complex 4B. NMR was

also used to confirm the direct synthesis of compound 5 with the starting polyfuran with

cyclopentadiene precursor once hydrazine was added with methanol as the solvent to give

41% yield of compound 5 over a period of 48 hours.

IR spectroscopy confirmed the successful addition of the rhenium complex ligand

by the presence of peaks at ~1900 cm-1 for the pyridazyl portion of the polymer and with

the rhenium ligand complex group peaks presence at ~2000 cm-1 for compound 4B.

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Though all attempts of recrystallization of compound 4B were unsuccessful, we

were able to prove that a metal ligand complex could be attached to pyridazine. Until this

research, no evidence showed this type of synthesis could be performed.

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