Michael
D. Morse
Research
Accomplishments, Activities, and Future Directions
I. Research Objectives
II. Research Methods
A. Molecular Beam Source
i) Schematic Drawing of the Molecular Beam Source
B. Resonant Two-Photon Ionization (R2PI) Spectrometer
i) Schematic Drawing of the R2PI Spectrometer
ii) Examples of R2PI Spectra
C. Dispersed Fluorescence (DF) Spectrometer
i) Schematic Diagram of the LIF Instrument
ii) Dispersed Fluorescence Spectra
D. Pulsed Field Ionization-Zero Electron Kinetic Energy (PFI-ZEKE) Spectrometer
i)Schematic Diagram of the R2PI-PFI-ZEKE Apparatus
ii) PFI-ZEKE Spectra
III. Research Accomplishments
A. New Molecules
B. First Measurements of Bond Lengths
C. Accurate Measurements of Bond Energies
i) Predissociation Threshold Measurements of Bond Energies
IV. Current Research Funding
V. Pending Research Proposals
I. Research Objectives
Research in my
group centers on elucidating the electronic structure and chemical
bonding of small neutral and cationic metal clusters, semiconductor
clusters, and unsaturated metal-ligand complexes via electronic
spectroscopy. We employ a wide range of technologies from lasers to
mass spectrometers to extract the information we seek. With these tools
we work to understand the chemical bonding in these systems and to
identify the determinants of molecular structure and reactivity,
particularly in the complicated transition metal systems. In grand
scope, this work provides detailed and fundamental knowledge about the
inner workings of matter on a small scale that can help human kind
better understand processes as seemingly diverse as the catalytic
production of major industrial materials and the birth of stars.
II. Research Methods
There are three
instruments in my research group, a resonant two-photon ionization
(R2PI) spectrometer, a dispersed fluorescence (DF) spectrometer, and a
pulsed-field ionization, zero electron kinetic energy (PFI-ZEKE)
spectrometer. These three instruments all use the same source to create
a molecular beam of reactive molecules, but then interrogate them in
complementary ways. Since all three instruments use the same molecular
beam source, let me describe it first.
A.
Molecular Beam Source
All of our
instruments use a pulsed laser to vaporize a metal target. Vaporization
involves the deposition of approximately 10 mJ of tightly focused laser
energy onto the metal sample in just 10 ns to generate an extremely hot
plasma (about 10,000 K). The resultant plasma and all its contents
(metal atoms, metal ions, and electrons) are then swept into the vacuum
chamber by the high pressure helium (1-10 atm) that is flowing over the
metal target at the same moment. In our source chamber, that expansion
into vacuum occurs through an orifice the diameter of which (2 mm) is
much larger than the mean free path (5 nm) of the gas expanding through
it. What this means is that the contents of the expansion undergo
numerous collisions upon exiting the high pressure region over the
metal sample. This type of expansion is called a supersonic expansion
because the ultimate speed attained by the particles in the beam is
much greater than the local speed of sound, which drops to very low
values as the gas expands and cools. What is important to us is the
fact that the large number of collisions upon expansion serve to cool
the contents of the beam electronically, vibrationally, and
rotationally. Typically, vibrational motions are cooled to 50-100 K and
rotational motions to 5 K. It may not be obvious, but this greatly
simplifies the spectra we observe. The simplification results from the
fact that all the molecules are in just a few different quantum states.
The only transitions that can be observed originate from these few
populated levels. Some of the molecules we have studied would absorb
light everywhere (and their spectra would be uninterpretable) if it
weren't for supersonic cooling.
In most of my past work, the expansion gas was helium or argon. In more
recent work, however, we have been seeding our expansion with about 3%
methane. The extreme conditions of the plasma allow methane to break
apart into atoms or fragment radicals that then react with the metal
atoms in the plasma. The result of this plasma chemistry has been a
dizzying array of new molecules that I describe in the next few
sections.
Schematic Drawing of the Molecular Beam Source
B.
Resonant Two-Photon Ionization (R2PI) Spectrometer
In this
instrument, molecules produced in the molecular beam are sent into a
time-of-flight (TOF) mass spectrometer that is housed in a high vacuum
chamber attached to the source chamber. In the most typical arrangement
for this experiment we direct the output of a tunable dye laser down
the axis of the molecular beam to excite the molecules, and then expose
the molecules (20 ns or so later) to the ultraviolet light from an
excimer laser which is directed across the axis of the molecular beam.
Though there are many other arrangements that can be used in special
cases, this is the one that captures the essence of R2PI spectroscopy.
If we expose the molecules to photons from the excimer laser with a
short enough wavelength, ions are produced all the time regardless of
the wavelength of the dye laser photon. This doesn't give us much
physical information about the molecule, but it does help us identify
which molecules are in the molecule beam. It also allows me an
opportunity to describe the TOF mass spectrometer.
If we use a short
wavelength excimer laser photon, a large number of ions are produced
every time the laser fires. The ions are produced in a static
electrostatic field which accelerates them to a specific kinetic
energy. Since the kinetic energy is equal to mv2/2, a correlation
between velocity and mass is produced, with lighter ions traveling more
rapidly than heavier ones. We detect the ions at the end of a two meter
flight tube with a microchannel plate ion detector, and the time
between ion production and detection can be converted into mass. By
measuring the signal coming out of the detector every 10 ns, we are
able to record an entire mass spectrum on each experimental cycle. In
this way we can tell what was produced in our source chamber no matter
how complicated the plasma reactions are that lead to the observed
products.
Once we have
identified what molecules are in the molecular beam, we change the
wavelength of the excimer laser so that no ions are produced by the
excimer laser alone. The key to obtaining an optical spectrum is to use
photons with an energy which is less than that required to ionize the
molecule. The dye laser pulse is then used to excite the molecule to an
excited electronic state. The subsequent excimer laser pulse, with
sufficient energy to ionize the excited state but not the ground state,
is then fired a few nanoseconds after the first laser. As the first
laser is scanned, no ion signal is detected at the mass of interest
until a resonant transition is found. When molecules absorb a photon
from the first laser beam, exciting them to an excited electronic
state, absorption of a photon from the second laser beam then ionizes
the molecule. By monitoring the ion signal at a particular mass as the
first laser is scanned in wavelength, an absorption spectrum that is
specific to that mass may be recorded. Moreover, by simultaneously
monitoring the ion signal at several masses, it is possible to record
the spectra of several different molecules at the same time. In fact,
it is even possible to separately record the spectra of several
different isotopic modifications of a given molecule in the same scan.
Given the fact
that our source produces a wide variety of chemical species, it is
crucial to be able to identify the molecule which is responsible for a
given spectroscopic transition. This has proven especially useful in
recent studies we have conducted in which chromium is vaporized in a
stream of helium containing 3% CH4. In the same general spectral
region, we have been able to identify spectroscopic transitions in CrH,
CrC, CrCH, CrCH2, CrCH3, CrC2H, and CrC3H2, all with absolute certainty
as to the identity of the absorbing molecule. This is a powerful
advantage that the R2PI method enjoys compared to other spectroscopic
techniques.
The spectra
obtained with the R2PI instrument allow one to locate excited
electronic states and measure their vibrational frequencies and
anharmonicities. When rotationally resolved spectra are obtained it is
also possible to deduce bond lengths, bond angles, and often the
electronic symmetry of the upper and lower states. It is not generally
possible to measure the vibrational levels of the ground electronic
state, however, since usually only v=0 and possibly v=1 are populated
in the supersonic expansion. It is also difficult to probe excited
electronic states lying less than 9000 cm-1 above the ground electronic
state, because it is difficult to generate photons with tunable
frequencies lower than 9000 cm-1. These limitations led us to construct
a second instrument, which builds upon the information obtained from
the R2PI instrument.
Schematic Drawing of the R2PI Spectrometer
Examples of R2PI Spectra
C.
Dispersed Fluorescence (DF) Spectrometer
To complement the
capabilities of the R2PI spectrometer we have built a dispersed
fluorescence (DF) spectrometer. In this instrument, the molecules
entrained in the supersonic expansion are crossed with a tunable dye
laser beam, and any fluorescence which is emitted is collected with a
system of lenses and sent into a spectrograph. Within the spectrograph,
the collected light strikes a diffraction grating and is dispersed into
its wavelengths, with different wavelengths being brought to a focus at
different positions on a CCD (charge-coupled device) detector array.
The CCD allows signals to be integrated over a long period of time and
then sent to a computer for storage and analysis.
Once a transition
in a molecule of interest has been identified on the R2PI spectrometer,
the sample may be brought over to the DF spectrometer so that the
fluorescence from the initially pumped level may be examined. Since the
molecules are isolated from collisions in a molecular beam, no
collisional deactivation is possible, and all fluorescence originates
from the initially pumped level. Fluorescence to the various
vibrational levels of the ground state occurs at different wavelengths,
and measurement of these emitted wavelengths allows the vibrational
levels of the ground state to be deduced. Moreover, if low-lying
excited electronic states are present, fluorescence to these states
allows them to be located and their vibrational levels to be measured
as well. Unlike the R2PI, it is not as obvious which molecule gives
rise to a particular fluorescence signal, and this is why both machines
are crucial to a full understanding of a new molecule.
Schematic Diagram of the LIF Instrument
Dispersed Fluorescence Spectra
D.
Pulsed Field Ionization-Zero Electron Kinetic Energy (PFI-ZEKE) Spectrometer
In a joint effort
with Professor Peter Armentrout (also here at Utah), we have built a
third instrument, which is dedicated to the collection of spectroscopic
data on transition metal-containing cations. Initially, this machine
can be thought of as an R2PI spectrometer with added capabilities.
Indeed, it is possible to collect R2PI type spectra on this machine,
but this would ignore most of its power. What separates this new
machine from the R2PI instrument is its ability to ionize molecules
with far more finesse than the R2PI and its ability to detect the
ejected electrons.
An understanding
of the data collected with the PFI-ZEKE apparatus requires some
understanding of Rydberg states of atoms and molecules. All neutral
atoms and molecules have a series of highly excited electronic states
converging to the ground state of the cation. For the highest energy
states, the excited electron orbits at long distances and is blissfully
unaware of the fact that the underlying cation has structure. The
electron is so far away from the underlying cation that all it sees is
a +1 point charge. Thus, the highest electronic states are just like
the high-lying electronic states of a hydrogen atom, and may be
characterized by a principal quantum number, n. These high-lying states
are called Rydberg states. Thus, there is a series of Rydberg states
converging to the ground vibrational level of the ion, another set
converging to v=1, another set converging to v=2, etc. If we could
somehow restrict ourselves to measuring the energy of just the highest
Rydberg states, then we could map out the energies of the v=0, 1, and 2
vibrational levels of the cation.
The way this
experiment is implemented in practice is to use two tunable photons to
excite the molecule to a high Rydberg state, very close to the
ionization threshold. After a suitable time delay (about 4
microseconds), a weak electric field is turned on. This weak electric
field can cause the very highest Rydberg states to ionize, and the
ejected electrons are then detected using a microchannel plate
detector. By using a pulsed electric field of strength ε
(in Volts per cm), we are able to restrict the range of Rydberg states
which are ionized to those which lie within about 4% (in cm-1) of the
ionization limit. The experiment is then to scan the laser across the
ionization threshold, monitoring electrons which are ejected by the
pulsed field. If Rydberg states are populated which are too low in
energy, the weak field cannot ionize them, and no electron signal is
detected. If the laser excites the molecule above the ionization limit,
an electron is ejected immediately, and this electron has drifted away
by the time the electric field is pulsed. Thus, we are sensitive only
to electrons which come from the very highest Rydberg states. Since all
vibrational levels of the cation have a Rydberg series converging to
them, this means that we can in principle see a whole series of sharp
peaks corresponding to the different vibrational levels of the cation
as we scan higher in energy while looking for electrons detached by the
pulsed field.
This experiment,
as described, has the potential to collect three different types of
data. First, by scanning across the ionization threshold of the
molecule it is possible to determine the ionization energy of the
neutral. Second, we can collect information about the vibrational
structure of the ground state of the cation. Third, it is also possible
to collect information about the rotational structure of the cation if
the resolution of the instrument is sufficiently high. Rotational
levels of the cation also have a series of Rydberg levels of the
neutral converging to them so there is essentially no difference
between this sort of experiment and the one in which we look at
vibrational structure. To date the best resolution we have attained is
a FWHM of 1.3 cm-l which is sufficient for rotationally resolved work
on some transition metal oxide and carbide cations (MO+ and MC+).
It is possible to
determine ionization energies of molecules with the R2PI under
favorable circumstances, but the PFI-ZEKE apparatus provides a general
method which should be successful in most cases. In combination with
cationic bond strengths determined by Peter Armentrout or other
researchers we can then determine neutral bond strengths via the
thermochemical cycle D0(M-L) = IE(M-L) + D0(M+-L) - IE(M) where M is
the metal and L is the ligand bound to that metal. The PFI-ZEKE
experiment will also provide vibrational frequencies and rotational
constants for the cation, information that has, until recently, only
been experimentally available for the neutral species.
The PFI-ZEKE
spectrometer is a new instrument in my group, and we are still learning
the experimental tricks that are needed to make it work well. In many
ways we are still finding out the limitations and the advantages of the
method. I am very optimistic that this method will open up a large
number of new species for us to study. We have recently published a
rotationally resolved study of YO+ in which we have determined the
ionization energy of YO to be 49 304.316 " 0.031 cm-1, and the bond
length of YO+ to be r0 = 1.7463 " 0.0006. To date there are only about
3 other groups in the world who have applied the PFI-ZEKE method to the
types of molecules we plan to study. A vast number of interesting
chemical species are waiting to be studied by this technique, and we
are now in the position to do so.
Schematic Diagram of the R2PI-PFI-ZEKE Apparatus
PFI-ZEKE Spectra
III.
Research Accomplishments
A. New Molecules
Over the past
several years we have published the first spectroscopic observations of
a large number of molecules. There is nothing I like better than to be
able to write up a definitive report of a new molecule which was
previously unknown, and to provide details such as the nature of the
ground and excited electronic states, including bond lengths,
vibrational frequencies, bond dissociation energies, and electronic
state symmetries. It is very exciting to be the first person in the
world to learn anything about a new molecule, and then to be able to
provide a detailed understanding of how the molecule is held together.
The following molecules represent species for which our group provided
the first spectroscopic identification in the gas phase:
Coinage Group Dimers: CuAg, CuAu, and AgAu
Nickel Group Dimers: NiPd, NiPt, PdPt, and Pt2
Mixed Nickel-Coinage Group Dimers: NiCu, NiAu, and PtCu
Transition Metal Aluminides: AlCa, AlV, AlCr, AlMn, AlCo, AlNi, AlCu, AlZn, and AlY
Mixed Early-Late Transition Metal Dimers: VNi, TiCo, YCo, YNi, ZrCo, ZrNi, NbCo, NbNi, ScNi, YPd, and Ycu
Early Transition Metal Dimers: TiV, Ti2, Zr2, TiZr, TiNb, ZrV, NbCr
Transition Metal Cations: Co2+, Ti2+, V2+, and Co3+
Transition Metal Oxides, Carbides and Silicides: MoO, TiC, VC, CrC, NiC, MoC, PdC, WC and NiSi
Main Group Metal Dimers: LiCa
Coinage Group Trimers: Cu2Ag, Cu2Au, CuAgAu, Ag2Au, and Au3
Main Group Trimers: Al3, Si2N, and Bi3
Semiconductor Dimer: GaAs
Unsaturated Polyatomic Transition Metal-Ligand Complexes: CrCCH, CrCH2, CrCH3, CrC3H2, NiCH3, HfC2
I am particularly
excited about these results on unsaturated polyatomic transition
metal-ligand complexes, since these species are directly relevant to
homogeneous and heterogeneous catalysis and absolutely no gas-phase
spectra of species like these have ever been recorded before. In fact,
the only gas-phase spectra of polyatomic open d-subshell transition
metals to have been reported in the literature to date are of triatomic
molecules: TiCH, VCH, NbCH, TaCH, WCH, YC2, YNH, ScNH, YOH, CuOH,
NiCl2, CuCl2, YbCCH, and FeCH3. The molecules listed above extend the
range of molecules which can be investigated in the gas phase quite
substantially, and will provide a great improvement in our
understanding of organometallic radicals.
B. First Measurements of Bond Lengths
Of course, the
identification of a new molecule is distinctly different than providing
useful information about that molecule. Below is a list of some of the
useful information we have provided for the first time. I have chosen
to list just one parameter, the ground state bond lengths. These bond
lengths may be given as r0 (corresponding to the average bond length in
the v=0 vibrational level) or re (corresponding to the bond length at
the minimum of the potential energy curve, obtained by extrapolating
the average bond lengths of a series of vibrational levels back to the
minimum of the potential curve). Here is a list of the bond lengths
first measured in my group:
Coinage Group Dimers:
r0(CuAg, X 1Σ+) = 2.3735 �+ 0.0006
r0(CuAu, X 1Σ+) = 2.3302 + 0.0006
Nickel Group Dimers:
r0(Ni2, X = 0g+ or 0u-) = 2.1545 + 0.0004
r0(NiPd, X = 2) = 2.242 + 0.005
r0(NiPt, X = 0) = 2.208 + 0.002
r0(Pt2, X = 0g+ or 0u-) = 2.3329 + 0.0004
Mixed Nickel-Coinage Group Dimers:
r0(NiAu, X 2Δ5/2) = 2.351 + 0.001
r0(PtCu, X 2Δ5/2) = 2.3353 + 0.0008
r0(NiCu, X 2Δ5/2) = 2.2346 + 0.0005
Other Transition Metal Dimers:
re(CrMo, X 1Σ+) = 1.8182 + 0.0015
re(V2, X 3Σg-) = 1.77
r0(Ti2, X 3Δg) = 1.9422 + 0.0008
re(YCu, X 1Σ+) = 2.6197 + 0.0006
r0(VCr, X 2Δ5/2) = 1.7260 + 0.0011
r0(NbCr, X ) =� 1.8940 + 0.0003
r0(TiCo, X 2Σ+) = 1.8508 + 0.0004
r0(ZrCo, X 2Σ+) = 1.9883 + 0.0004
Main Group Dimers:
r0(GaAs, X 3Σ-) = 2.53 + 0.02
re(Al2, X 3Î u) = 2.701 + 0.002
Transition Metal Aluminides:
r0(AlCa, X 2Î ) = 3.1479 + 0.0010
r0(AlV, X Ω=0) = 2.620 + 0.004
r0(AlMn, X 5Î ) = 2.6384 + 0.0010
r0(AlCo, X Ω=3) = 2.3833 + 0.0005
r0(AlNi, X 2Δ5/2) = 2.3211 + 0.0007
r0(AlCu, X 1Σ+) = 2.3389 + 0.0004
r0(AlZn, X 2Î ) = 2.6957 + 0.0004
r0(AlY, X 3Σ0-) = 2.8728 + 0.0012
Transition Metal Oxides:
r0(MoO, X 5Î ) = 1.70
Linear Triatomic Molecule:
r0(Si-N-Si, X 2Î 1/2,g) = 1.6395 + 0.0014
Transition Metal Carbides:
r0(NiC, X 1Σ+) = 1.63084 + 0.00010
r0(MoC, X 3Σ-) = 1.68711 + 0.00019
r0(RuC, X 1Σ+) = 1.6081 + 0.0001
r0(PdC, X 1Σ+) = 1.7124 + 0.0008
r0(WC, X 3Δ1) = 1.7143 + 0.0002
Transition Metal Silicides:
r0(NiSi, X 1Σ+) = 2.032 + 0.003
r0(PtSi, X 1Σ+) = 2.0629 + 0.0002
C. Accurate Measurements of Bond Energies
Finally, we have used the fact that the diatomic open d-subshell
transition metal molecules have extremely large numbers of low energy
electronic states to determine bond energies to high accuracy by the
observation of a sharp predissociation threshold in a congested
vibronic spectrum. This has provided the following bond energies:
Nickel Group Dimers
Ni2 2.042 + 0.002 eV*
NiPt 2.798 + 0.003 eV
Pt2 3.14� + 0.02� eV
Early-Late Intermetallics:
TiCo 2.401 + 0.001 eV
VNi 2.100 + 0.001 eV
YCo 2.591 + 0.001 eV
YNi 2.904 + 0.001 eV
ZrCo 3.137 + 0.001 eV
ZrNi 2.861 + 0.001 eV
NbCo 2.729 + 0.001 eV
NbNi 2.780 + 0.001 eV
Transition Metal Aluminides:
AlV 1.489 + 0.010 eV
AlCr 2.272 + 0.009 eV
AlCo 1.844 + 0.002 eV
AlN 2.29� + 0.05� eV*
Group 4 and 5 Diatomic Metals:
TiV 2.068 + 0.001 eV
TiNb 3.092 + 0.001 eV
V2 2.753 + 0.001 eV*
VZr 2.663 + 0.003 eV
TiZr 2.183 + 0.001 eV
NbCr 3.0263 + 0.0006 eV
Zr2 3.052 + 0.001 eV*
Transition Metal Cations:
Ti2+ 2.435 + 0.002 eV
V2+ 3.140 + 0.002 eV
Co2+ 2.765 + 0.001 eV
Co3+ 2.086 + 0.002 eV
V3+ 2.323 + 0.001 eV
TiO+ 1.763 + 0.001 eV
Other Metal Dimers and Trimers:
Rh2 2.4059 + 0.0005 eV
Al2 2.701 + 0.005 eV
* Corrected for predissociation at the first excited separated atom limit.
We have made many more contributions
than those listed here, often providing a qualitative understanding of
the bonding in a transition metal-containing species. This is just too
much to summarize in a short paper like this.
Predissociation Threshold Measurements of Bond Energies
IV.
Current Research Funding
1. National Science Foundation Research Grant CHE‑0415647
Amount: $446,487
Grant Period: 1 July 2000 - 30 June 2007
Title: "Laser Spectroscopy of Gas Phase Metal Clusters"
2. Department of Energy, Basic Energy Sciences Research Grant
Amount: $410,800
Grant Period: 1 November 2004 - 31 October 2007
Title:"Spectroscopy of Organometallic Radicals�
VII. Pending Research Proposals
None at present.
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