|
DEPOSITION
IN LUNG: Inhalation Dosimetry/Exposure Index of Fiber Aerosol in
Human Respiratory Tract
Clarkson
Distinguished Professor Goodarz Ahmadi and Professor Philip Hopke
(the Bayard D. Clarkson Distinguished Professor), together with
their students and scientists from Lovelace Respiratory Research
Institute and NIOSH, are working to provide a better understanding
of particle and fiber deposition in the human lung. Exposures to
airborne particles and fibers increase the incidence of asthma,
lung cancer and other respiratory diseases. In particular, ethical
constraints severely limit the use of fibers in human volunteer
studies, such that no data have been published on controlled studies
of fiber deposition in human subjects. This lack of information
hampers the understanding of the etiological process of fiber-related
lung diseases, and the development of an exposure index to assess
and control exposure to fibers in the workplace.
This
project has three objectives: (1) to develop experimental information
on the deposition of particles and fibrous aerosols using a realistic
human respiratory tract replica, (2) to develop a computer model
for the prediction of particle and fiber deposition sites in the
human lung, and (3) to define a size-selective exposure index based
on the fiber penetration data obtained.
The
group plans to measure depositions of particles and fibers in realistic
replicas of the human respiratory tract. These replicas include
the nasal passage, an oral cavity, larynx, trachea, and three generations
of bronchi. The researchers also plan to numerically simulate the
motion of fiber particles and their deposition in the oral, nasal,
and TB airways. A computational fluid dynamics (CFD) technique will
be used to develop a theoretical flow pattern in the airway and
to calculate fiber trajectory and deposition efficiency in different
airway regions. The results will be used to define a thoracic fiber
fraction as an index of exposure to fiber aerosols.
Combined
Research and Curriculum Development Project
Clarkson Distinguished Professor Goodarz Ahmadi and
his collaborators ( Professors McLaughlin, Cetinkaya, Taylor, Dahniyala,
and Doheny-Farina) are developing a sequence of web-based courses
on particle transport, deposition and removal, as part of an NSF
Combined Research and Curriculum Development (CRCD) project. The
objectives of these courses are:
- To provide
a fundamental understanding of aerosol transport and removal in
laminar flows.
- To provide
a fundamental understanding of particle adhesion and removal from
surfaces.
- To develop
expertise with the computational modeling of particle resuspension
in laminar flows.
- To provide
a fundamental understanding of particle transport and deposition
in turbulent flows.
- To develop
expertise with the computational modeling of dilute two-phase
flows.
- To provide
experience with the modern experimental techniques in aerosol
transport analysis.
- To provide
information on the industrial applications of aerosols' transport,
deposition and removal.
The preliminary
course materials are available on the web at the following sites.
http://www.clarkson.edu/fluidflow/courses/
me437/syllabus.htm
http://www.clarkson.edu/fluidflow/courses/
me537/syllabus.htm
http://www.clarkson.edu/fluidflow/courses/
me637/syllabus.htm
|
|
Modeling
of the Chemical-Mechanical Polishing Process
CAMP
Professor R. Shankar Subramanian is interested in the process
by which mechanical removal of material occurs at the microscopic
level. Here, the issues are the role of the mechanical properties
such as the relative hardness of the wafer, abrasive particle, and
the pad, the role of asperities on the pad, and the coupling of
the chemistry to the mechanical removal process. He and graduate
students Lirong Guo and Qingjun Qin have been studying the mechanical
removal of copper in an alumina slurry as a function of relative
velocity, applied pressure, and particle concentration using a Struers
Benchtop polisher. Experiments have been performed using IC-1000
and Suba 500 pads. The results clearly demonstrate the inadequacy
of the Preston model in describing mechanical removal rates over
a wide range of velocities and pressures, especially in the case
of the IC-1000 pad. The removal rates initially increase with increasing
pressure or velocity, but tend to level off at sufficiently large
values of these parameters. In a recently completed M.S. thesis,
Lirong Guo empirically identified the scaling laws that appear to
apply to this particular mechanical removal process. Further experiments
and theoretical analysis will be performed by doctoral student Qingjun
Qin.
Graduate
student Rajesh Appat is working with Professor Subramanian on predicting
the polishing rates of steps on patterned wafers. The initial modeling
work is focused on fixed abrasive pads used for polishing oxide
films in applications such as shallow trench isolation (STI). In
fixed abrasive pads, an abrasive such as ceria is incorporated into
pillars on a flat polymer substrate, and is held together by a binder.
The binder disintegrates during polishing, exposing the abrasive
particles. Two important reported features of fixed abrasive polishing
of STI oxide films are that the rate at which a step is polished
is a stronger function of pattern density than is the case when
a slurry containing abrasive particles is used, and that the polish
rate of blanket films is extremely low. A preliminary model was
developed that captures these two features, and an article that
describes the model and provides sample predictions was published
in Electrochemical and Solid State Letters in 2001. In this
model, it is assumed that the removal of material from a step during
its traverse is limited by the available supply of alkali
in the neighboring recesses, and that this alkali diffuses rapidly
to the top of the step where, in conjunction with the abrasive action,
it helps to remove material. Appat has been developing a more detailed
model in which the alkali transport in the recess is described by
a suitable convective diffusion equation, which is solved along
with the associated initial and boundary conditions.

TOP
PREVIOUS
PAGE
NEXT
PAGE
INDEX PAGE
|