Scott C. Noble
Education:
- Bachelor of Science, Physics -- June 1997
California Institute of Technology, Pasadena
- Doctor of Philosophy, Physics -- In Progress
Graduate Program, Department of Physics, University of Texas at Austin
Past Research and Employment:
- Independent Research -- 6/98 to Present :
- "Numerical Investigation of Self-Attracting Bose-Einstein Condensates
and the Nonlinear Schrodinger Equation"
- Advisor: Prof. Matthew W. Choptuik -- Physics Dept., UT-Austin
- In order to solve the nonlinear schrodinger equation that models
self-attracting Bose-Einstein condensates, finite difference techniques
in FORTRAN are employed. Analysis of the condensate's collapse in the
axially-symmetric 2-D case is being perfected, currently; soon, the
axially-symmetric 3-D case will be studied as well. For more information,
please refer to
wwwrel.ph.utexas.edu/~scn/bec/
- Teaching Assistantship -- 8/97 to Present :
- Department of Physics, University of Texas at Austin
- Supervising Professor: Prof. Zaidi -- UT-Austin Physics Department
- Employed by the University of Texas at Austin Department of Physics as an
instructor for two sections of an introductory computer-based physics
laboratory course (PHY 101L).
- Independent Quantum Computation Research -- 6/96 to 8/97 :
- "Solving the NP-Complete 3-SAT Problem Through Simulation of a Quantum
Computer"
- Advisors:Dr. Adami, Dr. Cerf, Prof. Koonin -- Caltech Physics Department
- The 3-SAT problem is among one of the many NP-complete problems,
which are thought to be solved only through the use of algorithms that take
an amount of time which is exponentially dependent on the size of the problem.
Shor has shown that quantum computations may be able to solve the
problem of factoring large numbers in polynomial time. Since the prime
factoring problem is similar to the NP-complete SAT problem, it is thought
that it may be possible to also solve NP-complete problems in polynomial time
using quantum computing methods. In order to simulate the quantum computation
involved here, a general quantum logic-gate structure representing
the 3-SAT problem was devised. Also, a Hubbard-Stratonovich representation
for a n-bit AND quantum logic-gate was found. Such a representation is
necessary in the simulation of the quantum gates. A numerical simulation
of a 3-bit AND quantum logic-gate was made in C++ with the use of the Complex
Langevin equation and the Metropolis algorithm. This research required
thorough knowledge of quantum mechanics, complex analysis, numerical
algorithms, and C++.
- Summer Undergraduate Research Fellow -- 6/95 to 8/95 :
- "A Study on the Performance of the Crystal Calorimeter for BaBar at
SLAC."
- Advisor: Dr. Ren-Yuan Zhu -- Caltech Physics Department
- A continuation of the research I accomplished the previous summer for
Dr. Ren-yuan Zhu of the physics department at Caltech. The work involved
finishing a Monte Carlo simulation of the BaBar particle detector at SLAC
using the GEANT package, and constructing a FORTRAN program to simulate the
calorimeter's uniform light response. The work required thorough knowledge
of FORTRAN, the GEANT package, and a AIX/HP/Unix based computer system.
- Summer Undergraduate Research Fellow -- 6/94 to 8/94:
- "Simulating the Resolution Performance of Crystal Calorimeters for the
B Factory Experiment at SLAC and the CMS Experiment at LHC."
- Advisor: Dr. Ren-Yuan Zhu -- Caltech Physics Department
- Worked under Dr. Ren-yuan Zhu in the high-energy physics department at
Caltech as a Summer Undergraduate Research Fellow (SURF). The work consisted
of using the GEANT package in order to produce Monte Carlo simulations of
particle detector designs for the Compact Muon Spectrometer (CMS) experiment
at the Large Hadron Collider (LHC) at CERN for Electroweak Symmetry Breaking
(EWSB) study, and the PEP-II Asymmetric B Factory (BaBar) experiment at the
Stanford Linear Accelerator Center (SLAC) for CP violation study. Such
examined aspects of the calorimeters (particle detectors) include
photon/particle energy resolution, as well as, e - pi and mu - pi separation
abilities. The work required usage of a FORTRAN program that was updated and
thoroughly revised by myself, the GEANT package, and knowledge of a Unix
based computer system.
- Independent Particle Physics Research -- 4/95 to 6/95:
- "On the Decay of Two Tau-particles into an Electron, Muon, and Four
Neutrinos: An Exploration of Parity Symmetry Violation."
- Advisor: Prof. Alan Weinstein -- Caltech Physics Department
- Worked under Prof. Weinstein of the Caltech physics department and along
with Caltech undergraduate John Joseph Carrasco in order to study a
particular particle decay scenario for the CLEO detector at CESR at
Cornell using the TRACKSM particle detector simulation package and the QQ
event generator package. Knowledge of particle physics, FORTRAN, and a
AIX/Unix based computer system was used.
- Independent Nuclear Physics Research -- 6/92 to 8/92:
- "Angular Correlation Study of Nuclear Fragmentation in Heavy Ion
Collisions."
- Advisors: Dr. William Llope, Prof. Gary Westfall
- National Superconducting Cyclotron Lab at Michigan State University
- Worked under Dr. William Llope and Prof. Gary Westfall
on an independent nuclear physics project through the High
School Honors Science Program. The angular distributions of particles
emitted through the collisions of Kr+Nb, Ar+Sc, Ne+Al at energies of
35 - 135 MeV were studied in order to formulate a relation with the beam
energies and the process of decay of intermediate mass "fireballs" -- or
energetic and unstable products of collided nuclei. The analysis required
usage of the PAW application, a FORTRAN program generated by myself, data
taken from the 4Pi detector at the NSCL, and knowledge of a VAX based
mainframe computer system.
Skills and Abilities:
- Competence in:
- C, C++, FORTRAN, Pascal, and Mathematica languages
- Unix, DOS, and Macintosh operating systems
- Tex and LaTex type-setting protocols
- PAW (Physics Analysis Workstation - a data analysis package)
- Familiar with:
- HTML, PERL
- Linux (Red Hat 5.0)
- GEANT (particle interaction simulation package)
- Currently Learning:
Relevant Academic Background:
- Caltech:
- Object Oriented Design in C++ (CS 140a)
- Computational Physics ("Numerical Recipes in C")
- Relativistic Quantum & Quantum Field Theory (Bjorken and
Drell, Peskin)
- Quantum Mechanics (Cohen-Tannoudji)
- Classical Mechanics (Scheck, Goldstein)
- Special Functions, Diff. Eq's, Complex Analysis (Matthews and Walker)
- Linear Algebra, Multi-var. Calculus (Apostol)
- Group Theory with Applications in Physics (Tung)
- Artificial Life (Adami)
- Statistical Physics (Koettel and Kramer)
- Cosmology (Peebles)
- University of Texas at Austin:
- General Relativity (Wald)
- Classical Mechanics (Landau & Lifschitz)
- Electrodynamics (Jackson)