A prospective honors student should normally have a cumulative GPA of 3.5 and a GPA of 3.75 in philosophy classes with no grade below a "C" in any
philosophy course.
A prospective honors student should find a willing faculty advisor in the spring semester before the senior year.*
The student must present a proposal to the prospective advisor at the end of the spring semester.*
The proposal will typically include a list of proposed readings, a clear and appropriately narrow topic, and a projected position to be defended
in the Honors Thesis.
This proposal will then be submitted to the Undergraduate Affairs Committee for approval.
If the proposal is approved, the student will enroll in 498F (3 credits) the following semester and the student and advisor will agree on a schedule for
meetings and the work expected by the end of the semester.
At the end of the semester, the advisor will evaluate the student’s progress and will decide whether the student should continue work on the Honors
Thesis for another semester.
If, at the end of the first semester, the advisor judges that the project should not continue, the student will be given a grade for 498F but will not
enroll in 498G in the subsequent semester and will not receive an Honors degree.
If, at the end of the first semester, the advisor thinks the project should continue, the student will enroll in 498G (3 credits) and the student and
advisor will agree on a schedule of meetings and a timeline for completion of the Honors Thesis.
The student, in consultation with the advisor, will arrange an examining committee of at least 2 faculty members in addition to the advisor. The
student will present and defend the Honors Thesis before this examining committee. The faculty advisor determines the grade for 498G but the
committee determines whether the student graduates with Honors.
*or, for students graduating in December, the semester prior to the student’s next to last semester
Student Societies and Professional Organizations
The Philosophy Club holds weekly meetings during the semester to discuss philosophical topics of interest to members.
Scholarships and Financial Assistance
The Office of Student Financial Aid (OSFA) administers all types of federal, state and institutional financial assistance programs and, in cooperation with
other university offices, participates in the awarding of scholarships to deserving students. For information, visit: www.financialaid.umd.edu.
Awards and Recognition
The W.E. Schlaretzki Prize is given to the most outstanding graduating senior each year. The Joseph and Beth Duckett Scholarship is given to the most
outstanding junior.
PHYSICS (PHYS)
College of Computer, Mathematical, & Natural Sciences
1120 John S. Toll Physics Building, 301-405-5979
umdphysics.umd.edu
Chair: S. Rolston (Prof)
Professors: S. Anlage (Dist Scholar-Teacher), T. Antonsen, A. Baden, J. Banavar (Prof And Dean), P. Bedaque, E. Beise (Dist Scholar-Teacher), A. Buonanno
(College Park Professor), T. Cohen (Dist Scholar-Teacher), S. DasSarma (Dist Univ Prof, Dist Faculty Research Fellow), W. Dorland (Dist Scholar-Teacher), J.
Drake (Dist Univ Prof), T. Einstein, S. Eno (Dist Scholar-Teacher), V. Galitski, S. Gates (Regents Prof, Dist Univ Prof, Dist Scholar-Teacher, Toll Chair), J.
Goodman (Dist Univ Prof, Dist Scholar-Teacher), R. Greene, N. Hadley, A. Hassam, K. Hoffman (Assoc Chair), B. Hu, T. Jacobson (Dist Scholar-Teacher), C.
Jarzynski (Dist Univ Prof), A. Jawahery (Dist Univ Prof), X. Ji, T. Kirkpatrick, D. Lathrop, C. Lobb (Dist Scholar-Teacher), W. Losert, J. Mather ( College Park
Prof, Nobel Laureate), H. Milchberg (Dist Scholar-Teacher), R. Mohapatra (Dist Scholar-Teacher), C. Monroe (Dist Univ Prof), L. Orozco, E. Ott (Dist Univ
Prof), J. Paglione, K. Papadopoulos, W. Phillips (Dist Univ Prof, Nobel Laureate), E. Redish (Dist Scholar-Teacher), R. Roy, E. Seo, A. Skuja, P. Sprangle, G.
Sullivan, R. Sundrum (Dist Univ Prof, Toll Chair), F. Wellstood, E. Williams (Dist Univ Prof, Dist Faculty Research Fellow), V. Yakovenko
Associate Professors: K. Agashe, I. Appelbaum, Z. Chacko, M. Girvan, C. Hall, K. Kim, M. Ouyang, D. Roberts, P. Shawhan, A. Upadhyaya
Assistant Professors: M. Barkeshli, A. Belloni, V. Manucharyan, J. McKinney, J. Sau, J. Williams
Senior Lecturer: D. Buehrle (Senior Lecturer)
Lecturers: S. Picozzi
Affiliate Professors: W. Hill, P. O'Shea (Dist Scholar-Teacher), G. Oehrlein, R. Phaneuf, I. Takeuchi, J. Weeks (Dist University Professor)
Affiliate Associate Professors: J. Aranda-Espinoza, A. Childs, J. Cumings, A. Elby, E. Waks
Affiliate Assistant Professors: M. Hafezi, M. Leite, Y. Mo, J. Munday, E. Rodriguez
Adjunct Professors: G. Bryant, C. Clark, P. Julienne, P. Lett, J. Lynn, A. Migdall, S. Moseley, J. Porto, G. Solomon, I. Spielman, E. Tiesinga, R. Tycko, C. Williams
Adjunct Associate Professors: G. Campbell, J. McEnery, K. Osborn, B. Palmer, J. Taylor
Adjunct Assistant Professors: N. Butch, A. Gorshkov, H. Shroff, K. Tanner
Research Scientist: F. Ipavich, B. Kane (Sr Res Sci), R. Kellogg, M. Moody
Associate Research Scientist: E. Blaufuss, H. Breuer, A. Smith
Assistant Research Scientist: M. Cetina, K. Hudek, G. Jenkins, N. Klimov, P. Li, J. Mizrahi, K. Nakahara, Y. Pan, X. Shao, A. Sushkov, M. Tonjes (Lecturer), R.
Vispute
Associate Research Professor: A. Smith
Assistant Research Professor: A. Gupta, S. Jabeen (Lecturer)
Professors Emeriti: J. Anderson, S. Bhagat, D. Boyd, D. Brill, G. C. Chang, C. Chang, N. Chant, D. Currie, A. DeSilva, J. Dorfman, A. Dragt (Sr Res Sci), H. Drew
(Res Prof), R. Ellis, D. Falk, M. Fisher (Dist Univ Prof Emeritus), A. Glick, G. Gloeckler (Dist Univ Prof Emeritus), G. Goldenbaum, O. Greenberg (Res Prof), H.
Griem, J. Griffin, D. Hamilton (Res Prof), H. Holmgren, C. Kacser (Assoc Prof Emeritus), Y. Kim, V. Korenman, D. Langenberg (Chancellor Emeritus), J.
Layman, C. Liu (Res Prof), G. Mason, C. Misner, H. Paik (Res Prof), R. Park, J. Pati, J. Richard, P. Roos, R. Sagdeev (Dist Univ Prof), J. Sucher, S. Wallace (Res
Prof), J. Yorke (Dist Univ Prof Emeritus, Res Prof)
Visiting Faculty: C. Alvarez Ochoa, D. Berley, S. Bludman, K. Dienes, C. Doran, G. Dudnikova, R. Ellsworth, T. Ferbel, K. Gebbie, T. Hubsch, J. Kogut, G.
Lubkin, J. Nico, S. Nussinov, V. Rodgers, I. Rothstein, L. Schmid, R. Sinclair, J. Starr, J. Su, S. Tonwar (Lecturer), G. Yodh
The Major
Physics is an exciting and rewarding field of study. Physicists make important discoveries that often change the way we live by examining the way things
work, and there are still many discoveries to be made.
At Maryland, physics majors benefit from small class-sizes, outstanding teachers and very talented classmates. However, we believe that the most
important physics education occurs outside the classroom, and we encourage all of our majors to participate in cutting-edge research with our
internationally recognized faculty. Through participation in research projects, our students learn what it takes to conduct world-class scientific research.
Whether students decide to continue to study physics in graduate school or work in fields such as engineering, software development, law, business or
education, a bachelor's degree in physics from Maryland provides an excellent foundation.
Program Learning Outcomes
Students are expected to fully engage with the curriculum and the opportunities presented for learning and research. Having completed the degree
program, students should have acquired the following knowledge and skills:
A thorough knowledge of the core areas of physics, including mechanics, electricity and magnetism, thermal physics, and quantum mechanics at a
level compatible with admission to graduate programs in physics at peer institutions.
1.
The ability to analyze and interpret quantitative results, both in the core areas of physics and in complex problems that cross multiple core areas.2.
An ability to assess and solve unfamiliar problems in physics using the knowledge and skills acquired.3.
The ability to use contemporary experimental apparatus common to the study of physical phenomena, and have the ability to acquire, analyze and
interpret scientific data.
4.
The ability to communicate scientific results effectively, both verbally and in writing.5.
Requirements for the Major