Physics
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Total Credits
Minimum Program Hours
Program Graduation Requirements
Maintain a minimum GPA of 2.0 in major courses.
All major courses must be completed with a C- or better.
Students must complete at least 12 hours of upper-division credits in PHYS or ASTR at the UofU.
An exit survey is required the semester a student graduates.
Undergraduate Degree Requirements and Honors Option
General Education and Bachelor Degree Requirements
Honors Requirements
An emphasis is required for the program:
Students may earn two emphases:
Requirements differ if student is completing the Computational Emphasis. Please see the Computational Emphasis requirements for more details.
Requirements differ if student is completing either the Comprehensive or the Computational Emphasis. Please see the emphasis requirements for more details.
Not required if student completes an emphasis.
One of the Advanced Physics courses must come from this set.
PHYS 4800 or 4999 must equal 3 credits to apply.
Complete at least 1 course from PHYS or ASTR 3000 - 5999.
Students wishing to complete an Honors degree in Physics need to complete 9 hours of Honors designated courses. We highly encourage students to take these courses within physics and other STEM-related fields. All Physics and Astronomy courses must be completed with a B or better, A GPA of 3.5 must be maintained for all Physics and Astronomy courses. Complete at least 9 hours of approved Honors courses, and Complete an Honors Thesis.
All Physics and Astronomy courses must be completed with a B or better
A GPA of 3.5 must be maintained for all Physics and Astronomy courses
from the following types of courses:
PHYS or ASTR 6000 - 7999
Courses with an Honors Designation
Thesis topic approved by honors advisors and senior thesis advisor.
Thesis presented in public forum.
One course may be filled by 3 credits of PHYS 4800 or 4999.
Complete at least 1 course from: PHYS 4000 - 5999.
from: ASTR or PHYS 4000 - 5999
as well as 1 course from: PHYS or ASTR 4000 - 5999.
May also be completed with additional courses from the Computational Electives.