Degree: Bachelor of Science (BS)
Major: Astronomy
Program Overview
The Bachelor of Science in Astronomy provides a theoretical foundation and practical experience in the field of astronomy. The program offers strong coursework in astronomy, math, and physics, as well as research opportunities. Students develop skills in data analysis, computational methods, and science communication.
This program prepares students for study in astronomy at the graduate level. The program is also good preparation for careers in data science, science education, public outreach, and related fields.
Learning Outcomes
- Students will be able to identify astronomical objects and describe their essential properties.
- Students will be able to apply physical laws and quantitative mathematics to understand astronomical phenomena.
- Students will be able to use computational methods to characterize and interpret data.
- Students will be able to apply astronomical knowledge to develop and execute a focused research project.
- Students will be able to demonstrate effective science communication skills to explain the results of scientific research.
- Students will be able to apply physical laws and quantitative mathematics to understand advanced theoretical and laboratory physics concepts.
Undergraduate Policies
For undergraduate policies and procedures, please review the Undergraduate Academics section of the General Bulletin.
Accelerated Master's Programs
Undergraduate students may participate in accelerated programs toward graduate or professional degrees. For more information and details of the policies and procedures related to accelerated studies, please visit the Undergraduate Academics section of the General Bulletin.
Program Requirements
Students seeking to complete this major and degree program must meet the general requirements for bachelor's degrees and the Unified General Education Requirements. Students completing this program as a secondary major while completing another undergraduate degree program do not need to satisfy the school-specific requirements associated with this major.
The Bachelor of Science in astronomy requires 120 credit hours, including 18 credit hours in astronomy, 40 credit hours in physics, 14 credit hours in math, 3 credit hours in computer programming and 15 credit hours in technical electives.
Course List Code | Title | Credit Hours |
ASTR 221 | Stars and Planets | 3 |
ASTR 222 | Galaxies and Cosmology | 3 |
ASTR 306 | Astronomical Techniques | 3 |
ASTR 311 | Stellar Physics | 3 |
ASTR 323 | The Local Universe | 3 |
ASTR 328 | Cosmology and the Structure of the Universe | 3 |
ENGR 131 | Elementary Computer Programming | 3 |
MATH 121 | Calculus for Science and Engineering I | 4 |
MATH 122 | Calculus for Science and Engineering II | 4 |
or MATH 124 | Calculus II |
MATH 223 | Calculus for Science and Engineering III | 3 |
or MATH 227 | Calculus III |
MATH 224 | Elementary Differential Equations | 3 |
or MATH 228 | Differential Equations |
PHYS 121 | General Physics I - Mechanics | 4 |
or PHYS 123 | Physics and Frontiers I - Mechanics |
PHYS 122 | General Physics II - Electricity and Magnetism | 4 |
or PHYS 124 | Physics and Frontiers II - Electricity and Magnetism |
PHYS 203 | Analog and Digital Electronics | 4 |
PHYS 204 | Advanced Instrumentation Laboratory | 4 |
PHYS 221 | Introduction to Modern Physics | 3 |
PHYS 250 | Computational Methods in Physics | 3 |
PHYS 310 | Classical Mechanics | 3 |
PHYS 313 | Thermodynamics and Statistical Mechanics | 3 |
PHYS 324 | Electricity and Magnetism I | 3 |
PHYS 325 | Electricity and Magnetism II | 3 |
PHYS 331 | Introduction to Quantum Mechanics I | 3 |
PHYS 332 | Introduction to Quantum Mechanics II | 3 |
| Dark Matter | |
| Planetary Materials | |
| The Copernican Revolution | |
| Introduction to Linear Algebra for Applications | |
| Revolutions in Science | |
| Advanced Laboratory Physics I | |
| Introduction to Nuclear and Particle Physics | |
| Physical Optics | |
| Methods of Mathematical Physics I | |
| Basic Statistics for Engineering and Science Using R Programming | |