North Park University - Chicago North Park University - Chicago

Undergraduate Programs

Program Requirements

As one of the broadest engineering disciplines, Mechanical Engineering offers pathways into a wide variety of careers. Consequently, the program requirements expose students to the many options they will have within the field through diverse courses. This breadth is coupled with the required depth to build marketable skills expected on your resume by designing flexibility into each class for students to more deeply pursue their specific interests through projects and independent study. Required directed research and an internship further develop these valuable skills.

Major Requirements

52 major sh
34 Core Curriculum Credits
120 total credits for graduation

Minor Requirements:

20 semester hours

ACADEMIC PLANNING GUIDE

CORE CURRICULUM

ACADEMIC CATALOG

Course Descriptions

For a complete list of all North Park’s programs and course offerings, review the academic catalog.

This course is the first semester of a calculus-based introductory physics course for science majors. Topics to be covered include kinematics, dynamics, energy and momentum, rotational motion, gravitation, equilibria, properties of materials, fluids, wave motion, sound, and simple harmonic oscillations. Emphasis will be placed on problem solving skills as well as conceptual understanding of the material. Lab is included in this course. Basic knowledge of trigonometry is assumed. Calculus is recommended.


This course is the second semester of a calculus-based introductory physics course for science majors. Topics to be covered include thermodynamics, electrical fields and forces, electric potential, DC circuits, magnetic fields and forces, AC circuits, geometrical and physical optics, quantum theory, atomic theory and structure, and nuclear structure, decay, and reactions. Emphasis will be placed on problem solving skills as well as conceptual understanding of the material. Lab is included in this course.


This course is an introduction to a variety of practical, real-world tools used in physics to solve problems and complete projects. In contrast to other courses which focus on the theoretical and analytical aspects of physics, this course covers tools you can use to not only do homework problems but also to tackle real-world engineering and research projects. In this course the focus will be predominately on visual thinking tools. Such topics include drawing and sketching for visualization, imagery and ideation, and basic technical drawing. Coverage may also include basic design and engineering concepts as well as an introduction to CAD.


Forget tests with pre-defined problems. Come learn by doing, diving into communities to get to know stakeholders and identifying what can be improved. Iterate solutions while balancing constraints and leveraging opportunity. This is design thinking. This course is an introductory course in engineering methods and problem solving.


How do we know? How do we decide that a theory is true? What does it take to become convinced? Physics is perceived as a totally analytical and quantitative field. However, the reality is that even at the simplest level there is considerable judgment required in the interpretation of data and the assignment of meaning to theory. This course will include a brief overview of the history and philosophy of physics, discussion of the methods of doing physics, experimental techniques, and the role of approximation in theory and computation. The emphasis will be placed on the nature of knowledge and the extent to which it is socially constructed. Students will reflect on science ethics, science policy, the role of the scientist in society, and the interface between science and theology.


This course is an introduction to mathematical methods in physics. Topics covered include using spreadsheets (Excel), algebraic languages (Mathematical), and interpreted languages (Python) to solve basic physics problems. Elementary numerical methods and scientific visualization is also covered. Topics of coverage may include: approximation techniques, numerical differentiation and integration, matrices, complex variables, and solution of transcendental equations.


We live in a connected world. From the components of your phone to national resource flows to teams of exerts, systems enable our everyday lives. Learn how to model engineering systems by considering input flows, system components, outputs, feedback and system control strategies. These principles are applied to a varying scale of systems, reinforcing their broad application.


This course offers a practical introduction to DC and AC circuits, filters, diodes, power supplies, transistors, operational amplifiers, and logic gates. Emphasis will be placed on both the mathematical methods and the "rules of thumb" used in everyday laboratory settings.


This course is the lab to accompany PHEN 2510. Students will gain practical experience in building electronic circuits and using electrical measuring devices with an eye toward laboratory application. Co-requisite: PHEN 2510 (required).


This course seeks to investigate how the unifying concepts of atomic theory can lead to an understanding of the observed behavior of macroscopic systems, how quantities describing the directly measurable properties of such systems are interrelated, and how these quantities can be deduced from a knowledge of atomic characteristics. Topics to be covered include properties of equilibria, heat and temperature, statistical ensembles, probability, specification of the state of a system, thermal interaction, work, internal energy, entropy, Maxwell distribution, equipartition theorem, applications to an ideal gas, phases, thermal conductivity, and transport of energy. There is no lab for this course.


Which materials are suitable for your products? Learn how materials are modeled and selected for designs in this course. This course covers the principles of stress, strain, torque, bending moment, Hooke's law, torsion, fatigue hardness and their practical applications to material selection.


This course presents a detailed account of the classical mechanics of particles, systems of particles, rigid bodies, moving coordinate systems, Lagrange and Hamiltonian formulations, linear oscillators, driven oscillators, nonlinear oscillations, and central force motion. A review of the mathematics of matrices, vectors, tensors, and vector calculus will be included. No lab is required.


How are heat, mass and momentum transported? This course addresses these transport phenomena by cover topics in fluid dynamics such as kinematics, conservation laws, dynamic similarity, and laminar flow solutions. Topics in heat and mass transfer cover internal and external convection, free convection, boiling and condensation, and the analogy between heat and mass transport. Analytical and computational modeling of these processes are simultaneously used.


This course is intended to help students begin to make the transition from student to professional. The course will have three main goals: 1) to help students examine their goals as they enter graduate school or the private sector; 2) to help students prepare for the departmental comprehensive exam; and 3) to begin to familiarize students with the literature in their field of study.


In PHEN 1410, students examined how we acquire knowledge and gain understanding about our world. In this course students examine the interface between knowledge and practice. Using their experience and information from their undergraduate courses students will examine the point at which physics research becomes truth. Students will examine how society affects research and how physics becomes part of society. This course will include a brief overview of anthropology and sociology of physics. The social construction of knowledge and the anthropology of the laboratory are examples of topics to be considered. Students will particularly focus on science ethics, security issues, and the role of the scientist in forming policy.


Students will work under the direction of a faculty mentor on a novel research project. Permission of the faculty mentor is required prior to enrollment in this course. This course may be repeated, though the department may limit the number of credit hours this course counts towards the major. Please see the departmental degree requirements for details.


Please refer to internship section of the catalog for requirements and guidelines


Beginning calculus, limits and continuity, derivatives, mean value theorem, applications of derivatives, antiderivatives, Riemann Sums, introduction to the definite integrals. Uses computers. Lab included. Student should have completed four years of high school math.


Continuation of MATH 1510. Fundamental theorem of calculus, evaluation of definite integrals, applications of definite integrals, introduction to differential equations, infinite sequences and series. Uses computers. Lab included.


Study of ordinary differential equations, especially first and second order, with applications to geometry and the physical life sciences. Uses computers.


A detailed study of functions of several variables including differentiation, line and surface integrals, and Green and Stokes' theorems. Uses computers.


A study of matrices, vector spaces, linear transformations, orthogonality, eigenvalues, and eigenvectors. Uses computers. Lab included.


A presentation of the basic laws of chemistry with emphasis on stoichiometry, atomic and electronic structure, bonding, and the states of matter(gas, liquid, solid, and solution). Properties and reactions of some elements and simple compounds are used to exemplify the principles. Chemistry I and II form a year's sequential study of the principles of chemistry with applications describing elements and compounds and their reactions. This sequence meets the needs of students majoring in the physical and biological sciences. Four hours lecture and two hours laboratory per week. Prerequisite: MATH placement above 1010 or co-requisite MATH 1010.