Course Course Summary Section 1 Content Section 1 Content Left Section 1 Content Right Credit Type: Course ACE ID: ACPE-0138 Organization's ID: Math226.3x Organization: Alternative Credit Project Ecosystem Location: Classroom-based Length: 5 weeks (50 hours) Dates Offered: 4/1/2015 - 3/31/2018 Credit Recommendation & Competencies Section 2 Content Section 2 Content Left Section 2 Content Right Level Credits (SH) Subject Upper-Division Baccalaureate 3 Applied Non-Linear Systems, Applied Non-Linear Differential Equations, Engineering Mathematics, or Applied Mathematics Description Section 3 Content Section 3 Content Left Section 3 Content Right Objective: The course objective is to learn the mathematical theory of nonlinear differential equations and their application to systems such as the pendulum, the glider, and the weather. Learning Outcomes: Apply the theory of linear systems to nonlinear systems near equilibrium points Use null clines to simplify phase plane analysis, and discuss systems with conserved quantities, dissipative systems, and gradient systems Understand of chaotic systems using the Lorenz system as the primary example General Topics: Nonlinear differential equations Instruction & Assessment Section 4 Content Section 4 Content Left Section 4 Content Right Instructional Strategies: Audio Visual Materials Case Studies Computer Based Training Discussion Lectures Practical Exercises Methods of Assessment: Examinations Quizzes Minimum Passing Score: 70% Supplemental Materials Section 5 Content Section 5 Content Left Section 5 Content Right Section 6 Content Section 6 Content Left Section 6 Content Right Button Content Rail Content 1 Page Content