APM2614 · UNISA · Applied Dynamical Systems
APM2614 Applied Dynamical Systems

This deep dive covers the full APM2614 Applied Dynamical Systems curriculum for UNISA — discrete difference-equation systems, linear systems via eigenvalues, singular points and phase-plane analysis, stability and Lyapunov functions, limit cycles, and controllability & observability. Sign in or create a free account to access the material and save your progress.

Sign in at ikhaka.com to continue

Registration is free. No credit card required.

Achievements
Leaderboard
Add yourself to the leaderboard
Topics
Formula Sheet
All APM2614 formulas · 6 chapters
APM2614 Applied Dynamical Systems
Applied Dynamical Systems
A complete walkthrough of the UNISA APM2614 syllabus — discrete and continuous dynamical systems, difference equations and cobweb analysis, linear systems solved with eigenvalues, singular (fixed) points and phase-plane analysis, stability and the trace–determinant plane, Lyapunov functions and limit cycles, and controllability & observability of linear control systems. Calculator-free, with AI quizzes, AI-marked written practice, and worked examples.
No topics or units match ""
Full Exam Assessment
20 questions across all 6 chapters · AI-generated · Personalised readiness report
Not attempted
📄
UNISA Past Papers
Practise with questions styled after UNISA exam papers
Exam style · All chapters
🗂️
Question Bank
Filter by chapter, marks & difficulty · full worked solutions
All topics
🧪
Modelling Lab
Practise the full modelling cycle · assumptions → equation → interpretation
AI-marked
Hide the evidence!
You fixed 3 mistakes. Don't tell anyone.
+70
⚡ Total XP
85%
✓ Accuracy
2:55
⏱ Time