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Ella Meyer, Conan Lee, and Harshinee Sriram

This course will delve into quantum mechanics by introducing learners to its core principles, mathematical foundations, and real-world applications. From understanding the fundamental concepts to exploring practical examples, this course aims to equip learners with the knowledge and tools necessary to understand the importance of quantum mechanics and appreciate its potential to the future world.

What's inside

Learning objectives

  • Module 1: introduction to quantum mechanics
  • Uncover the significance and applications of quantum mechanics across various contexts
  • Module 2: classical vs. quantum mechanics
  • Review experiments demonstrating the limitations of classical mechanics
  • Compare the concepts of classical and quantum mechanics
  • Module 3: fundamentals of quantum mechanics
  • Explore key concepts and principles of quantum mechanics
  • Utilize diy experiments and phet simulations for demonstration and visualization
  • Module 4: mathematical representation
  • Understand mathematical frameworks of quantum mechanics
  • Module 5: practical examples
  • Explore practical examples and step-by-step explanations
  • Explore generalizable forms for equations and problem types
  • Module 6: glossary
  • Understand key terms and equations, including formal and informal name variations, different variations of equations, and which forms are the most applicable on what occasions
  • Module 7: resources and further reading
  • Review additional resources and references for deeper understanding

Good to know

Know what's good
, what to watch for
, and possible dealbreakers
Explores quantum mechanics, a critical field in contemporary science and emerging technologies
Provides a comprehensive understanding of quantum mechanics' principles, applications, and mathematical foundations
Features interactive experiments and simulations for hands-on learning
Taught by experienced instructors, Ella Meyer, Conan Lee, and Harshinee Sriram
Suitable for learners seeking to build a strong foundation in quantum mechanics
May require familiarity with classical mechanics and basic mathematics for optimal understanding

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Activities

Be better prepared before your course. Deepen your understanding during and after it. Supplement your coursework and achieve mastery of the topics covered in Introduction to Quantum Mechanics with these activities:
Review Linear Algebra and Differential Equations
Brush up on linear algebra and differential equations to strengthen the mathematical foundation for quantum mechanics.
Browse courses on Linear Algebra
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  • Review matrices, vectors, and linear transformations.
  • Understand the basics of differential equations and their solutions.
Read Quantum Mechanics: The Theoretical Minimum
Gain a deeper understanding of quantum mechanics by reading this introductory text written by renowned physicists.
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  • Read the book carefully and take notes.
  • Engage with the exercises and problems.
Seek Guidance from Quantum Mechanics Experts
Connect with experts in the field to gain insights, ask questions, and receive personalized guidance.
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  • Identify potential mentors through research or networking.
  • Reach out and express interest in connecting.
Four other activities
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Join Quantum Mechanics Study Groups
Engage with peers in study groups to discuss concepts, solve problems, and enhance understanding.
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  • Find or create study groups with other learners.
  • Regularly meet to discuss course materials and work on problems together.
Develop a Quantum Mechanics Glossary
Create a personal glossary of key terms and concepts in quantum mechanics to enhance understanding and retention.
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  • Identify important terms and concepts from course materials.
  • Write clear and concise definitions.
  • Include examples and diagrams for better comprehension.
Explore Quantum Simulations with Python
Engage with guided tutorials to gain practical experience in simulating quantum systems using Python.
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  • Install necessary Python packages.
  • Follow tutorials to build and run quantum simulations.
  • Analyze and interpret simulation results.
Solve Quantum Mechanics Problems
Practice solving quantum mechanics problems to reinforce understanding of concepts and mathematical foundations.
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  • Attempt practice problems from textbooks or online resources.
  • Identify areas of difficulty and seek clarification.
  • Review solved examples to understand problem-solving techniques.

Career center

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