Electromagnetic Field Theory: A Problem Solving Approach

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SUMMARY

The discussion centers on the book "Electromagnetic Field Theory: A Problem Solving Approach" by Marcus Zahn, which is considered suitable for electrical engineering students, particularly those entering their sophomore year. While some users find it less advanced than Griffiths' texts, familiarity with line and surface integrals is essential for comprehension. The book is recommended for its concise approach and practical problem-solving methodology, with users suggesting that tackling examples as problems enhances understanding. Additionally, the book is noted to be freely available online.

PREREQUISITES
  • Understanding of line and surface integrals
  • Familiarity with basic electrodynamics concepts
  • Ability to engage with mathematical problem-solving techniques
  • Access to "Electromagnetic Field Theory: A Problem Solving Approach" by Marcus Zahn
NEXT STEPS
  • Explore advanced topics in electrodynamics
  • Practice problem-solving with examples from Zahn's book
  • Research supplementary materials on line and surface integrals
  • Investigate online resources for additional explanations of complex concepts
USEFUL FOR

Electrical engineering students, educators in electromagnetism, and anyone seeking to enhance their understanding of electromagnetic field theory through practical problem-solving approaches.

Gandhi
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I stumbled on it while searching for electrodynamics textbooks for undergrads but this seems more advanced than Griffiths. Has anyone else used this book by Marcus Zahn? Is it a worthwhile read for an electrical engineer about to start sophomore year?
 
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Gandhi said:
I stumbled on it while searching for electrodynamics textbooks for undergrads but this seems more advanced than Griffiths. Has anyone else used this book by Marcus Zahn? Is it a worthwhile read for an electrical engineer about to start sophomore year?

Hi, this book looks brief but not really all that advanced to me. If you know your line and surface integrals very well, it shouldn't be too difficult.

But it is brief. What you may want to do is to treat the examples like problems: cover the solution and try to solve the example. If you can't, try to unstick yourself by reading the preceding text. If you really get stuck, unveil the example one line at a time. Then also, if there is something you don't understand, look it up online. That way you won't be falling behind.

But it looks like a very good book to me, surely it would be worth reading. So that it is recorded here for others, the book is freely available here.
 

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