Mathematics for electrical engineering

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SUMMARY

Electrical engineering students must possess a solid understanding of various mathematical concepts, including series, calculus, linear algebra, differential geometry, complex analysis, Fourier transforms, Laplace transforms, differential equations, and probability theory. While practical application of mathematics is crucial, a foundational grasp of theoretical principles enhances problem-solving capabilities. For advanced topics, knowledge of boundary value problems and techniques like Bessel functions and spherical harmonics is essential for fields such as semiconductor devices and waveguides. Recommended resources include specialized handbooks tailored for engineers.

PREREQUISITES
  • Series and calculus
  • Linear algebra
  • Differential equations
  • Complex analysis
NEXT STEPS
  • Research boundary value problems in electromagnetics
  • Study Bessel functions and their applications
  • Explore spherical harmonics in engineering contexts
  • Find and review handbooks of mathematics specifically for engineers
USEFUL FOR

Electrical engineering students, educators, and professionals seeking to reinforce their mathematical foundation and enhance their problem-solving skills in engineering applications.

niko2000
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Hi,
I study electrical engineering. I have passed the exams of mathematics and I don't have classes of mathematics anymore. Although I have passed mathematical exams with high grades, I have forgotten many things since I don't learn these things separately. Actually a quick look at the notes is enough to understand things.
I would like to ask you how is it with your knowledge of mathematics. Is it enough to know how to apply math for solving problems or should engineers know all the theory background as well.
I would also like to ask you which subjects should be known.
I have learned series, calculus, linear algebra, differential geometry, complex analysis, fouriere transforms, laplace transforms, differential equations, probability theory.
Is there anything else about the mathematics that engineer should know?
Could anyone recommend me any good handbook of mathematics for engineers?
I would also like to ask you how do you approach to the problem with mathematics. If there is a problem do you lean on mathematics theory or you use mathematics only as a tool and lean on theory linked to that object (for ex. electricism, magnetism, radiation ecc.).
Regards,
Niko
 
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niko2000 said:
Hi,
I study electrical engineering. ...
I have learned series, calculus, linear algebra, differential geometry, complex analysis, fouriere transforms, laplace transforms, differential equations, probability theory.
Is there anything else about the mathematics that engineer should know?
Could anyone recommend me any good handbook of mathematics for engineers?...
Regards,
Niko

Those topics are more than you can resonably expect to use. If you're going into semiconductor devices or transmission/waveguides, you might need some techniques for handling electromagnetics, such as solutions to boundary value problems (bessel functions, spherical harmonics, etc.) and such.
 

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