Add to ORKGMany dierent languages are used to describe vector calculus, resulting in a \vector calculus gap " between mathematicians and other scientists. After rst comparing sev-eral dierent traditional approaches to dening the derivative operators div, grad, and curl in curvilinear coordinates, we present a new approach based on \electromagnetic conic sections".
Vector calculus and multivariable coordinate systems play a large role in the understanding and calc...
Using mathematical concepts and techniques to describe natural phenomena is a challenging but import...
mechanical vibrating system, Vector calculus in electromagnetism, Fourier Analysis for periodic func...
© 2015 authors. Published by the American Physical Society. Understanding Maxwell's equations in dif...
The common definitions of gradient, curl and divergence operators in standard textbooks on vector an...
Understanding Maxwell’s equations in differential form is of great importance when studying the elec...
In this paper I introduce the isotropic vector ¯eld decomposition methodology. This new methodology ...
This paper treats the fundamentals of the vector differential calculus part of universal geometric c...
We discuss some of the di®erences between the way mathematicians and physicists view vector calculus...
In the chapter one of this text we give an introduction to, and discuss the main integral theorems, ...
We have developed, implemented, and assessed a teaching-learning sequence that aims to enhance stude...
The study of conic sections can be traced back to ancient Greek mathematicians, usually to Applo-nio...
Conics are relevant in many undergraduate course on classical physics, from free fall to Rutherford ...
In sections one through three we take a careful look at divergence, curl, and gradient from vector c...
© 2018 authors. Published by the American Physical Society. We have developed, implemented, and asse...
Vector calculus and multivariable coordinate systems play a large role in the understanding and calc...
Using mathematical concepts and techniques to describe natural phenomena is a challenging but import...
mechanical vibrating system, Vector calculus in electromagnetism, Fourier Analysis for periodic func...
© 2015 authors. Published by the American Physical Society. Understanding Maxwell's equations in dif...
The common definitions of gradient, curl and divergence operators in standard textbooks on vector an...
Understanding Maxwell’s equations in differential form is of great importance when studying the elec...
In this paper I introduce the isotropic vector ¯eld decomposition methodology. This new methodology ...
This paper treats the fundamentals of the vector differential calculus part of universal geometric c...
We discuss some of the di®erences between the way mathematicians and physicists view vector calculus...
In the chapter one of this text we give an introduction to, and discuss the main integral theorems, ...
We have developed, implemented, and assessed a teaching-learning sequence that aims to enhance stude...
The study of conic sections can be traced back to ancient Greek mathematicians, usually to Applo-nio...
Conics are relevant in many undergraduate course on classical physics, from free fall to Rutherford ...
In sections one through three we take a careful look at divergence, curl, and gradient from vector c...
© 2018 authors. Published by the American Physical Society. We have developed, implemented, and asse...
Vector calculus and multivariable coordinate systems play a large role in the understanding and calc...
Using mathematical concepts and techniques to describe natural phenomena is a challenging but import...
mechanical vibrating system, Vector calculus in electromagnetism, Fourier Analysis for periodic func...