Classical and Quantum Explanation of the Magnetic Focusing
In Newtonian mechanics, the motion of the charge in the magnetic field is the equidistance helical line. It is composed of the uniform motion in magnetic field’s direction and the circular motion in vertical direction. In quantum mechanics, its motion is the two-dimensional resonance. Its energy level is separate. Its wave function is probability. With this theory, magnetic focusing is explained to that a large number of charge moving in the magnetic field is not 100% at a point. They will be dispersed according to probability.
China University of Science and Technology of Physics Class (Ed.). (1990). The physical test question and answer (pp.129-131). Hefei China: University of science and technology of China press.
Landau, L. D., & Lifshitz, E. M. (1977). Quantum mechanics (pp.274-293). Benjamin: Pergamon Press.
Liang, S. R., & Wang, X. J. (Eds.). (1982). Basis of electrodynamics (pp.89-102). Beijing: Beijing Normal University Press.
Zen, J. Y. (1998). Introduction of quantum mechanics (pp.256-258). Beijing: Beijing University press.
- There are currently no refbacks.
How to do online submission to another Journal?
If you have already registered in Journal A, then how can you submit another article to Journal B? It takes two steps to make it happen:
1. Register yourself in Journal B as an Author
Find the journal you want to submit to in CATEGORIES, click on “VIEW JOURNAL”, “Online Submissions”, “GO TO LOGIN” and “Edit My Profile”. Check “Author” on the “Edit Profile” page, then “Save”.
Go to “User Home”, and click on “Author” under the name of Journal B. You may start a New Submission by clicking on “CLICK HERE”.
We only use the following emails to deal with issues about paper acceptance, payment and submission of electronic versions of our journals to databases:
firstname.lastname@example.org; email@example.com; firstname.lastname@example.org
Copyright © Canadian Research & Development Centre of Sciences and Cultures (CRDCSC)
Address: 9375 Rue de Roissy Brossard, Québec, J4X 3A1, Canada
Telephone: 1-514-558 6138