ΙΣΗΜΕΡΙΝΕΣ ΚΙΝΗΣΕΙΣ ΦΟΡΤΙΣΜΕΝΩΝ ΣΩΜΑΤΙΔΙΩΝ ΣΕ ΑΠΟΜΟΝΩΜΕΝΑ ΜΑΓΝΗΤΙΚΑ ΖΕΥΓΗ ΥΛΙΚΩΝ ΣΩΜΑΤΩΝ

THIS THESIS DEALS WITH THE EQUATORIAL MOTIONS OF A CHARGED PARTICLE IN A MAGNETIC-BINARY SYSTEM. USING THE STEEPEST DESCENT METHOD, THE PERMISSIBLE AREAS OFMOTION ARE DERIVED THROUGH THEIR ZERO-VELOCITY CONTOURS. THESE CONTOURS REVEAL A NUMBER OF EQUILIBRIUM POINTS ON EACH EQUATORIAL PLANE, THE STABILITY OF WHICH IS STUDIED BY MEANS OF THE CHARACTERISTIC EXPONENTS. NEXT, SOME CLASSICAL NUMERICAL TECHNIQUES ARE APPLIED TO FIND FAMILIES OF SYMMETRIC PERIODIC ORBITS. THE STABILITY FOR EACH ORBIT IS THEN INVESTIGATED USING VARIATIONAL EQUATIONS. THE PROCEDURE PROPOSED IS THEN APPLIED TO A SPECIFIC MODEL AND THE RESULTSARE ANALYTICALLY DISCUSSED.

Grantor dc:publisher

National Technical University of Athens (NTUA)

Year dc:date

1986

Authors dc:creator

• Kalvouridis, Tilemahos
• Καλβουρίδης, Τηλέμαχος

• ΕΥΣΤΑΘΕΙΑ ΤΡΟΧΙΩΝ
• ΙΣΗΜΕΡΙΝΕΣ ΚΙΝΗΣΕΙΣ
• ΟΙΚΟΓΕΝΕΙΕΣ ΠΕΡΙΟΔΙΚΩΝ ΤΡΟΧΙΩΝ
• ΣΥΜΜΕΤΡΙΚΕΣ ΤΡΟΧΙΕΣ
• ΣΥΣΤΗΜΑΤΑ ΜΑΓΝΗΤΙΚΩΝ ΖΕΥΓΩΝ
• EQUATORIAL MOTIONS
• Families of periodic orbits
• MAGNETIC BINARY SYSTEMS
• Stability
• SYMMETRIC MOTIONS
• Φυσικές Επιστήμες
• Φυσική
• Μαθηματικά
• Natural Sciences
• Physical Sciences
• Mathematics

Language dc:language

gre

Identifier

10.12681/eadd/0021

OAI identifier oai:identifier

oai:10442/0021