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Dynamical behavior of RF-biased Josephson junctions (I)

Journal Article:

Abstract

A lot of numerical investigation of equations of RF-biased Josephson junctions is carried out, in which the interference term is included in current-phase relation. Chaotic behavior, sequence of period-doubling bifurcations, inverse sequence of chaotic band and intermittent chaos are found separately in various parameter regions. The convergent factor delta n of 2/sup /P sequence and the ratio Phi(k)/Phi(k+1) are calculated, where Phi(k) is the average height of the peaks corresponding to 2/sup k/P in the power spectrum. We also study the symmetry possessed by period solutions and its relation to the nature of approach to chaos.
Publication Date:
Sep 01, 1985
Product Type:
Journal Article
Reference Number:
EDB-86-038424
Resource Relation:
Journal Name: Wuli Xuebao; (China); Journal Volume: 34:9
Subject:
75 CONDENSED MATTER PHYSICS, SUPERCONDUCTIVITY AND SUPERFLUIDITY; JOSEPHSON JUNCTIONS; NUMERICAL ANALYSIS; ELECTRIC CURRENTS; CURRENTS; JUNCTIONS; MATHEMATICS; SUPERCONDUCTING JUNCTIONS; 656101* - Solid State Physics- Superconductivity- General Theory- (-1987)
OSTI ID:
6324807
Research Organizations:
Department of Physics, Nanjing University
Country of Origin:
China
Language:
Chinese
Other Identifying Numbers:
Journal ID: CODEN: WLHPA; TRN: 86-005179
Submitting Site:
HEDB
Size:
Pages: 1140-1148
Announcement Date:

Journal Article:

Citation Formats

Zi-Dan, Wang, and Xi-Xian, Yao. Dynamical behavior of RF-biased Josephson junctions (I). China: N. p., 1985. Web.
Zi-Dan, Wang, & Xi-Xian, Yao. Dynamical behavior of RF-biased Josephson junctions (I). China.
Zi-Dan, Wang, and Xi-Xian, Yao. 1985. "Dynamical behavior of RF-biased Josephson junctions (I)." China.
@misc{etde_6324807,
title = {Dynamical behavior of RF-biased Josephson junctions (I)}
author = {Zi-Dan, Wang, and Xi-Xian, Yao}
abstractNote = {A lot of numerical investigation of equations of RF-biased Josephson junctions is carried out, in which the interference term is included in current-phase relation. Chaotic behavior, sequence of period-doubling bifurcations, inverse sequence of chaotic band and intermittent chaos are found separately in various parameter regions. The convergent factor delta n of 2/sup /P sequence and the ratio Phi(k)/Phi(k+1) are calculated, where Phi(k) is the average height of the peaks corresponding to 2/sup k/P in the power spectrum. We also study the symmetry possessed by period solutions and its relation to the nature of approach to chaos.}
journal = {Wuli Xuebao; (China)}
volume = {34:9}
journal type = {AC}
place = {China}
year = {1985}
month = {Sep}
}