Abstract
An overdamped particle moving in a periodic potential, and subject to a constant force and a stochastic force (i.e., {chi} = -sin(2{pi}{chi}) + B + {Gamma}(t),{Gamma}(t) is a white noise) is considered. The mobility of the particle, d<{chi}(t)>/dt, is investigated. The stochastic resonance type of behaviour is revealed. The study of the SR problem can thus be extended to systems with periodic force. (author). 13 refs.
Citation Formats
Gang, Hu.
Stochastic resonance in a periodic potential system under a constant force.
IAEA: N. p.,
1992.
Web.
Gang, Hu.
Stochastic resonance in a periodic potential system under a constant force.
IAEA.
Gang, Hu.
1992.
"Stochastic resonance in a periodic potential system under a constant force."
IAEA.
@misc{etde_10126134,
title = {Stochastic resonance in a periodic potential system under a constant force}
author = {Gang, Hu}
abstractNote = {An overdamped particle moving in a periodic potential, and subject to a constant force and a stochastic force (i.e., {chi} = -sin(2{pi}{chi}) + B + {Gamma}(t),{Gamma}(t) is a white noise) is considered. The mobility of the particle, d<{chi}(t)>/dt, is investigated. The stochastic resonance type of behaviour is revealed. The study of the SR problem can thus be extended to systems with periodic force. (author). 13 refs.}
place = {IAEA}
year = {1992}
month = {Oct}
}
title = {Stochastic resonance in a periodic potential system under a constant force}
author = {Gang, Hu}
abstractNote = {An overdamped particle moving in a periodic potential, and subject to a constant force and a stochastic force (i.e., {chi} = -sin(2{pi}{chi}) + B + {Gamma}(t),{Gamma}(t) is a white noise) is considered. The mobility of the particle, d<{chi}(t)>/dt, is investigated. The stochastic resonance type of behaviour is revealed. The study of the SR problem can thus be extended to systems with periodic force. (author). 13 refs.}
place = {IAEA}
year = {1992}
month = {Oct}
}