This p:ipcr describes a r.ew analytical finite-element method for
determining the behaviour of bundles of co.nduclors subject to wakeinduccd
oscillations. Complete movement equations are obtained, in
non-linear fonn, for asccrtJining the occurcnce of the phenomenon
and for computing amplitude of steady~tate oscillations (limit
cycles) by means or numerical integration.
In addition, a description is given of the procedure followed to
linearize the above movement equations, which results in a conside- ·
rable saving in the computer time that would have to be used if it·
were desired to define fields of instability by means of numericai
integration alone.
Herc, examples are given of application of the method in the
case of twin and triple bundles.
%0 Journal Article
%1 curamiinduced
%A Curami, A
%A Diana, G
%A Riva, R
%A Giacomo, G
%A Nicolini, P
%D -
%K bundle oscillations systems
%T Wake induced oscillations in bundle systems
1 part - Finite element method analytical and experimental results
%X This p:ipcr describes a r.ew analytical finite-element method for
determining the behaviour of bundles of co.nduclors subject to wakeinduccd
oscillations. Complete movement equations are obtained, in
non-linear fonn, for asccrtJining the occurcnce of the phenomenon
and for computing amplitude of steady~tate oscillations (limit
cycles) by means or numerical integration.
In addition, a description is given of the procedure followed to
linearize the above movement equations, which results in a conside- ·
rable saving in the computer time that would have to be used if it·
were desired to define fields of instability by means of numericai
integration alone.
Herc, examples are given of application of the method in the
case of twin and triple bundles.
@article{curamiinduced,
abstract = {This p:ipcr describes a r.ew analytical finite-element method for
determining the behaviour of bundles of co.nduclors subject to wakeinduccd
oscillations. Complete movement equations are obtained, in
non-linear fonn, for asccrtJining the occurcnce of the phenomenon
and for computing amplitude of steady~tate oscillations (limit
cycles) by means or numerical integration.
In addition, a description is given of the procedure followed to
linearize the above movement equations, which results in a conside- ·
rable saving in the computer time that would have to be used if it·
were desired to define fields of instability by means of numericai
integration alone.
Herc, examples are given of application of the method in the
case of twin and triple bundles.},
added-at = {2020-04-20T21:27:42.000+0200},
author = {Curami, A and Diana, G and Riva, R and Giacomo, G and Nicolini, P},
biburl = {https://www.bibsonomy.org/bibtex/2faf4a2d4d0cc081d4ef1797b81753dd7/chkokalis},
interhash = {afe95d506473c6b5ef518f00952ab478},
intrahash = {faf4a2d4d0cc081d4ef1797b81753dd7},
keywords = {bundle oscillations systems},
timestamp = {2020-04-23T23:54:15.000+0200},
title = {Wake induced oscillations in bundle systems
1 part - Finite element method analytical and experimental results},
year = {-}
}