2002
DOI: 10.1016/s0020-7462(01)00110-x
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Fluid/structure interaction in numerical aeroelastic simulation

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Cited by 19 publications
(7 citation statements)
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“…The method is readily implemented with reduced computational time, given that no sub-cycling within each timestep is required to ensure conservation and compatibility condition as required of the two-way method. The uncoupled method allows the use of separate solvers without the need in formulating an interface/coupling algorithm to couple the independent codes, [6]. As a first step in this method, an initial 3D flow field analysis is performed to establish the unsteady forcing which is utilized as boundary condition in the finite element code to predict the unsteady stresses and subsequent fatigue life estimation.…”
Section: ) Fluid-structure Interaction Modellingmentioning
confidence: 99%
“…The method is readily implemented with reduced computational time, given that no sub-cycling within each timestep is required to ensure conservation and compatibility condition as required of the two-way method. The uncoupled method allows the use of separate solvers without the need in formulating an interface/coupling algorithm to couple the independent codes, [6]. As a first step in this method, an initial 3D flow field analysis is performed to establish the unsteady forcing which is utilized as boundary condition in the finite element code to predict the unsteady stresses and subsequent fatigue life estimation.…”
Section: ) Fluid-structure Interaction Modellingmentioning
confidence: 99%
“…This shortcoming may be addressed by employing a technique known as partitioned analysis procedure, in which a fully coupled set of field equations is decoupled into two or more partitions that are solved independently [20,40]. The partitions are executed incrementally in an alternating series and exchange data as the solution progresses in order to represent the effect of the coupling, an approach frequently employed in fluid-structure interaction problems [41][42][43], but applied here to a thermomechanical problem. For a thermomechanically coupled problem, the system in equations (3.3) and (3.9) is separated into thermal and structural partitions.…”
Section: Analysis Approachmentioning
confidence: 99%
“…23 In the field of aeroelasticity, for any flight vehicle, the states of motion are decided by the inertial force, damping force, elastic force and aerodynamic force, 24 as shown in equation (3) fF iner g + fF damp g + fF elas g = fF aero g ð 3Þ…”
Section: Fluid-structure Interactionmentioning
confidence: 99%
“…where [ M ] represents the structural mass matrix, [ C ] is the matrix of damping, [ K ] is the stiffness matrix and { F } is the vector of structure load. 23 In the field of aeroelasticity, for any flight vehicle, the states of motion are decided by the inertial force, damping force, elastic force and aerodynamic force, 24 as shown in equation (3)…”
Section: Fluid–structure Interactionmentioning
confidence: 99%