TY - GEN
T1 - Anti-vibration reinforcement design methodology of ship engine room using topology optimization
AU - Daifuku, M.
AU - Kawasaki, K.
AU - Takezawa, A.
AU - Kitamura, M.
AU - Terashita, H.
AU - Ohtsuki, Y.
PY - 2013
Y1 - 2013
N2 - This paper discusses a structural optimization for the reinforcement of the engine room of a ship with respect to the antivibration characteristics. To improve vibration characteristics of the structures, topology optimization methods can be effective because it can optimize fundamental characteristics of the structure due to its capability being able to change the topology of the target structure. In this research, we optimize the reinforcement of the engine room using the topology optimization for improving anti-vibration characteristics. First, an experimentally-observed vibration phenomenon is simulated using finite element method for frequency response problems. Next, the objective function used in the topology optimization is set as the dynamic work done by the load based on the energy equilibrium of the structural vibration. Then, the optimization problem is constructed by adding the volume constraint. Finally, based on the finite element analysis and the optimization problem, the topology optimization is performed for several vibration cases.
AB - This paper discusses a structural optimization for the reinforcement of the engine room of a ship with respect to the antivibration characteristics. To improve vibration characteristics of the structures, topology optimization methods can be effective because it can optimize fundamental characteristics of the structure due to its capability being able to change the topology of the target structure. In this research, we optimize the reinforcement of the engine room using the topology optimization for improving anti-vibration characteristics. First, an experimentally-observed vibration phenomenon is simulated using finite element method for frequency response problems. Next, the objective function used in the topology optimization is set as the dynamic work done by the load based on the energy equilibrium of the structural vibration. Then, the optimization problem is constructed by adding the volume constraint. Finally, based on the finite element analysis and the optimization problem, the topology optimization is performed for several vibration cases.
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M3 - Conference contribution
AN - SCOPUS:84903615890
SN - 9781909024182
T3 - RINA, Royal Institution of Naval Architects - International Conference on Computer Applications in Shipbuilding 2013, ICCAS 2013
SP - 175
EP - 179
BT - RINA, Royal Institution of Naval Architects - International Conference on Computer Applications in Shipbuilding 2013, ICCAS 2013
PB - Royal Institution of Naval Architects
T2 - International Conference on Computer Applications in Shipbuilding 2013, ICCAS 2013
Y2 - 24 September 2013 through 26 September 2013
ER -