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This paper investigates passive vehicle suspensions with inerters by considering multiple performance requirements including ride comfort, suspension deflection and tyre grip, where suspension deflection performance is novelly considered which is formulated as a part of objective functions and a constraint separately.
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In this case, the values of the functional characteristics depend on the gap situations, and are not explicitly formulated as a function of part deviations.
These aspects will typically depend on domain knowledge about the particular problem at hand and can be made a part of the overall objective function or formulated as a separate objective function in a multi-objective optimization setting.
As an original contribution, the potential energy of the saturated materials weakened by closed frictional microcracks is determined and formulated as a sum of an elastic part and a plastic part, the latter entirely induced by frictional sliding of microcracks.
In this section, a stochastic cellular manufacturing system problem will be formulated as a queue system, which considers parts and machines as customers and servers with the arrival and service rate of λ and μ, respectively.
In the second part, the design problem is formulated as a standard H∞-model matching problem which is solved using H∞-optimization LMI techniques.
The control problem is formulated as a convex concave optimization problem and then convexified by linearization of the concave part around an initial controller.
The proposed method is formulated as a nonlinear optimization using a dynamic simulator based on 3D geometric model of assembled parts.
The problem is formulated as a 0/1 linear and integer programming model in order to minimize the dissimilarities between machines and/or parts.
The test for discrimination can be formulated as a "but for" question.
"First, for being formulated as a response to the perceptual qualities and inner structure of the place it activates.
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