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Trimodal architectures (containing three components, nano/ultrafine grains, coarse grains and ceramic reinforcements) allow for multiple degrees of freedom in the design of the microstructures that can be engineered, for example, to achieve combinations of strength, ductility and damage resistance that are not attainable with conventional materials.
The unified mixed linear model (MLM) approach [ 14] that accounts for multiple degrees of relatedness (population structure and cryptic relationships) was used: (3) y = Xβ + Za + ϵ where β is an unknown vector containing fixed effects, including a genetic marker, population structure (Q ), and the intercept; X is the known design matrices relating to β.
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Based on the estimated acceleration an acceleration feedback control (AFC) is presented for multiple degree-of-freedom (DOF) mechatronic system.
We employ recent control design algorithms for delay systems to address the mixed sensitivity design of a dynamic controller for multiple degree of freedom systems interconnected with an inverse signal shaper.
Find the difference in temperature for changes of multiple degrees.
Besides the ordinary kinematic/dynamic constraints and specifications for a multiple degrees of freedom (DOF) manipulator suitable for EAST in-vessel inspection, there is extra necessity in design for the extreme in-vessel environment, e.g., high temperature and high vacuum.
Incremental harmonic balance (IHB) formulations are derived for general multiple degrees of freedom (d.o.f).o.f
A white couple I know, let's call them Helen and Henry, a native Wisconsinite and native New Yorker (both a product of public schools) went to some of the top colleges in the country for their multiple degrees.
A generalized methodology is suggested for robust convergence of multiple degree of freedom elastoplastic systems.
In this paper, a modified GA strategy is proposed to improve the accuracy and computational time for parameter identification of multiple degree-of-freedom (DOF) structural systems.
The finite element analysis (FEA) and matrix methods are combined to analyze the CPMs' Jacobian and stiffness matrices, based on which a new formulation is proposed for the topology optimization of multiple degree-of-freedom (DOF) compliant mechanisms.
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