While the technique is applied here to the analysis of fully symmetric modes, only, it is demonstrated how the superposition-Galerkin method can be applied to any of the above plate problems regardless of the combination of free edge boundary conditions to be imposed.
The problem of joint optimization of the combination of high- and low-thrust arcs and the parameters of bimodal NTR (BNTR) propulsion system is considered for the interplanetary transfers.
At the heart of the contagion problem is the combination of complexity and leverage.
In this section, we suggest and analyze our method for finding common solutions of the combination of equilibria problem (1.3), the combination of variational inequality problems (1.4), and the hierarchical fixed point problem (1.8).
The problem is the combination of this great mass of data with monopoly power in the form of control over essential pathways to the market combined with a license to discriminate in the pricing and terms of service.
Therefore, the problem of ambiguity exists because of the combination of the mixture weight and transmission π 1 t 1.
Part of the problem has been the combination of falling equity markets (lower assets) and lower bond yields (higher liabilities).
This method is fit to the particular algebraic structure of the power flow problem resulting from the combination of a globally linear set of equations and nonlinear local relations imposed by power conversion devices, such as loads and generators.
The proposed approach is able to solve the TMD design and location problem, by exploiting the combination of different types of searching mechanisms.
We propose an original solution of the problem based on the combination of two ITP methods: (i) use of the hydroxyl ion as a natural and ESI-compatible terminator, and (ii) use of configurations based on moving-boundary ITP.
