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By (2), γ is ternary additive.
The ordering behaviour of a Ni-Mo alloy in the presence of a ternary additive, viz.
The influence of formulation properties on DPI performance, such as particle size, particle concentration, particle morphology, particle surface roughness, density and porosity, crystal form, electrostatic charge, flowability and the type of ternary additive, has also been explored.
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The effects of ternary compound additives, MnO2 TiO2 CAS (CaO–Al2O3–SiO2 glass) and MgO Y2O3 SiO2 on the densification and microstructure of alumina have been investigated, using simplex design and regression analysis.
In iPP and EP matrices, possibilities of various binary, ternary and quaternary additive systems have been found [20, 21, 22].
Within a thermodynamic framework we use an additive ternary decomposition of the logarithmic Hencky strain tensor into mechanical, thermal and chemical parts.
The resulting PYR14TFSI + LiTFSI + polymer additive ternary electrolyte exhibited relatively high ionic conductivity as well as remarkably low viscosity over a wide temperature range compared to the PYR14TFSI + LiTFSI binary electrolytes.
The cell exhibited a capacity fading rate of approximately 0.09 0.15% per cycle over 50 cycles at RT. Consequently, the PYR14TFSI + LiTFSI + polymer additive ternary mixture is a promising electrolyte for cells using lithium metal electrodes such as the Li/LiFePO4 cell reported here.
(1)A mapping is called a -ternary additive homomorphism briefly, -ternary 1-homomorphism if is an additive mapping satisfying (2.1) for all.
Using fixed point methods, we prove the stability and superstability of -ternary additive, quadratic, cubic, and quartic homomorphisms in -ternary rings for the functional equation, for each.
In this paper, using the idea of Park and Cui [46], we study the further generalized stability of -ternary additive, quadratic, cubic, and quartic mappings over -ternary algebra via fixed point method for the functional equation (2.4).
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