12 research outputs found
Multicolor Layer-by-Layer films using weak polyelectrolyte assisted synthesis of silver nanoparticles
Bernstein–Walsh-Type Polynomial Inequalities in Domains Bounded by Piecewise Asymptotically Conformal Curve with Nonzero Inner Angles in the Bergman Space
On the Behavior of Algebraic Polynomial in Unbounded Regions with Piecewise Dini-Smooth Boundary
Uniform Convergence of the Generalized Bieberbach Polynomials in Regions with Simultaneously Exterior and Interior Zero Angles
Thermal behavior study of pristine and modified halloysite nanotubes
Pristine halloysite nanotubes (HNTs) were
studied by thermogravimetry (TG) up to 800 °C. Etching
of alumina from inside the tube (causing a significant increase
in tube lumen) was realized by treating the material
with an acidic H2SO4 solution at 50 °C. Both materials
were characterized by TG-FTIR techniques and their
thermal behaviors were compared with that of kaolinite.
The coupling of TG with FTIR enables to detect the gases
evolved during the TG experiments, thus confirming that
only pristine HNTs undergo dehydration with the loss of
interlayer water molecules at around 245 °C, while dehydroxylation
occurs in all these materials in close temperature
ranges around 500 °C. TG runs at five different
heating rates (2, 5, 10, 15 and 20 °C min-1), was carried
out in the same experimental conditions used for the
thermal analysis study with the aim to investigate dehydration
and dehydroxylation kinetics using some isoconversional
methods recommended by the ICTAC kinetic
committee, and thermogravimetric data under a modulated
rising temperature program. Finally, the results of the kinetic
analysis were discussed and explained in terms of the
strengths of the hydrogen bonds broken during these
processes
On the Statistical Convergence of Metric-Valued Sequences
We study the conditions for the density of a subsequence of a statistically convergent sequence under which this subsequence is also statistically convergent. Some sufficient conditions of this type and almost converse necessary conditions are obtained in the setting of general metric spaces.Вивчаються умови на щільність підпослідовності статистично з6іжної послідовності, за яких ця підпослідовність також є статистично збіжною. Деякі достатні умови такого типу та майже обернені необхідні умови отримано в постановці загальних метричних просторів
