Christos Tsonos

Prof. Dr. Christos Tsonos

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Research Focus & Metrics

Academic Career Length

23Years (2004-Present)

(Calculated once Scilit publication data is synced: current year − year of first publication + 1)

Representative Publications

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5 October 2022 in Fluids
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Theodoros KarakasidisTheodoros Karakasidis
Theodoros Karakasidis
Filippos SofosFilippos Sofos
Filippos Sofos
CTChristos Tsonos
Christos Tsonos
In this paper, we incorporate experimental measurements from high-quality databases to construct a machine learning model that is capable of reproducing and predicting the properties of ionic liquids, such as electrical conductivity. Empirical relations traditionally determine the electrical conductivity with the temperature as the main component, and investigations only focus on specific ionic liquids every time. In addition to this, our proposed method takes into account environmental conditions, such as temperature and pressure, and supports generalization by further considering the liquid atomic weight in the prediction procedure. The electrical conductivity parameter is extracted through both numerical machine learning methods and symbolic regression, which provides an analytical equation with the aid of genetic programming techniques. The suggested platform is capable of providing either a fast, numerical prediction mechanism or an analytical expression, both purely data-driven, that can be generalized and exploited in similar property prediction projects, overcoming expensive experimental procedures and computationally intensive molecular simulations.

1 January 2011 in Ceramics International
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CTChristos Tsonos
Christos Tsonos
Athanasios KanapitsasAthanasios Kanapitsas
Athanasios Kanapitsas
DTDimos Triantis
Dimos Triantis
CAC. Anastasiadis
C. Anastasiadis
Ilias StavrakasIlias Stavrakas
Ilias Stavrakas
ENE. Neagu
E. Neagu


Verified
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CTChristos Tsonos
Christos Tsonos
The AC conductivity response of disordered materials follows a universal power law of the form σ′(ω)∝ωn at the low frequency regime, with the power exponent values in the range 0 < n < 1. At the high frequency regime, in many experimental data of different disordered materials, superlinear values of the power exponent n were observed. The observed superlinear values of the power exponent are usually within 1<n<2, but in some cases values n>2 were detected. The present work is based on the definitions of electromagnetic theory as well as the Havriliak–Negami equation and the damped harmonic oscillator equation, which are widely used for the description of dielectric relaxation mechanisms and vibration modes in the THz frequency region, respectively. This work focuses mainly on investigating the parameters that affect the power exponent and the range of possible n values.

1 December 2021 in Physica B: Condensed Matter
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PPPanagiotis Photopoulos
Panagiotis Photopoulos
CTChristos Tsonos
Christos Tsonos
Ilias StavrakasIlias Stavrakas
Ilias Stavrakas
DTDimos Triantis
Dimos Triantis

10 July 2025 in Polymers
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A. C. PatsidisA. C. Patsidis
A. C. Patsidis
ASAikaterini Sanida
Aikaterini Sanida
GMGeorgia Manika
Georgia Manika
SGSevasti Gioti
Sevasti Gioti
GMGeorgios Ν. Mathioudakis
Georgios Ν. Mathioudakis
Georgios Chr. PsarrasGeorgios Chr. Psarras
Georgios Chr. Psarras
In this work magnetic nanoparticles (Fe3O4, or ZnFe2O4, or SrFe12O19) and BaTiO3 microparticles were embedded in an epoxy resin for the synthesis of three series of hybrid magnetic polymer nanocomposites. Barium titanate content was kept constant, while magnetic phase content was varied. Fabricated specimens were structurally and morphologically characterized by employing scanning electron microscopy images and X-ray diffraction patterns. Results implied successful synthesis of the hybrid nanocomposites. The magnetic behavior of the pure magnetic nanoparticles and the fabricated nanocomposites was investigated via a Vibrating Sample Magnetometer. The magnetic performance of each type of magnetic phase (i.e., soft and hard) was induced in the nanocomposites, and magnetic performance is strengthened with the increase in magnetic phase content. Initial magnetization curves were used for the determination of mass magnetic susceptibility of all nanocomposites. Magnetic saturation and magnetic remanence have been found to follow a linear relationship with magnetic phase content, giving the opportunity to predict the system’s response in advance.