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Scientific Models

Models described in my scientific work.:

Li-Ion Battery Models
The electrochemical Newman-based models allowing the description of battery cells with two different types of anodes i. e., conversion (Li-metal) anode and intercalation (graphite) anode, and the NMC cathode of different thickness.
Scanning Electrochemical Microscopy
The model allowing the theoretical description of Scanning Electrochemical Microscopy (SECM) method for the characterisation of intercalative materials (electrodes in classical bateries or solid boosters in redox flow batteries.
Diffusion-Addsorption Model
Model of the motion of chloride ions through a concrete sample. The numerical solution of Fickian diffusion and binding according to Freundlich isotherm.
Nernst-Planck-Poisson Model
Most general from the models available for calculating the calibration curves of ISE and liquid junction potentials. It allows the simulation of both Ion-Exchanger ISE and Neutral-Carrier ISE.

Online Calculators

Simplified models for the description of various systems.:

Diffusion Layer Model
Time-dependent Diffusion Layer Model for simulating the calibration curves of Ion-Selective Electrodes. It allows, e.g. calculating the lower detection limit of ISE.
Phase Boundary Model
Phase Boundary Model for simulating the calibration curves (concentration-potential dependencies) of Ion-Selective Electrodes.
Liquid Junction Potential
Online Calculator of liquid junction potential using Henderson and Planck methods.
Fick Solver
Online simulation of pure diffusion in homogeneous materials based on the numerical solution of Fick's second law.
Inverse Problem
Quick method of establishing diffusion coefficient in homogeneous materials, based on the concentration profiles obtained from non-stationary measurements and the solution of Fick's second Law.
Diffusion-Addsorption Model
Online simulation of the motion of chloride ions through a concrete sample. The numerical solution of Fickian diffusion and binding according to Freundlich isotherm.
NPP for thin membranes
Nernst-Planck-Poisson Model for the description of electrodiffusion in thin membranes. It allows obtaining the potential and concentration profiles inside the membrane.