Mathematical modelling of flow-injection systems
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Flow Injection Analysis
Flow Injection Analysis
Flow-Injection Analysis: Principles and Applications
Automatic Methods of Analysis
Flow Injection Analysis: A Practical Guide
Cited by (34)
Flow injection analysis: An approach via linear non-equilibrium thermodynamics
2018, TalantaCitation Excerpt :The presented material is the first attempt uniting these factors into the alone logical whole using LNET ideas in contrast to the classical equations of FIA theory based on mass and momentum conservation law. Different approaches to the numerical solutions of such equations of the FIA theory are discussed in the literature [3–6,16,17,33]. Expanding of the developed approach based on LNET will require additional preliminary in-depth-analysis of forces and fluxes arising in flow analysis systems.
Dispersion in cylindrical channels on the laminar flow at low Fourier numbers
2015, Analytica Chimica ActaFlow injection analysis simulations and diffusion coefficient determination by stochastic and deterministic optimization methods
2013, Analytica Chimica ActaCitation Excerpt :The obtained results confirm the applied assumptions: the negligible axial diffusion for the numerical dispersion model and the normal distribution and the concentration determination for the random walk model. Following other authors [4,11,18], differences between the experimental and the present results can be credited to: changes in channel geometry and cross section area at the detector, coiling and mixing effects giving rise to radial dispersion, non-ideality of solutions, mixing at the tube entrance creating the diffuse and curved interface rather than the sharp plane assumed in simulations. The present methods are general and can be used for the determination of diffusion coefficients in cases where analytical solutions are invalid, offering relatively low computational time and flexibility.
Mathematical modeling of dispersion in single interface flow analysis
2010, Analytica Chimica Acta