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COMSOL Inc exact, microscopic model
A comparison of antibiotic concentration as a function of the radial tactoid coordinate for the <t>microscopic</t> and homogenized model, at t = 0.5 s, for ( a ) 10 phage layers and ( b ) 100 phage layers. The adsorption coefficient α = 0.4 μm.
Exact, Microscopic Model, supplied by COMSOL Inc, used in various techniques. Bioz Stars score: 90/100, based on 1 PubMed citations. ZERO BIAS - scores, article reviews, protocol conditions and more
https://www.bioz.com/product/exact%2C+microscopic+model/exact++microscopic+model/pmc09810422-43-17-21
Average 90 stars, based on 1 article reviews
exact, microscopic model - by Bioz Stars, 2026-09
90/100 stars

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Article Title: Homogenization modelling of antibiotic diffusion and adsorption in viral liquid crystals

Journal: Royal Society Open Science

doi: 10.1098/rsos.221120

A comparison of antibiotic concentration as a function of the radial tactoid coordinate for the microscopic and homogenized model, at t = 0.5 s, for ( a ) 10 phage layers and ( b ) 100 phage layers. The adsorption coefficient α = 0.4 μm.
Figure Legend Snippet: A comparison of antibiotic concentration as a function of the radial tactoid coordinate for the microscopic and homogenized model, at t = 0.5 s, for ( a ) 10 phage layers and ( b ) 100 phage layers. The adsorption coefficient α = 0.4 μm.

Techniques Used: Comparison, Concentration Assay, Adsorption

Summary of scaling regimes of the diffusion and adsorption times, and the resulting homogenized models.
Figure Legend Snippet: Summary of scaling regimes of the diffusion and adsorption times, and the resulting homogenized models.

Techniques Used: Diffusion-based Assay, Adsorption, Homogenization

Related Articles

Comparison:

Article Title: Homogenization modelling of antibiotic diffusion and adsorption in viral liquid crystals
Article Snippet: the homogenization of the model in this paper follows the approach of Allaire [ ]. .. We obtain a macroscopic, homogenized model, which can be compared in some simpler cases with an exact, microscopic model solved using Comsol. .. These models serve to verify that homogenization is a valuable means of analysis in the t

Concentration Assay:

Article Title: Homogenization modelling of antibiotic diffusion and adsorption in viral liquid crystals
Article Snippet: the homogenization of the model in this paper follows the approach of Allaire [ ]. .. We obtain a macroscopic, homogenized model, which can be compared in some simpler cases with an exact, microscopic model solved using Comsol. .. These models serve to verify that homogenization is a valuable means of analysis in the t

Adsorption:

Article Title: Homogenization modelling of antibiotic diffusion and adsorption in viral liquid crystals
Article Snippet: the homogenization of the model in this paper follows the approach of Allaire [ ]. .. We obtain a macroscopic, homogenized model, which can be compared in some simpler cases with an exact, microscopic model solved using Comsol. .. These models serve to verify that homogenization is a valuable means of analysis in the t

Diffusion-based Assay:

Article Title: Homogenization modelling of antibiotic diffusion and adsorption in viral liquid crystals
Article Snippet: the homogenization of the model in this paper follows the approach of Allaire [ ]. .. We obtain a macroscopic, homogenized model, which can be compared in some simpler cases with an exact, microscopic model solved using Comsol. .. These models serve to verify that homogenization is a valuable means of analysis in the t

Homogenization:

Article Title: Homogenization modelling of antibiotic diffusion and adsorption in viral liquid crystals
Article Snippet: the homogenization of the model in this paper follows the approach of Allaire [ ]. .. We obtain a macroscopic, homogenized model, which can be compared in some simpler cases with an exact, microscopic model solved using Comsol. .. These models serve to verify that homogenization is a valuable means of analysis in the t



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COMSOL Inc exact, microscopic model
A comparison of antibiotic concentration as a function of the radial tactoid coordinate for the <t>microscopic</t> and homogenized model, at t = 0.5 s, for ( a ) 10 phage layers and ( b ) 100 phage layers. The adsorption coefficient α = 0.4 μm.
Exact, Microscopic Model, supplied by COMSOL Inc, used in various techniques. Bioz Stars score: 90/100, based on 1 PubMed citations. ZERO BIAS - scores, article reviews, protocol conditions and more
https://www.bioz.com/product/exact%2C+microscopic+model/exact++microscopic+model/pmc09810422-43-17-21
Average 90 stars, based on 1 article reviews
exact, microscopic model - by Bioz Stars, 2026-09
90/100 stars
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A comparison of antibiotic concentration as a function of the radial tactoid coordinate for the microscopic and homogenized model, at t = 0.5 s, for ( a ) 10 phage layers and ( b ) 100 phage layers. The adsorption coefficient α = 0.4 μm.

Journal: Royal Society Open Science

Article Title: Homogenization modelling of antibiotic diffusion and adsorption in viral liquid crystals

doi: 10.1098/rsos.221120

Figure Lengend Snippet: A comparison of antibiotic concentration as a function of the radial tactoid coordinate for the microscopic and homogenized model, at t = 0.5 s, for ( a ) 10 phage layers and ( b ) 100 phage layers. The adsorption coefficient α = 0.4 μm.

Article Snippet: We obtain a macroscopic, homogenized model, which can be compared in some simpler cases with an exact, microscopic model solved using Comsol.

Techniques: Comparison, Concentration Assay, Adsorption

Summary of scaling regimes of the diffusion and adsorption times, and the resulting homogenized models.

Journal: Royal Society Open Science

Article Title: Homogenization modelling of antibiotic diffusion and adsorption in viral liquid crystals

doi: 10.1098/rsos.221120

Figure Lengend Snippet: Summary of scaling regimes of the diffusion and adsorption times, and the resulting homogenized models.

Article Snippet: We obtain a macroscopic, homogenized model, which can be compared in some simpler cases with an exact, microscopic model solved using Comsol.

Techniques: Diffusion-based Assay, Adsorption, Homogenization