نتائج البحث

Analytic Pade-like approximations of exp(–sqrt(s)) for simulations of diffusion processes in the semi-infinite geometry.

• Authors : Lee, Jietae¹ (AUTHOR) ; Kim, Dong Hyun¹ (AUTHOR)

• Source: Chemical Engineering Communications. 2020, Vol. 207 Issue 2, p194-202. 9p. 1 Chart, 8 Graphs.

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Semi-infinite-geometry boundary problem for light migration in highly scattering media: a frequency-domain study in the diffusion approximation

• Authors : Fantini, Sergio; Franceschini, Maria Angela; Gratton, Enrico

Subjects: Applied Mathematics; Optical Physics; Electrical and Electronic Engineering

• Source: Journal of the Optical Society of America B. 11(10)

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Early time behavior of the order parameter coupled to a conserved density: A study in a semi-infinite geometry

• Authors : Mukherji, Sutapa

Subjects: Condensed Matter - Statistical Mechanics

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Multiplicative renormalization of continuous polymer theories in semi-infinite geometry

• Authors : Benhamou, M.; Mahoux, G.

Subjects: polymer solutions; renormalisation; [PHYS.HIST]Physics [physics]/Physics archives

• Source: ISSN: 0302-0738.

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Abstract boundary value problems modeling transport processes in semi-infinite geometry

• Authors : van der Mee, C. V. M.

• Source: Transport Theory and Statistical Physics ; volume 13, issue 1-2, page 29-41 ; ISSN 0041-1450 1532-2424

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Two-layer analytical model for estimation of layer thickness and flow using Diffuse Correlation Spectroscopy.

• Authors : Wu, Jingyi¹ (AUTHOR); Tabassum, Syeda¹ (AUTHOR); Brown, William L.¹ (AUTHOR)

Subjects: *CEREBRAL circulation; *BRAIN injuries; *SPECTROMETRY

• Source: PLoS ONE. 9/16/2022, Vol. 17 Issue 9, p1-20. 20p.

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Revisiting 'penetration depth' in falling film mass transfer.

• Authors : Aroon, Mohammad Ali¹ (AUTHOR) ; Asgarpour Khansary, Milad^2,3 (AUTHOR) ; Shirazian, Saeed² (AUTHOR)

• Source: Chemical Engineering Research & Design: Transactions of the Institution of Chemical Engineers Part A. Mar2020, Vol. 155, p18-21. 4p.

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Short-Distance Symmetry of Pair Correlations in Two-Dimensional Jellium.

• Authors : Šamaj, Ladislav¹ (AUTHOR)

• Source: Journal of Statistical Physics. Jan2020, Vol. 178 Issue 1, p247-264. 18p.

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A plane defect in the 3d O(N) model

• Authors : Abijith Krishnan, Max A. Metlitski

Subjects: Physics; QC1-999

• Source: SciPost Physics, Vol 15, Iss 3, p 090 (2023)

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A plane defect in the 3d O$(N)$ model

• Authors : Krishnan, Abijith; Metlitski, Max A.

Subjects: Condensed Matter - Strongly Correlated Electrons; Condensed Matter - Statistical Mechanics; High Energy Physics - Theory

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