44. Acoustics of two-component porous materials with anisotropic tortuosity (with K. Wilmanski), Continuum Mech. Thermodyn., Online-First DOI: 10.1007/s00161-011-0218-5, 2011.
43. BEM- and FEM-results of displacements in a poroelastic column (B. Albers, S.A. Savidis, H.E. Taşan, O. von Estorff, M. Gehlken), submitted 2011.
42. On third sound – capillary waves – in partially saturated porous media, in: Modelling of Microstructured Media III, Technical University of Lodz, 43-48, 2011.
41. Finite-Elemente-Berechnungen quasistatischer und dynamischer Probleme mit einem poroelastischen Zweikomponentenmodell (S.A. Savidis, B. Albers, H.E. Taşan, G. Savvidis), Bauingenieur, Ausgabe 5, 241-249, 2011.
40. Micro-Macro Transition and Linear Wave Propagation in Three-Component Compacted Granular Materials, AIP Conference Proceedings of the Joint IUTAM-ISIMM Symposium on Mathematical Modeling and Physical Instances of Granular Flows, vol. 1227, Joe D. Goddard, James T. Jenkins, Pasquale Giovine (Eds.), Melville, New York, 391-404, 2010.
39. Continuous Modeling of Soil Morphology - Thermomechanical Behaviour of Embankment Dams (with K. Wilmanski), Frontiers of Architecture and Civil Engineering in China, 5(1), 11-23, 2011.
38. Linear wave propagation in unsaturated rocks and soils; in: Continuous Media with Microstructure, B. Albers (ed.), Springer, Heidelberg, 205-220, 2010, link to the book, link to the article.
37. Linear elastic wave propagation in unsaturated sands, silts, loams and clays, Transport in Porous Media, 86, 567-587, 2011.
36. Thermodynamic Modelling of Soil Morphology (with K. Wilmanski), in: Proceedings of Long Term Behaviour of Dams – Proceedings of the 2nd International Conference, E. Bauer, S. Semprich, G. Zenz (eds.), Verlag der Technischen Universität Graz, 437-442, 2009.
35. Linear Elastic Wave Propagation in Unsaturated, Unconsolidated Soils, PAMM 9(1), 507-508, 2009.
34. Multiscale modeling of two- and three-component media (with K. Wilmanski), in: Short papers - 18th International Conference on Computer Methods in Mechanics CMM 2009, M. Kuczma, K. Wilmanski, W. Szajna (eds.) The University of Zielona Góra Press, 109-110, 2009.
33. Modeling and Numerical Analysis of Wave Propagation in Saturated and Partially Saturated Porous Media, habilitation thesis, Veröffentlichungen des Grundbauinstituts der Technischen Universität Berlin, vol. 48, Shaker-Verlag, 2010.
32. On the influence of saturation and frequency on monochromatic plane waves in unsaturated soils, in: Coupled site and soil-structure interaction effects with application to seismic risk mitigation, Schanz & Iankov (eds.), NATO Science Series, Springer Netherlands, 65-76, 2009.
31. On a micro-macro transition for a poroelastic three-component model, ZAMM - Z. Angew. Math. Mech. 90(12), 929-943, 2010.
30. Analysis of the propagation of sound waves in partially saturated soils by means of a macroscopic linear poroelastic model, Transport in Porous Media, 80(1), 173-192, 2009.
29. Propagation of Sound Waves in Partially Saturated Soils, PAMM 8(1), 10667-10668, 2008.
28. A multiscaling problem for a model of partially saturated soils, in: Proceedings of the 1st International Conference on Long Time Effects and Seepage Behavior of Dams (LTESBD08), Zhu, Liu, Qiang & Chiu (eds.), Hohai University Press, pp. 203-213, 2008.
27. Modeling and Numerical Analysis of Wave Propagation in Partially Saturated Porous Media, in: Proceedings "WASCOM 2007" 14th Conference on Waves and Stability in Continuous Media, Natale Manganaro, Roberto Monaco, Salvatore Rionero (eds.), World Scientific, pp. 7-12, 2008.
26. Influence of coupling through porosity changes on the propagation of acoustic waves in linear poroelastic materials (with K. Wilmanski), Arch. Mech. 58, 4-5, 313-325, 2006.
25. Acidizing GPK4 in March 2005 (T. Tischner, M. Pfender, B. Albers), 2005.
24. On Results of the Surface Wave Analyses in Poroelastic Media by means of the Simple Mixture Model and the Biot Model, SDEE (Soil Dynamics and Earthquake Engineering), 26, 537-547, 2006.
23. European geothermal project for the construction of a scientific pilot plant based on Enhanced Geothermal System (T. Tischner, M. Pfender, P. Penzkofer, B. Albers), EU-report on the contribution of BGR, period: April 1, 2004 – March 31, 2005.
22. Monochromatic Surface Waves at the Interface between Poroelastic and Fluid Halfspaces, Proc. Royal Soc. A , Volume 462, Number 2067, 701-723, 2006; also WIAS-Preprint No. 1010, 2005.
21. Surface Waves on Permeable and Impermeable Boundaries of Poroelastic Media, in: Poromechanics - Biot Centennial (1905-2005), Abousleiman, Cheng & Ulm (eds.), 209-215, Taylor & Francis Group, London, 2005; also WIAS-Preprint No. 1002, 2005.
20. Modelling of Surface Waves in Poroelastic Saturated Materials by Means of a Two Component Continuum, in: Surface Waves in Geomechanics, Direct and Inverse Modelling for Soils and Rocks, C. Lai, K. Wilmanski (eds.), CISM Courses and Lectures No. 481, 277-323, Springer Wien New York, 2005; also WIAS-Preprint No. 952, 2004.
19. Numerical Analysis of Monochromatic Surface Waves in a Poroelastic Medium, "Trends in the Applications of Mathematics to Mechanics" , Y. Wang, K. Hutter (eds.), Shaker, 21-30, 2005; also WIAS-Preprint No. 949, 2004.
18. Monochromatic surface waves on impermeable boundaries in two-component poroelastic media (with K. Wilmanski), Continuum Mech. Thermodyn., 17 (2005) 3, 269-285, see: CMT.
17. On modeling acoustic waves in saturated poroelastic media (with K. Wilmanski), J. Engrg. Mech., 131 (2005) 9, 974-985, see: ASCE; also WIAS-Preprint No. 874, 2003.
16. Surface Waves in Two-Component Poroelastic Media on Impermeable Boundaries — Numerical Analysis in the Whole Frequency Domain, WIAS-Preprint No. 862 , 2003.
15. Acoustic waves in porous solid-fluid mixtures (with K. Wilmanski), in: Dynamic Response of Granular and Porous Materials under Large and Catastrophic Deformations, K. Hutter, N. Kirchner (eds.), Lecture Notes in Applied and Computational Mechanics, Vol.11, Springer, Berlin, 285-314, 2003. See also: WIAS-Preprint No. 757: B. Albers, K. Wilmanski: Sound and surface waves in poroelastic media, 2002.
14. Relaxation Analysis and Linear Stability vs. Adsorption in Porous Materials, Continuum Mech. Thermodyn., 15 (2003) 1, 73-95, CMT-pdf-file, also WIAS-Preprint No. 721, 2002.
13. Linear Stability of a 1D Flow in Porous Media under Transversal Disturbance with Adsorption, Arch. Mech., 54, 5-6, 361-375, 2002.
12. Linear Stability Analysis of a 1D Flow in a Poroelastic Material under Disturbances with Adsorption, in Waves and Stability in Continuous Media, ed. R. Monaco, World Scientific, pp. 1-7, 2002.
11. Relaxation Properties of a 1D Flow through a Porous Material without and with Adsorption (with K. Wilmanski), WIAS-Preprint No. 707, 2001.
10. Dependence of Adsorption/Diffusion Processes in Porous Media on Bulk and Surface Permeabilities, Arch. Mech., 53, 4-5, 289-306, 2001, also WIAS-Preprint No. 618, 2000.
9. Pollution Transport as Example for Adsorption/Diffusion Processes in Porous Materials, in Symposium on Trends in the Applications of Mathematics to Mechanics 2000, ed. P.E. O'Donoghue, J.N. Flavin, Elsevier, 2000.
8. A note on objectivity of momentum sources in porous materials (with K. Wilmanski), WIAS-Preprint No. 579, 2000.
7. Makroskopische Beschreibung von Adsorptions-Diffusions-Vorgängen in porösen Körpern, Dissertation, TU-Berlin, Logos-Verlag , Berlin, 2000.
6. On Adsorption and Diffusion in Porous Media. ZAMM 81 (2001) 10, 683-690, also WIAS-Preprint No. 530, 1999.
5. Coupling of Adsorption and Diffusion in Porous and Granular Materials. A 1-D Example of the Boundary Value Problem. Arch.Appl.Mech. 70 (2000) 7, 519-531, AAM-pdf-file, also WIAS-Preprint No. 492, 1999.
4. On a stationary axisymmetric filtration problem under large deformations of the skeleton (with K. Wilmanski), in Trends in Applications of Mathematics to Mechanics, ed. G. Iooss, O. Guès, A. Nouri, Monographs and Surveys in Pure and Applied Mathematics, 106, Chapman & Hall/CRC, Boca Raton, 1999.
3. An axisymmetric steady-state flow through a poroelastic medium under large deformations (with K. Wilmanski), Arch.Appl.Mech., 69 (1999) 2, 121-132, AAM-pdf-file, also WIAS-Preprint No. 406, 1998.
2. Randbedingungen für den zweikomponentigen porösen Körper auf dem Rand des Skeletts, WIAS-Preprint No. 360, 1997.
1. Parameterstudie über die Ergiebigkeit einer Zentrifuge aus porösem Material, Diplomarbeit an der Universität-GH Essen im Fachbereich Mechanik bei Prof. Dr. K. Wilmanski, 1996.

Theses

Diploma thesis: Parameterstudie über die Ergiebigkeit einer Zentrifuge aus porösem Material, Diplomarbeit an der Universität-GH Essen, 1996.

PhD thesis: Makroskopische Beschreibung von Adsorptions-Diffusions-​Vorgängen in porösen Körpern, Dissertation TU-Berlin, Logos-Verlag Berlin, 2000.

Habilitation thesis: Modeling and Numerical Analysis of Wave Propagation in Saturated and Partially Saturated Porous Media, Veröffentlichungen des Grundbauinstituts der Technischen Universität Berlin, Heft 48, Shaker-Verlag Aachen, 2010.

Editorial Work

	Contributions to Continuum Theories, Anniversary Volume for Krzysztof Wilmanski, WIAS-Report No. 18 , 2000.		Vorträge zum 5. Hans Lorenz Symposium, Veröffentlichungen des Grundbauinstitutes der Technischen Universität Berlin, Heft 47, Shaker-Verlag Aachen, 2009.		Continuous Media with Microstructure, Collection in Honor of Krzysztof Wilmanski, B. Albers (ed.), Springer, Heidelberg, 2010.
	Vorträge zum 6. Hans Lorenz Symposium, Veröffentlichungen des Grundbauinstitutes der Technischen Universität Berlin, Heft 50, Shaker-Verlag Aachen, 2010.		Vorträge zum 7. Hans Lorenz Symposium, Veröffentlichungen des Grundbauinstitutes der Technischen Universität Berlin, Heft 58, Shaker-Verlag Aachen, 2011.