@article{ZabirovSchleserBucherer2021, author = {Zabirov, Alexander and Schleser, Markus and Bucherer, Sebastian}, title = {F{\"u}ge- und Dichtkonzept f{\"u}r einen Leichtbauverbrennungsmotor}, series = {adh{\"a}sion KLEBEN \& DICHTEN}, volume = {65}, journal = {adh{\"a}sion KLEBEN \& DICHTEN}, number = {11}, publisher = {Springer Nature}, address = {Cham}, issn = {2192-8681}, doi = {10.1007/s35145-021-0531-5}, pages = {12 -- 19}, year = {2021}, language = {de} } @article{ZangeSchopenAlbrachtetal.2017, author = {Zange, Jochen and Schopen, Kathrin and Albracht, Kirsten and Gerlach, Darius A. and Frings-Meuthen, Petra and Maffiuletti, Nicola A. and Bloch, Wilhelm and Rittweger, J{\"o}rn}, title = {Using the Hephaistos orthotic device to study countermeasure effectiveness of neuromuscular electrical stimulation and dietary lupin protein supplementation, a randomised controlled trial}, series = {Plos one}, volume = {12}, journal = {Plos one}, number = {2}, doi = {10.1371/journal.pone.0171562}, year = {2017}, language = {en} } @article{Zastrow1985, author = {Zastrow, Udo}, title = {On the complete system of fundamental solutions for anisotropic slices and slabs: A comparison by use of the slab analogy}, series = {Journal of Elasticity. 15 (1985), H. 3}, journal = {Journal of Elasticity. 15 (1985), H. 3}, isbn = {1573-2681}, pages = {293 -- 318}, year = {1985}, language = {en} } @article{Zastrow1985, author = {Zastrow, Udo}, title = {Basic geometrical singularities in plane-elasticity and plate-bending problems}, series = {International Journal of Solids and Structures. 21 (1985), H. 10}, journal = {International Journal of Solids and Structures. 21 (1985), H. 10}, isbn = {0020-7683}, pages = {1047 -- 1067}, year = {1985}, language = {en} } @article{Zastrow1985, author = {Zastrow, Udo}, title = {Numerical plane stress analysis by integral equations based on the singularity method}, series = {SM archives . 10 (1985)}, journal = {SM archives . 10 (1985)}, isbn = {0376-7426}, pages = {113 -- 128}, year = {1985}, language = {en} } @article{Zastrow1978, author = {Zastrow, Udo}, title = {Zur Berechnung anisotroper Scheiben durch singul{\"a}re Integralgleichungen}, series = {ZAMM - Zeitschrift f{\"u}r Angewandte Mathematik und Mechanik.}, volume = {58}, journal = {ZAMM - Zeitschrift f{\"u}r Angewandte Mathematik und Mechanik.}, number = {6}, publisher = {Wiley-VCH}, address = {Berlin}, isbn = {1521-4001}, doi = {10.1002/zamm.19780580605}, pages = {T132 -- T133}, year = {1978}, language = {de} } @article{Zastrow1979, author = {Zastrow, Udo}, title = {Anisotrope Scheiben mit gemischten Randbedingungen}, series = {ZAMM - Zeitschrift f{\"u}r Angewandte Mathematik und Mechanik. 59 (1979), H. 5}, journal = {ZAMM - Zeitschrift f{\"u}r Angewandte Mathematik und Mechanik. 59 (1979), H. 5}, isbn = {1521-4001}, pages = {T218 -- T219}, year = {1979}, language = {de} } @article{Zastrow1980, author = {Zastrow, Udo}, title = {Die Airysche Spannungsfunktion f{\"u}r die unendliche anisotrope, orthotrope und isotrope Scheibe}, series = {ZAMM - Zeitschrift f{\"u}r Angewandte Mathematik und Mechanik. 60 (1980), H. 6}, journal = {ZAMM - Zeitschrift f{\"u}r Angewandte Mathematik und Mechanik. 60 (1980), H. 6}, isbn = {1521-4001}, pages = {T159 -- T160}, year = {1980}, language = {de} } @article{Zastrow1981, author = {Zastrow, Udo}, title = {Die Einflußfunktionen der Einzelkraft und der Stufenversetzung in der anisotropen Vollebene}, series = {Archive of Applied Mechanics - Ingenieur Archiv. 51 (1981), H. 1-2}, journal = {Archive of Applied Mechanics - Ingenieur Archiv. 51 (1981), H. 1-2}, isbn = {1432-0681}, pages = {89 -- 99}, year = {1981}, language = {de} } @article{Zastrow1985, author = {Zastrow, Udo}, title = {Zum System der Einflußfunktionen f{\"u}r die unendliche anisotrope Scheibe mit statischen und geometrischen Singularit{\"a}ten}, series = {Archive of Applied Mechanics - Ingenieur Archiv. 55 (1985), H. 2}, journal = {Archive of Applied Mechanics - Ingenieur Archiv. 55 (1985), H. 2}, isbn = {1432-0681}, pages = {124 -- 133}, year = {1985}, language = {de} }