By J. A. Beltrán-Fernández, L. H. Hernández-Gómez, G. Urriolagoitia-Calderón (auth.), Andreas Öchsner, Lucas F. M. da Silva, Holm Altenbach (eds.)
This assortment presents researchers and scientists with complex analyses and fabrics layout innovations in Biomaterials and provides mechanical reports of organic buildings. In sixteen contributions popular specialists current their examine on rigidity and pressure research, fabric homes, Fluid and fuel mechanics and so they exhibit comparable problems.
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Extra info for Analysis and Design of Biological Materials and Structures
1 The LV wall approximated as a thickwalled truncated conical shell Ro Ri Base Ro 4 Midventricle Ri 4 Z=3h 4 h = 4 Ri Apex Furthermore, the stresses would not depend on Z-axis if the inflation with constant extension ratio was considered, namely r ¼ rðRÞ; h ¼ H þ wZ þ xðRÞ; z ¼ kZ þ wðRÞ ð2Þ where w is the twist per unit unloaded length, x and w are the circumferential and axial displacement with respect to radial directions, respectively. From (1) and (2), the components of the deformation gradient were determined as follow 3 2 3 2 0 r or=oR or=RoH or=oZ 0 0 ð3Þ FmM ¼ 4 roh=oR roh=RoH roh=oZ 5 ¼ 4 x0 r=R rw 5 0 k oz=oR oz=RoH oz=oZ w0 where r 0 ¼ dr=dR; w0 ¼ dw=dR; x0 ¼ dx=dR The passive and active constitutive relations were a function of the first strain invariant ðI1 Þ and fiber stretch ratio ðaÞ only.
Kammuang-Lue Á A. Danpinid (&) Á P. com T. com P. th N. com P. th A. Öchsner et al. 1007/978-3-642-22131-6_3, Ó Springer-Verlag Berlin Heidelberg 2012 33 34 T. Khamdaeng et al. Finite deformations including inflation, extension, twist and transmural shearing were considered in the model. Deformation parameters were considered as a linear variation from the inner to the outer LV wall. All six components of strain and three components of stress, radial stress and two components of transmural shearing stress were a function of radius.
Es F. com A. Öchsner et al. -L. Perez-Diaz et al. 1 Introduction There is no unresolved topic in plant physiology that has generated more literature than the antigravitational sap ascent in tall plants. This phenomenon has been studied from the times of Hales . In the last four decades, most of plant biology books assume the Tension-Cohesion theory. The Tension-Cohesion theory [2–5] proposes that the sap is pulled up through the xylem by water tension gradient generated by water transpiration at leaves.
Analysis and Design of Biological Materials and Structures by J. A. Beltrán-Fernández, L. H. Hernández-Gómez, G. Urriolagoitia-Calderón (auth.), Andreas Öchsner, Lucas F. M. da Silva, Holm Altenbach (eds.)