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Typical stress-strain curve obtained for sample 3 of S30-90HA. Young's modulus was measured as the slope in the linear elastic range (2), while the ultimate compressive stress is given at point (3).

Typical stress-strain curve obtained for sample 3 of S30-90HA. Young's modulus was measured as the slope in the linear elastic range (2), while the ultimate compressive stress is given at point (3).

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The experimental evidence of the dependence of cell proliferation and differentiation in vitro on the mechanical environment aims to the need of characterization of porous scaffolds in terms of mechanical and flow properties. In this sense, the Young's modulus and intrinsic permeability for three types of Sponceram(R) cell carriers developed for in...

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... compression tests were carried out over five samples of each Sponceram 1 group. Sponceram 1 discs were cut using a scalpel to obtain the samples, each with a different size to account for size effects. Because of the brittle behavior of the Sponceram 1 discs, it was difficult to get uniform samples, although they were free of local dam- age. The exposed sample areas to the compression plates were processed using imaging software (Adobe Photo- shop 1 ). Compression tests were carried out using a micro tester Instron 1 machine in displacement-control rate of 0.1 mm/min, equivalent to a strain rate of 0.03 min 21 . The Young's modulus of each sample belonging to each group was estimated from the slope of the stress-strain curve in the linear elastic region. The ultimate compressive stress was determined at the point where the slope of stress-strain curve turns into negative. A typical stress-strain curve of a sample is plotted in Figure 1. Statistical analysis of the obtained values was performed with MATLAB 1 (Math- ...
Context 2
... mechanical behavior of these Sponceram 1 scaffolds was observed to be very brittle, due to the composition of the pore-free base material. A typical ceramic-like mechan- ical behavior was found, see Figure 1, where several well- distinguished zones may be observed. First, a nonlinear zone (1) due to sample-plate contact, followed by a linear elastic zone (2) where the Young's modulus may be esti- mated. At point (3) we found the maximum (ultimate) compressive stress before failure. After this, the curve decays (4) due to damage accumulation associated to for- mation and progression of cracks. In a ceramic-like mate- rial, the nonlinear plateau due to wall buckling, typical of porous materials, 37 is not usually presented. Final, when the specimen was completely collapsed, densification of the cracked material occurs at zone (5). According to the standard deviation of the experimental results, no size effect was observed for S30-90 and S30- 90HA and therefore we consider the samples representa- tives of the scaffold microstructure. S20-90 presented a higher dispersion which is assumed to be due to the walls of the scaffold are more slender and more receptive to de- velop cracks, being difficult to fit since these nonlinear phenomena were predominant in these samples. Because of the standard deviation found in the porosity for the RVEs taken from tomographies and comparing with data provided by Zellwerk, 32 we consider these RVEs representative of the scaffold microstructure. In terms of the computational analysis, no size effect was expected from the choice of the RVE due to the linearity of the problem solved. [38][39][40] Samples of S30-90HA were coated with Hydroxyapatite (HA). Besides, these samples presented lower porosity than S30-90, and as consequence, a higher Young's modulus as observed in Table II. It should be remarked that the HA effect seems to be not much relevant in the overall effec- tive mechanical behavior of S30-90HA, since the experi- mental values match very well with those obtained numerically where the HA layer was not ...

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... Several methods have been proposed to characterize the scaffold permeability 9,11,19,24,25,[28][29][30][31][32][33] , however, a standardized protocol is missing also because the different proposed measurement techniques limit their applicability to specific scaffold structures, resulting in not comparable results 23 . Regarding the testing conditions, it is important to consider that TE scaffolds, whether designed for laboratory (in vitro) use or clinical applications, are typically used under physiologically relevant hydrated conditions, which can influence their structure and consequently their permeability. ...
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... So far, just a few works have dealt with the experimental validation of asymptotic homogenization of different transport mechanisms in porous media. These works have either dealt with strictly convective flow ( [20][21][22] ), exemplary investigated diffusion of liquid NaCl solution in water in a model periodic porous medium [23] or coupled convective fluid flow and heat transfer [24] . To the best of our knowledge, no research has dealt with the experimental validation of asymptotic homogenization of Knudsen diffusion in porous engineering materials. ...
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... For this purpose, the homogenization theory was extensively applied during design [24][25][26]. In the same context, the asymptotic homogenization theory was applied to validate the experimental Darcian permeability and mechanical properties of a specific scaffold, Sponceram ® , available for BTE applications [27]. On the one hand, the homogenization theory computes the overall macroscopic stiffness tensor C 0 as follows, ...
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... Porosity (66.7%) and average pore size (510 µm) were derived from µCT scans (data not shown). It was shown to have bone-like properties [25] and thus was suggested to be a suitable matrix for bone tissue engineering processes. The scaffold discs used in this study were 10 mm in diameter and 3 mm in thickness. ...
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... Porosity (66.7%) and average pore size (510 µm) were derived from µCT scans (data not shown). It was shown to have bone-like properties [25] and thus was suggested to be a suitable matrix for bone tissue engineering processes. The scaffold discs used in this study were 10 mm in diameter and 3 mm in thickness. ...
... Therefore, the average of the calculated k-values from 9 to 15 mL/min (k = 1.7 ± 0.9 × 10 −10 m 2 ) was inserted in the shear stress equations and the computational model. Similarly, the permeability of Sponceram with a higher porosity (80%) than the Sponceram discs used in this study was found to be k = 1.88 × 10 −8 m 2 and the permeability of cancellous bone was approximately 2.1 × 10 −9 m 2 as reported before [25]. The lower permeability measured in the present study can be attributed to the lower porosity (67%) of Sponceram used in this study. ...
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It is crucial but challenging to keep physiologic conditions during the cultivation of 3D cell scaffold constructs for the optimization of 3D cell culture processes. Therefore, we demonstrate the benefits of a recently developed miniaturized perfusion bioreactor together with a specialized incubator system that allows for the cultivation of multiple samples while screening different conditions. Hence, a decellularized bone matrix was tested towards its suitability for 3D osteogenic differentiation under flow perfusion conditions. Subsequently, physiologic shear stress and hydrostatic pressure (HP) conditions were optimized for osteogenic differentiation of human mesenchymal stem cells (MSCs). X-ray computed microtomography and scanning electron microscopy (SEM) revealed a closed cell layer covering the entire matrix. Osteogenic differentiation assessed by alkaline phosphatase activity and SEM was found to be increased in all dynamic conditions. Furthermore, screening of different fluid shear stress (FSS) conditions revealed 1.5 mL/min (equivalent to ∼10 mPa shear stress) to be optimal. However, no distinct effect of HP compared to flow perfusion without HP on osteogenic differentiation was observed. Notably, throughout all experiments, cells cultivated under FSS or HP conditions displayed increased osteogenic differentiation, which underlines the importance of physiologic conditions. In conclusion, the bioreactor system was used for biomaterial testing and to develop and optimize a 3D cell culture process for the osteogenic differentiation of MSCs. Due to its versatility and higher throughput efficiency, we hypothesize that this bioreactor/incubator system will advance the development and optimization of a variety of 3D cell culture processes.