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81.
Daniel H. Cortes Spencer P. Lake Jennifer A. Kadlowec Louis J. Soslowsky Dawn M. Elliott 《Biomechanics and modeling in mechanobiology》2010,9(5):651-658
Modeling of connective tissues often includes collagen fibers explicitly as one of the components. These fibers can be oriented
in many directions; therefore, several studies have considered statistical distributions to describe the fiber arrangement.
One approach to formulate a constitutive framework for distributed fibers is to express the mechanical parameters, such as
strain energy and stresses, in terms of angular integrals. These integrals represent the addition of the contribution of infinitesimal
fractions of fibers oriented in a given direction. This approach leads to accurate results; however, it requires lengthy calculations.
Recently, the use of generalized structure tensors has been proposed to represent the angular distribution in the constitutive
equations of the fibers. Although this formulation is much simpler and fewer calculations are required, such structure tensors
can only be used when all the fibers are in tension and the angular distribution is small. However, the amount of error introduced
in these cases of non-tensile fiber loading and large angular distributions have not been quantified. Therefore, the objective
of this study is to determine the range of values of angular distribution for which acceptable differences (less than 10%)
between these two formulations are obtained. It was found, analytically and numerically, that both formulations are equivalent
for planar distributions under equal-biaxial stretch. The comparison also showed, for other loading conditions, that the differences
decrease when the fiber distribution is very small. Differences of less than 10% were usually obtained when the fiber distribution
was very low (κ ≈ 0.03; κ ranges between 0 and 1/3, for aligned and isotropic distributed fibers, respectively). This range of angular distribution
greatly limits the types of tissue that can be accurately analyzed using generalized structure tensors. It is expected that
the results from this study guide the selection of a proper approach to analyze a particular tissue under a particular loading
condition. 相似文献
82.
广义隐Markov模型(GHMM)是基因识别的一种重要模型,但是其计算量比传统的隐Markov模型大得多,以至于不能直 接在基因识别中使用。根据原核生物基因的结构特点,提出了一种高效的简化算法,其计算量是序列长度的线性函数。在此 基础上,构建了针对原核生物基因的识别程序GeneMiner,对实际数据的测试表明,此算法是有效的。 相似文献
83.
The mouse has proven to be an advantageous animal model system in basic science research focused on aiding in development and evaluation of potential treatments; however, the small size of mouse tendons makes consistent and reproducible injury models and subsequent biomechanical evaluation challenging for studying tendon healing. In this study, we investigated the feasibility and reproducibility of multiple mouse tendon injury models. Our hypothesis was that incisional (using a blade) and excisional (using a biopsy punch) injuries would result in consistent differences in tendon material properties. At 16 weeks of age, 17 C57BL/6 mice underwent surgery to create defects in the flexor digitorum longus, Achilles, or patellar tendon. Each animal received 1-2 full-thickness, central-width incisional or excisional injuries per limb; at least one tendon per limb remained uninjured. The injuries were distributed such that each tendon type had comparable numbers of uninjured, incisionally injured, and excisionally injured specimens. Three weeks after injury, all animals were euthanized and tendons were harvested for mechanical testing. As hypothesized, differences were detected for all three different tendon types at three weeks post-injury. While all models created injuries that produced predictable outcomes, the patellar tendon model was the most consistent in terms of number and size of significant differences in injured tendons compared to native properties, as well as in the overall variance in the data. This finding provides support for its use in fundamental tendon healing studies; however, future work may use any of these models, based on their appropriateness for the specific question under study. 相似文献
84.
85.
Danyel GJ Jennen Addie LJ Vereijken Henk Bovenhuis Richard MPA Crooijmans Jan J van der Poel Martien AM Groenen 《遗传、选种与进化》2005,37(3):215-228
In this report we describe the analysis of an advanced intercross line (AIL) to confirm the quantitative trait locus (QTL) regions found for fatness traits in a previous study. QTL analysis was performed on chromosomes 1, 3, 4, 15, 18, and 27. The AIL was created by random intercrossing in each generation from generation 2 (G2) onwards until generation 9 (G9) was reached. QTL for abdominal fat weight (AFW) and/or percentage abdominal fat (AF%) on chromosomes 1, 3 and 27 were confirmed in the G9 population. In addition, evidence for QTL for body weight at the age of 5 (BW5) and 7 (BW7) weeks and for the percentage of intramuscular fat (IF%) were found on chromosomes 1, 3, 15, and 27. Significant evidence for QTL was detected on chromosome 1 for BW5 and BW7. Suggestive evidence was found on chromosome 1 for AFW, AF% and IF%, on chromosome 15 for BW5, and on chromosome 27 for AF% and IF%. Furthermore, evidence on the chromosome-wise level was found on chromosome 3 for AFW, AF%, and BW7 and on chromosome 27 for BW5. For chromosomes 4 and 18, test statistics did not exceed the significance threshold. 相似文献
86.
外加5 mmol/L Ca~(2 )可以使菠菜PSⅡ颗粒的放氧活性增高。PSⅡ颗粒经EGTA透析、低pH值、光照、2 mol/L NaCl等处理后,放氧活性下降,同时,这些颗粒的钙含量也相应降低。但当外加 5 mmol/L Ca~(2 )时,可使这些颗粒全部或部分地恢复放氧活性。PSⅡ颗粒中存在的钙对放氧起着重要作用;钙在PSⅡ颗粒中的结合位点不止一个,其结合状态有紧密和松散之别。 相似文献
87.
88.
These studies sought to investigate quantitative relationships between the complex composite structure and mechanical properties of tendon. The isolated mouse tail tendon fascicle was chosen as an appropriate model for these so-called "structure-function" investigations. Specifically, collagen fibril diameters and mechanical properties were measured in fascicles from immature (3 week) control, adult (8 week) control, and adult (8 week) MovI3 transgenic mice. Results demonstrated a moderate correlation between mean fibril diameter and fascicle stiffness (r = 0.73, p = 0.001) and maximum load (r = 0.75, p < 0.001), whereas a weak correlation with fascicle modulus (r = 0.39, p = 0.11) and maximum stress (r = 0.48, p = 0.04). An analysis of pooled within-group correlations revealed no strong structure-function trends evidenced at the local or group level, indicating that correlations observed in the general structure-function analyses were due primarily to having three different experimental groups, rather than significant correlations of parameters within the groups. 相似文献
89.