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首页> 外文期刊>Equine and Comparative Exercise Physiology >Effects of hoof shape, body mass and velocity on surface strain in the wall of the unshod forehoof of Standardbreds trotting on a treadmill.
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Effects of hoof shape, body mass and velocity on surface strain in the wall of the unshod forehoof of Standardbreds trotting on a treadmill.

机译:蹄的形状,体重和速度对在跑步机上小跑的Standardbreds未踩踏的前蹄壁的表面应变的影响。

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The purpose of this work is to investigate the effects of body mass (BM), velocity (V), and hoof shape on compressive surface strains in the wall of the front hoof at the trot. Toe angle (TA), heel angle (HA), toe length (TL), medial and lateral wall length (MWL, LWL) and BM were measured for nine adult, unshod Standardbreds. Five rosette gauges were glued around the circumference of the left forehoof of each animal which was then trotted on a treadmill at a set range of velocities from 3.5 to 7.5 m s-1. Analysis of variance (ANOVA) of principal compressive strains epsilon 2 at midstance identified that all primary variables (BM, V, TA, HA, etc.) had a significant effect as did the interactions of TA x HA and BM x TA. These significant variables explained over 96% of the variation in epsilon 2. Multiple regression of epsilon 2 on these variables gave equations which accurately predicted epsilon 2 within 3%, but the individual coefficients did not accurately describe how each variable affected epsilon 2. Further tests using bivariate regression gave equations that enabled epsilon 2 data to be standardized for BM and V at the gauge locations used here. Strain epsilon 2 increased linearly with mass and curvilinearly with velocity ( epsilon 2 V+V2), and both caused redistribution of strain to the dorsum and lateral quarter. Variation in each shape variable caused redistribution rather than simple increase or decrease in strains. The primary conclusion with regard to hoof shape is that the effects of change in any one measurement on strain magnitudes are affected by the values of all other measurements. Resolving the interplay among measurements in their effects on epsilon 2 will need a considerably larger sample size than that used here.
机译:这项工作的目的是研究体重(BM),速度(V)和蹄形对小腿前蹄壁中压缩表面应变的影响。测量了九只成年,无胎的标准犬的脚趾角(TA),脚跟角(HA),脚趾长度(TL),内侧和外侧壁长度(MWL,LWL)和BM。在每只动物左前蹄的周围胶着五个玫瑰规,然后将其在跑步机上以3.5至7.5 m s-1的设定速度小跑。主压缩应变ε2的方差分析(ANOVA)确定,所有主要变量(BM,V,TA,HA等)均具有显着影响,TA x HA和BM x TA的相互作用也是如此。这些显着变量解释了超过2%的epsilon 2的变化。在这些变量上对epsilon 2的多元回归给出了方程,可以精确地预测3%以内的epsilon 2,但是各个系数不能准确地描述每个变量如何影响epsilon2。进一步的测试使用二元回归给出的方程使在此处使用的标尺位置处的epsilon 2数据能够标准化BM和V。应变ε2随质量线性增加,并随速度(ε2 V + V2)线性增加,并且都引起应变重新分布到背侧和外侧四分之一处。每个形状变量的变化都会导致重新分布,而不是导致应变的简单增加或减少。关于蹄形的主要结论是,任何一项测量值的变化对应变大小的影响均受所有其他测量值的影响。解决测量之间的相互作用对epsilon 2的影响将需要比此处使用的样本大得多的样本大小。

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