Luginbuhl J M, Fisher D S, Pond K R, Burns J C
Dept. of Anim. Sci., North Carolina State University, Raleigh 27695-7621.
J Anim Sci. 1991 Sep;69(9):3807-16. doi: 10.2527/1991.6993807x.
A procedure to estimate dimensions of digesta particles was developed and evaluated. After wet sieving, particles of masticated switchgrass and bermudagrass hays retained on sieves with apertures of 1.0 mm2 or larger were placed on moist white filter paper, separated manually, and photographed. Photographs were scanned with a flat-bed scanner, scaled to size, and digitized. Projected area, perimeter, length, and width of particles were determined by a microcomputer system. Variables derived for each particle included the form factor, which was defined as (4 x pi x area)/perimeter2, and each particle's length: width ratio. Ninety-three percent of data from two trials with steers had significant lack of fit (P less than .05 to P less than .0001) to normal, lognormal, Weibull, or gamma distributions. As an alternative, individual particle measurements were summed on a cumulative percentage basis for each variable and were fit to an inverted Gompertz function to estimate median, mode, and mean dimensions of scanned particles. Estimates from the equation fit the distribution well; asymptotic SE averaged 3.5 and 1.4% of parameter means for dimensions of masticated switchgrass and bermudagrass hay particles, respectively. No analytic solution exists for the mean, which must be estimated numerically, but analytic solutions are available for the median and mode. Use of this equation will prevent bias caused by lack of fit to a particular distribution and yield more accurate estimates of mean particle dimensions than arithmetic means.
开发并评估了一种估计消化物颗粒尺寸的方法。湿筛后,将保留在孔径为1.0平方毫米或更大筛网上的咀嚼柳枝稷和百慕大草干草颗粒置于潮湿的白色滤纸上,手动分离并拍照。照片用平板扫描仪扫描,按尺寸缩放并数字化。颗粒的投影面积、周长、长度和宽度由微机系统确定。为每个颗粒导出的变量包括形状因子,定义为(4×π×面积)/周长²,以及每个颗粒的长宽比。来自两项用阉牛进行试验的数据中,93%的数据与正态分布、对数正态分布、威布尔分布或伽马分布存在显著的拟合不足(P小于0.05至P小于0.0001)。作为一种替代方法,将每个变量的单个颗粒测量值按累积百分比进行求和,并拟合到反Gompertz函数,以估计扫描颗粒的中位数、众数和平均尺寸。方程的估计值与分布拟合良好;咀嚼柳枝稷和百慕大草干草颗粒尺寸参数均值的渐近标准误分别平均为3.5%和1.4%。均值没有解析解,必须通过数值估计,但中位数和众数有解析解。使用该方程将防止因与特定分布拟合不足而导致的偏差,并比算术平均值更准确地估计平均颗粒尺寸。