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Compatible Cubic-Foot Stem Volume and Upper-Stem Diameter Equations for Semi-intensive Plantation Grown Loblolly Pine Trees in East Texas

机译:东得克萨斯州半集约种植的火炬松树的兼容立方英尺茎体积和上茎直径方程

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The Max-Burkhart taper equation was used to develop compatible taper and volume equations for semi-intensive plantation grown loblolly pine (Pinus taeda L.) trees in East Texas, Semi-intensive plantations in East Texas are characterized by some form of mechanical site preparation, a burn, possibly chemical weed control, improved seedlings if planted after 1985, and, possibly, a midrotation thinning and/or fertilization. The equations in this study were compared with those of Lenhart et al. [Lenhart,J.D., T.L Hackett, C.J Laman, T.J. Wiswell, and J,A, Blackard. 1987 Tree content and taper functions for loblolly and slash pine trees planted on non-old field in east Texas, South J, Appl, For, 10(2)109-112.] and Baldwin and Feduccia [Baldwin, V C. Jr.,and DP Feduccia. 1991 Compatible tree-volume and upper-stem diameter equations for loblolly and slash pines in the West Gulf Region. South, J. Appl For, 10(2)109-112,] using independent data. The new equations ranked first (sum of ranks = 9) in terms ofpercent bias and percent SEE for inside-bark predictions of upper-stem diameters and cubic-foot volumes, while the Lenhart et al, [Lenhart, J.D., TL. Hackett, CJ Laman, T.J Wiswell, and J.A. Blackard. 1987. Tree content and taper functions for loblollyand slash pine trees planted on non-old field in east Texas. South J. Appl For. 10(2)109-112.] ranked second (sum of ranks = 17) and Baldwin and Feduccia [Baldwin, V.C. Jr., and D.P. Feduccia. 1991. Compatible tree-volume and upper-stem diameter equations for loblolly and slash pines in the West Gulf Region. South. J. Appl. For. 10(2)109-112.] ranked third (sum of ranks = 22). For outside-bark predictions of volumes and diameters, Baldwin and Feduccia [Baldwin, V.C. Jr., and DP. Feduccia. 1991. Compatible tree-volume and upper-stem diameter equations for loblolly and slash pines in the West Gulf Region. South. J Appl For. 10(2)109-112.] ranked first (sum of ranks = 12), while the new equations ranked a close second (sum of ranks = 13) and Lenhart et al. [Lenhart, J.D., T.L, Hackett, C.J Laman, T.J. Wiswell, and J.A, Blackard, 1987. Tree content and taper functions for loblolly and slash pine trees planted on non-old field in east Texas, South J. Appl, For, 10(2)109-112.] ranked third (sum of ranks = 20). We recommend using the new equations for loblolly pine trees up to a 16-in. dbh and provide examples to illustrate their use.
机译:Max-Burkhart锥度方程用于开发东得克萨斯州半集约种植的火炬松(Pinus taeda L.)树的相容锥度和体积方程。东得克萨斯州半集约化种植园的特征在于某种形式的机械场地准备如果在1985年以后播种,烧伤,可能是化学除草,可能会改善幼苗,并可能进行中间轮间苗和/或施肥。本研究中的方程与Lenhart等人的方程进行了比较。 [Lenhart,J. D.,T.L Hackett,C.J Laman,T.J. Wiswell和J,A,Blackard。 1987年,在东德克萨斯州南部J. Appl,For,10(2)109-112。和Baldwin and Feduccia [Baldwin,V C. Jr. J. J. A. Sci。,Vol.11,No.1(1992)]上种植的火炬松和斜枝松树的树木含量和锥度函数。和DP Feduccia。 1991年,西海湾地区火炬松和斜线树的兼容树体积和上茎直径方程。 South,J.Appl For,10(2)109-112,]使用独立数据。在方程式中,对于上茎直径和立方英尺体积的树皮内部预测,新方程式在偏差百分比和SEE百分比方面排名第一(等级总和= 9),而Lenhart等人[Lenhart,J.D.,TL。 Hackett,CJ Laman,T.J Wiswell和J.A.布莱克德1987年。在得克萨斯州东部的非老田里种植的火炬松和阔叶松树的树木含量和锥度功能。南J. 10(2)109-112。]位居第二(等级总和= 17),而鲍德温和费迪奇亚[鲍德温,V.C。小和D.P.费迪西亚。 1991年。西海湾地区火炬松和斜线树的兼容树体积和上茎直径方程。南。 J.应用对于。 10(2)109-112。]排名第三(等级总和= 22)。对于体积和直径的外部树皮预测,Baldwin和Feduccia [Baldwin,V.C.小和DP。费迪西亚。 1991年。西海湾地区火炬松和斜线树的兼容树体积和上茎直径方程。南。 J Appl For。 10(2)109-112。]排名第一(等级总和= 12),而新方程组排名第二(等级总和= 13),Lenhart等人。 [Lenhart,J.D.,T.L,Hackett,C.J Laman,T.J. Wiswell和JA,Blackard,1987年。在德州东部南部老树上种植的火炬松和深松树的树木含量和锥度功能。Appl,For,10(2)109-112。]排名第三(总和排名= 20)。我们建议对不超过16英寸的火炬松树使用新的方程式。 dbh并提供示例来说明其用法。

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