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81.
ABSTRACT

Growth Simulation, an analytical modeling technique, has been increasingly used in ecological studies and practical forestry applications where dendrochronology is not applicable. The technique uses randomly sampled diameter increments from tagged trees over a known time interval to assemble a statistical sample of lifetime growth trajectories. We carried out a validation of Growth Simulation using a temperate species in order to compare indirect model outputs with direct tree ring analysis. Rings were measured on sample disks cut from 55 pine branches ranging in age from 8–36 years. Assessments included lifetime growth rates, growth rate with respect to diameter and age, periodic annual increment (PAI), cross-referencing of rings by date, and autocorrelation of growth over successive periods. Tree ring analysis and Growth Simulation showed close correspondence for all parameters tested (maximum, median, and minimum growth rates; longevity estimates). Growth Simulation is found to be a robust and informative technique for studies of tropical tree growth, and is especially useful where analysis of tree rings is not feasible or when bootstrapping analysis of ring data is of interest.  相似文献   
82.
A study was established in the Missouri Ozarks to evaluate coppice regeneration of oak. Five years after a 32-year-old stand was clearcut and regenerated naturally through stump sprouts, the dominant sprout on each stump was identified based upon height. Treated plots were thinned to the single dominant sprout on each stump whereas control plots were not thinned. Twenty-five years later the largest 247, 371, 494, and 618 stems per ha were examined and height of the dominant sprout at age 5 was found to be strongly related to dbh at age 30 in both thinned and unthinned plots. However, in the thinned plots, the largest 494 stems per ha were on average 11%, 28%, and 58% greater, respectively, in height, dbh, and volume compared to similar dominant sprouts in unthinned plots. Logistic regression analysis was used to develop curves for the evaluation of potential gains from clump thinning. In this analysis, the average height of a stand at age 5 was used to estimate thinning gains at age 30.  相似文献   
83.
本文结合河网平源地区的水文地理特点,提出了雨水管道设计中管径确定与管道埋设分别独立进行,水力计算采用统一的水力坡降,管道埋设采用统一的安装坡度,以及提倡管底平接等设计思想与计算方法。  相似文献   
84.
We derived an allometric model of the height–diameter curve for even-aged pure stands, which was a modification of the earlier model proposed by Inoue (2000a). An individual-dependent allometric equation was used as the height–diameter curve. Using the discriminant analysis method, all trees composed of a stand were stratified into upper and lower trees. It was assumed that both relationships between mean tree height H m and upper tree height H u and between mean DBH D m and mean DBH of upper trees D u could be described by the time-dependent allometric power equations. The height–diameter curve showed an average relationship between tree height and DBH of a given stand at a given time, and hence it could be assumed that the height–diameter curve contained two points (D m , H m ) and (D u , H u ). With these assumptions, we derived an allometirc model of height–diameter curve, which allowed the coefficients of the curve to be estimated from mean tree height and mean DBH. The proposed model was fitted to Japanese cedar (Cryptomeria japonica D. Don) data. The error ratio of the allometric model ranged from 2.254% to 13.412% (mean = 6.785%), which was significantly smaller than that of the earlier model. When the error of mean tree height was ±1.0 m or less, the effect of the error of mean tree height on the error ratio was comparatively small. This suggested that the error of ±1.0 m in mean tree height could be accepted in the estimation of height–diameter curve using the allometric model. These features enable us to combine the allometric model with Hirata’s vertical angle-count sampling or growth models. In conclusion, the allometric model would be one of the most practical and convenient approaches for estimating the height–diameter relationship of even-aged pure stands.  相似文献   
85.
长白落叶松人工林树冠形状的模拟   总被引:17,自引:3,他引:17  
李凤日 《林业科学》2004,40(5):16-24
以长白山地区 2 6a生长白落叶松人工林为研究对象 ,采用枝解析的方法 ,测定了 2 5株林木 (直径 10 5~2 4 9cm)的树冠变量 ,并建立了预测树冠外侧形状的冠形模型。基于枝条着枝深度 (DINC)和林木变量所建立的树冠形状模型包括 :基径、枝长、着枝角度和弦长等预估模型。对于大小相同树木的主要枝条来讲 ,这些树冠变量是随着DINC的增加而增大 ;而林木的胸径 (DBH)和树高 (HT)变量很好地反映了不同大小树木的冠形变化。冠形预测模型预测效果良好 ,充分体现了树冠结构的变化趋势 :树冠形状在树冠的中上部呈抛物线体 ,而在树冠的下部则为近圆柱体。文中所建模型 ,可以合理地描述长白落叶松人工林的树冠形状及其变化规律。  相似文献   
86.
根据湖南省福寿国有林场杉木生态公益林(幼龄林、中龄林、近熟林)复测数据,通过研究Hegyi,V_Hegyi,W_V_Hegyi三种竞争指数与胸径的相关性,选择相关性最强的W_V_Hegyi竞争指数,构建单木竞争生长模型。以此为基础,用加权平均树高作为胸径生长量的权重,重新构建了单木竞争生长模型,并对W_V_Hegyi竞争指数分布规律进行分析,利用回归分析方法构建径阶竞争指数预估模型和径阶生长模型。通过基于加权胸径生长量与W_V_Hegyi竞争指数构建径阶生长模型,以期为林木从单木到林分的模拟提供新途径。  相似文献   
87.
以湘中丘陵区马尾松林为研究对象,分析粗木质残体(CWD)的储量特征、物种组成、径级结构以及腐烂等级,研究湘中丘陵区马尾松林CWD的基本特征。结果表明:湘中丘陵区马尾松林CWD的平均储量为1.72 t/hm2,马尾松和杉木是针叶CWD的主要组成树种,樟树、南酸枣、枫香是阔叶CWD的主要组成树种。马尾松-阔叶树种混交林的CWD总储量显著大于马尾松-杉木混交林的,两者的CWD总储量与其对应森林总生物量的比例差异明显,且均表现为随森林生物量增长而增加的趋势。CWD的个体数量随着径级的增加而减少,呈反J型下降趋势,且不同存在形式CWD的数量比例大致表现为倒木枯立木大枝根桩。CWD具备完整的腐烂等级(Ⅰ~Ⅴ级),主要集中在Ⅰ、Ⅱ腐烂等级,且随着径级的增加,各腐烂等级CWD的数量比例呈现逐渐减少的趋势。  相似文献   
88.
壶瓶枣果实生长动态与气象因子的关系   总被引:2,自引:0,他引:2  
为了研究枣果实生长发育动态及其与气象因子的关系,以10年生密植壶瓶枣为试材,利用DD-S植物生长动态仪测定了果实的纵横径,对果园内各气象因子进行了同步检测,并分析了果实的生长变化规律及其与气象因子的相关关系。结果表明:枣果实生长期内其纵横径与果形指数日均值的变化密切相关,两者均呈波浪形变化;果实膨大期枣果纵横径日变化曲线呈"N"型,成熟期枣果纵横径日变化曲线呈"V"型;果实生长期枣果受到的不同气象因子的影响都较大。  相似文献   
89.
间伐改变林分环境,也对林木生长、森林碳储量及林木竞争关系造成一定影响,研究15%、25%、35% 3个间伐强度处理8 a后小兴安岭天然次生林中杉木的径阶分布、碳密度分配特征及竞争指数,对森林经营的指导和森林碳汇发展有重要意义。结果表明,35%抚育间伐强度均使杉木径阶分布频率偏离正态性;间伐改变了林木各器官碳密度的分配,其趋势是随着间伐强度的增大树干碳密度占总量的比例先减小再增加,而树枝生物量分配规律则呈逐渐减小的趋势;25%和35%间伐强度,杉木地上部分的生物量和碳密度均显著大于对照样地,其中25%间伐强度时生物量和碳密度最大,而15%间伐强度的杉木生物量与对照样地无显著差异,而碳密度却小于对照样地;同CK相比,T15样地杉木的Hegyi竞争指数减少了2.05%,而T25、T35分别增加了36.07%和14.66%;冗余分析(RDA)结果表明,Hegyi竞争指数、间伐强度共同解释了碳密度变化的61.3%,且Hegyi竞争指数增长不利于林分碳密度增加,竞争压力通过改变各器官的碳密度来响应。  相似文献   
90.
Genetic parameters for chronic progressive lymphedema (CPL)‐associated traits in Belgian Draught Horses were estimated, using a multitrait animal model. Clinical scores of CPL in the four limbs/horse (CPLclin), skinfold thickness and hair samples (hair diameter) were studied. Due to CPLclin uncertainty in younger horses (progressive CPL character), a restricted data set (D_3+) was formed, excluding records from horses under 3 years from the complete data set (D_full). Age, gender, coat colour and limb hair pigmentation were included as fixed, permanent environment and date of recording as random effects. Higher CPLclin certainty (D_3+) increased heritability coefficients of, and genetic correlations between traits, with CPLclin heritabilities (SE) for the respective data sets: 0.11 (0.06) and 0.26 (0.05). A large proportion of the CPLclin variance was attributed to the permanent environmental effect in D_full, but less in D_3+. Date of recording explained a proportion of variance from 0.09 ± 0.03 to 0.61 ± 0.08. Additive genetic correlations between CPLclin and both skinfold thickness and hair diameter showed the latter two traits cannot be used as a direct diagnostic aid for CPL. Due to the relatively low heritability of CPLclin, selection should focus on estimated breeding values (from repeated clinical examinations) to reduce CPL occurrence in the Belgian Draught Horse.  相似文献   
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