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101.
M. Hühn 《Journal of Agronomy and Crop Science》1999,182(2):89-98
Based on several simplifying assumptions, a stochastic approach was developed which allows an estimation of the effects of nonregular spatial patterns of the distribution of individual plants on yield per area (F). In this approach, two random variables were attached to each plant: single plant yield (E) and individual space per plant (A). The latter was estimated by the area of Thiessen polygons. Yield per area was calculated theoretically by the expectation of the ratio E / A. Appropriate approximations of this expectation depend on the means (ē and ā), coefficients of variation (vE and vA) of E and A and their correlation (rEA). Yield per area can be decomposed into two additive terms: the first term gives the commonly used estimate ē/ā— or h(ā)/ā if a functional relationship between E and A is assumed: E = h(A). In this study, the two relationships E = k1 + k2 · ln A and E = A/(k3 + k4A) were used (with appropriately chosen constants k1, k2, k3, and k4). The second term in the decomposition of F can be interpreted as the effect of variable individual plant spaces on yield per area. In this paper, all theoretical concepts and results were applied to 17 experimental data sets of three cultivars of winter oilseed rape (Brassica napus L.). Single plant yields (E) and individual plant areas (A) were positively correlated with correlation coefficients from 0.64 up to 0.91. The ranges for both coefficients of variation were similar: 0.27 ≤ vE ≤ 0.65 and 0.28 ≤ vA ≤ 0.59. One obtains no significant differences in the goodness-of-fit for both tested relationships between E and A although the logarithmic relationship seems to be slightly superior. For only three data sets one obtains negative values for the percentage of the second term in the decomposition of F. This indicates an overestimation of yield per area by the commonly used estimates h(ā)/ā and ē/ā, respectively. These overestimations, however, are less than 5 %. In all other cases with positive values for the second term the yield per area is underestimated by the common estimates. For almost all data sets, however, the percentages of F which are explained by the common estimates are much larger than 90 %. 相似文献
102.
Cultivars of European winter oilseed rape cultivated in the second half of the 1970s and in the mid-1990s were screened for their winter hardiness, frost resistance and vernalization requirement. A strong correlation between winter hardiness and frost resistance in both groups of rape has been noticed. Among oilseed rapes cultivated in the late 1970s, low erucic acid and particularly double zero cultivars were less winter hard than high erucic acid cultivars. Double zero cultivars were characterized by lower frost resistance and lower vernalization requirement. A significant correlation between vernalization requirement and both frost resistance and field survival has also been shown. Frost resistance of the 1990s (double zero) cultivars was higher than that of double low cultivars from the late 1970s. Their vernalization requirement was still small and did not correlate with either frost resistance or winter hardiness. It was concluded that reduction in the content of glucosinolates in the 1970s involved decrease in winter hardiness and vernalization requirement of cultivars. During the following 20 years winter hardiness of double low cultivars has been improved, but vernalization requirements have not changed. As a result no correlation between winter hardiness and vernalization requirement in contemporary canola cultivars has been observed. 相似文献
103.
A. M. Abu-Awwad 《Journal of Agronomy and Crop Science》1999,183(1):1-7
Caused by the necessarily imperfect seed placement accuracy of sowing machines and, additionally, caused by many other biotic and abiotic factors, the resulting plant stands exhibit nonregular spatial distributions of its plants. Based on several simplifying assumptions, a stochastic approach is developed which allows an estimation of the effects of nonregular spatial patterns on yield per area. In this approach, two random variables are attached to each plant: single plant yield E and individual space A . The latter is estimated by the area of Thiessen polygons. Yield per area, calculated by the expectation of the ratio E/A , can be approximately expressed dependent on the means ( Ē and Ā ) and coefficients of variation ( v E and v A ) of E and A and their correlation ( r EA ). In relation to the commonly used estimate Ē/Ā for yield per area, one obtains yield decreases if v A / v E < r EA . This inequality, however, will be usually valid in the field of applications. The theoretical approaches and results were applied to three experimental data sets for drilled seeds of winter oilseed rape ( Brassica napus L.) (plant density: 60 plants m−2 , row distance: 10 cm). These data sets are characterized by different accuracies of longitudinal distributions within rows (58 %, 101 %, 150 %): yield depression increases with an increasing variability of plant distances within rows. 相似文献
104.
105.
以杂交油菜秦油2 号和普通油菜中油821 为试验材料,研究了在施硼砂的基础上喷施植物生长调控剂对油菜的生物学效应- 结果表明:喷施多效唑(MET)使油菜叶片的气孔数、有效荚果数大幅度增加,对千粒重影响不明显,但使荚果内的表现粒数明显减少,尤其使秦油2 号的成棵率极显著降低,且减产达显著水平;喷施802 使油菜的有效荚果数和千粒重增加,但使叶片的气孔数和荚果内的表现粒数减少,增产效果不显著;喷施增产菌除使千粒重有增加的趋势外,但使中油821 的成棵率极显著降低,增产效果也不显著 相似文献
106.
内蒙古平原灌区优质高产春玉米综合配套技术浅析 总被引:1,自引:0,他引:1
本文从品种选择、宽行密株合理密植,科学灌水,平衡施肥,地膜覆盖,土壤条件及培肥,病虫草害防治,精耕细作与机械配套相结合等8个方面,简要分析了公顷产量12.75t~16.50t优质春玉米的综合配套技术. 相似文献
107.
液压技术在农机中的应用日益广泛,油菜生产机械化装备近几年在国家大力支持下有了较快发展,由于液压技术的优势,在油菜机械装备中也应用越来越多,文章就目前我国油菜生产机械中所应用的液压技术进行了综述和研究。 相似文献
108.
青海春蚕豆以产量高、品质优、商品率高而著称,通过对青海春蚕豆高产(5.625 t/hm2以上)栽培技术资料的统计分析,探讨其群体发育动态规律,旨在为春蚕豆高产栽培和研究提供详实、便捷的技术依据,使蚕豆栽培达到高产、高效的目的. 相似文献
109.
春播和秋播对南方春大豆种子活力的影响 总被引:11,自引:0,他引:11
试验采用春播(4月4日)和秋播(7月30日)两种播期法,研究春播种子活力低,秋播种子活力高的生理生化原因,结果表明,种子发芽率,发芽指数,电导率,过氧化物酶活性和真菌侵染率,这些反映种子活力的生理指标,秋播种子均优于春播种子,此外,秋播种了表皮结构较春播种子致密,种子表面小孔数目少而小,这可能也是秋播种子活力高的原因之一。 相似文献
110.
M. Hühn 《Journal of Agronomy and Crop Science》1998,181(4):249-255
A general approach to determine the effect of accuracy of sowing technique on yield per area
Caused by nonperfect seed placement accuracy of sowing machines as well as by many other abiotic and biotic factors the resulting plant stands exhibit nonregular plant distributions. Based on several simplifying assumptions a stochastic approach provides a quantitative determination of the effects of accuracy of sowing technique on yield per area. In this approach, two random variables are assigned to each individual plant: single plant yield E and single plant area A, which is calculated in this paper by the construction and quadrature of the so-called Thiessen-polygons. The yield per area F is calculated as the expectation of the ratio E/A. By assuming a deterministic mathematical relationship between E and A, the calculation of F reduces to the calculation of the expectation of a function of only one random variable A. A simple approximation with sufficient accuracy for many applications only depends on the mean and on the variance of the areas of the individual plants. For demonstration purposes, the theoretical approaches and results have been finally applied to three data sets for drilled seeds of winter oilseed rape (plant density: 60 plants/m2 and distance between rows: 10 cm). These data sets exhibit different accuracies of the longitudinal distributions within rows which have been quantitatively measured by the coefficient of variation for the distances between plants within rows: Yield depression increases with an increasing variability of plant distances within rows. 相似文献
Caused by nonperfect seed placement accuracy of sowing machines as well as by many other abiotic and biotic factors the resulting plant stands exhibit nonregular plant distributions. Based on several simplifying assumptions a stochastic approach provides a quantitative determination of the effects of accuracy of sowing technique on yield per area. In this approach, two random variables are assigned to each individual plant: single plant yield E and single plant area A, which is calculated in this paper by the construction and quadrature of the so-called Thiessen-polygons. The yield per area F is calculated as the expectation of the ratio E/A. By assuming a deterministic mathematical relationship between E and A, the calculation of F reduces to the calculation of the expectation of a function of only one random variable A. A simple approximation with sufficient accuracy for many applications only depends on the mean and on the variance of the areas of the individual plants. For demonstration purposes, the theoretical approaches and results have been finally applied to three data sets for drilled seeds of winter oilseed rape (plant density: 60 plants/m