Soil CO2 evolution from Korean pine virgin forest at Changbai Mountain

The soil CO₂ evolution rate was measured in a virgin Korean pine forest. The results in June showed that the lowest value of evolution rate was 220 mg/(m²·h) and appeared at 6:00 a.m. The highest value was 460 mg/(m²·h) at 18:00. The rates of CO₂ evolution were related with soil temperature. On the basis of the constructed regression equation and the monthly average values of temperature, the magnitude of CO₂ evolution from Korean pine forest soil was 10.4 t/hm² during a growing season. This project was funded by the Opened Research Station of Changbai Mountain Forest Ecosystem, Chinese Academy of Sciences. Responsible editor: Zhu Hong     

直接拟设法解广义Burgers-Huxley方程

通过引进一个合适的拟设方程和直接拟设法得到广义Burgers-Huxley方程的显示精确孤波解,同时也可以通过这种方法得出广义Burgers-Huxley方程的一些特殊形式的方程。     

结构可靠度的一种计算方法

提出一种推广一次二阶矩法的算法，解决了关于相关正态随机向量的非线性极限状态方程下结构可靠度计算问题，在理论上论证了方法的可行性，实例计算表明了方法的有效性。     

金光杏梅叶面积回归测算研究

以金光杏梅成熟叶片为试材,研究了叶长、叶宽与叶面积的关系.结果表明:叶长、叶宽与叶面积均呈正相关关系.叶长、叶宽与叶面积之间的相关系数分别为0.7084、0.8546,叶长和叶宽与叶面积的复相关系数为0.9868,在0.01水平下均达到了极显著水平.在此基础上建立了叶长(x1)、叶宽(x2)、叶长和叶宽与叶面积(y)之间的回归方程y=61.4140x1-2 480.6、y=28.7600x2-0.8546、y=17.6276x1+41.2594x2-1 078.4906,3个回归方程均可用于测算金光杏梅的叶面积,其中以叶长和叶宽与叶面积的二元回归方程测算结果更为精确.在具体应用中,可根据所要求的精确度进行选择.     

基于投资的再保险定价模型

从系统的观点出发,把公司的赔付情况与投资收益相接合,对比例再保险与超额损失再保险,建立了在投资影响下的带跳的再保险模型,给出了基于投资的再保险定价公式,为公司厘订再保险费提供了新的方法.     

一阶具有正负系数的无界时滞微分方程解的振动性

讨论一阶具有正负系数的无界时滞微分方程,建立了方程所有解振动的一些充分条件,同时推广了相关文献中的结果.     

京津风沙源区生态保护与建设工程对防风固沙服务功能的影响

[目的] 评价京津风沙源生态保护与建设工程自2000年启动实施近20 a以来的防风固沙效应，以指导工程二期的实施。[方法] 选取植被覆盖度、风蚀量和防风固沙服务功能保有率等指标进行分析。[结果] 京津风沙源区以草地为主，其次为林地和农田；工程实施以来，多年平均土壤风蚀量为7.87×10⁸ t，以微度和轻度侵蚀为主；一期工程实施期间的土壤风蚀量总体呈逐年减小趋势，二期工程实施以来，风沙源区遭受风蚀危害又逐渐加重，尤其是沙化草原亚区，该区风蚀模数变化趋势达到了8.96 t/（hm²·a）；就防风固沙服务功能保有率而言，整个风沙源区均值达到了0.82，低值区主要分布于沙化草原亚区（0.743）和晋北山地丘陵亚区（0.752）；二期工程实施以来，大部分区域保有率均显著提升，这与二期工程实施期间全年及冬春季的植被覆盖度变化情况一致。[结论] 京津风沙源的风蚀防治区重点在保有率下降区域和以草地和沙地为主的沙化草原亚区、浑善达克沙地亚区和科尔沁沙地亚区。     

求解中立型常延迟微分方程再生核数值方法

在再生核空间Ｗ＾２ ２（０）中，给出在动力系统等领域广泛应用的中立型二阶常延迟微分方程组数形式的解析解表达式，当解析解级数截断时得到近似解，并分析了此近似解的特点。     

用线性递推关系求行列式的值

给出了用组合数学中的递推关系H_n=■α_iH_(n-i)(其中α_1,α_2,…,α_r为常数)计算具有二阶及二阶以上常系数递推关系的n阶行列式的计算方法.通过实例给出此方法的解题步骤,并验证了其可行性.     

A discussion on and alternative to the Penman-Monteith equation

The Penman-Monteith (PMe) equation that estimates evaporation from leaf/canopy surfaces is based on a few approximations. Several authors discussed ensuing errors and suggested improvements. This paper reminds those discussions which ended in the early nineties. It compares linearized PMe− with non-linear iterative solutions and illustrates resulting deviations. It differentiates between deviations for daily and hourly evaporation rate estimates. The latter are found to be higher. It also demonstrates deviations obtained at two different altitudes above sea level. Considering present tendencies to refine evaporation estimates for practical purposes and making use of easily available methods for solving non-linear equations this paper offers a new method to estimate evaporation.In a first step, a simple algebraic term, the surface temperature control sum, is introduced to find approximate differences between air and evaporating surface (leaf, canopy) temperatures. It suggests to concentrate research on the r_s/r_a ratio. A new formula is derived for estimating leaf/canopy surface temperatures for non-water stressed plants.In a second step, the estimates of temperature differences are used to calculate evaporation estimates. This two-step approximation leads to appreciably smaller errors as compared to the PMe-solution over the full range of input parameters of agro-meteorological relevance. It is, however, less accurate than some of methods proposed in literature. The method is meant for practical application in agricultural water management.