Dawson结构磷钨钒杂多酸的表征及其光催化性能

通过FTIR、UV、循环伏安法对自制的Dawson结构磷钨钒杂多酸催化剂的结构及电化学性能进行表征.以甲基橙溶液模拟工业染料废水,考察了磷钨钒杂多酸光催化降解性能的影响因素.实验结果表明:自制磷钨钒杂多酸具有Dawson结构,表现出良好的电化学性能;在磷钨钒杂多酸加入量为1.5 g/L、初始甲基橙质量浓度为10 mg/L、紫外灯功率为500W的条件下,经紫外光照射200 min,甲基橙降解率可达98.3％.     

可持续发展与产业结构优化

可持续发展要求产业结构合理化、高度化、形成能够发挥资源禀赋比较优势的产业结构和发展环保产业,但是我国目前存在产业结构不合理、重复建设严重、地区产业结构趋同、产业技术水平低、第三产业发展不足、高新技术产业和环保产业发展滞后等情况,极不利于社会经济的可持续发展。为了真正的实现可持续发展,必须努力调整产业结构,淘汰落后过剩的生产能力,促进产业结构升级,大力发展第三产业、环保产业和高新技术产业。     

Changes in the Carabid Fauna (Coleoptera, Carabidae) of Meadow Steppes during the Past Decades

Basic trends in the structural dynamics of the meadow-steppe carabid fauna over the period from 1970 to 1997 have been analyzed. Data on changes in the abundance and composition of dominant species are reported. Transformation of carabidocenoses is mainly accounted for by an increased humidity of the climate and the related mesophytization of forest–steppe ecosystems.     

Specific Structural Features of Zooplankton in Lakes Differing in Trophic Status: Zoosynusiae

Russian Journal of Ecology -     

内分泌扰乱化学品活性筛选和测试方法

对近年来对内分泌扰乱化学品(EDCs)的筛选和测试方法进行了述评。目前倾向于采用包括与激素受体结合的亲和力测试、体外和活体测试在内的层式检测法对EDCs的活性进行筛选和测试,并评价人体和野生动物内分泌扰乱的性质、可能性和剂量-反应关系。目前也致力于EDCs的结构-效应关系特别是定量关系的研究,旨在提供一种简便低廉的筛选方法。总的说来,稳定可靠的标准化筛选和检测方法的建立仍待努力。      

区域旅游业内部结构的动态关系与优化对策——以赤壁市千岛湖风景区为例

旅游市场的变化可作为触发因子推动区域旅游业内部结构处于动态变化之中。对于特定的风景资源结构,一定的旅游市场结构要求一定的旅游接待服务结构与之相适应,才能产生与之相适应的旅游行为层次获得最佳经济效益。基于此,通过建立区域旅游业内部结构的对应变换关系模式,可对风景旅游区进行“诊断”,并提出治理方案和发展规划。     

我矿童家院区通风系统的改造与评价

介绍了锡矿山矿务局北矿童家院区北风井通风系统建立的过程,对北风井通风系统投产运行的实际效果进行了评价.     

长江上游干流春季禁渔前后三年渔获物结构和生物多样性分析

根据2000～2005年长江上游干流宜宾、巴南和万州3个江段三层流刺网的监测资料,分析了春禁前后3年渔获物结构和鱼类生物多样性的变化,对长江上游春禁效果进行了初步评价.春禁前后3年共监测到鱼类51种,隶属于3目18科(亚科)36属,以鲤科鱼类为主,占60.8%.春禁后,渔获物主要种类优势度有所下降,部分江段单位捕捞努力量渔获量表现出一定上升趋势,3个江段Margalef指数、Pielou指数和Wilhm改进指数有一定升高,表明种类丰富度有所提高,群落结构趋于复杂,春季禁渔有一定效果.春禁前后渔获物种类的波动,可能与这些种类种群数量少,难以采到有关;春禁后主要种类平均体长、体重仍表现出下降趋势,可能与过度捕捞及资源在短期内难以恢复有关.建议延长禁渔期、严格控制禁渔结束后的捕捞强度等措施来提高禁渔效果,并采取恢复江湖联系、保护重要渔业水域水质、实施水利工程生态调度等措施来配合春禁制度的实施.长江渔业资源的恢复和保护是一个长期而复杂的过程,对长江禁渔效果的准确评估还需要长期监测和深入研究.     

Urban expansion and its contribution to the regional carbon emissions: Using the model based on the population density distribution

The method is used for calculating regional urban area dynamics and the resulting carbon emissions (from the land-conversion) for the period of 1980 till 2050 for the eight world regions. This approach is based on the fact that the spatial distribution of population density is close to the two-parametric Γ-distribution [Kendall, M.G., Stuart, A., 1958. The Advanced Theory of Statistics, vol. 1.2. Academic Press, New York; Vaughn, R., 1987. Urban Spatial Traffic Patterns, Pion, London]. The developed model provides us with the scenario of urbanisation, based on which the regional and world dynamics of carbon emissions and export from cities, and the annual total urban carbon balance are estimated. According to our estimations, world annual emissions of carbon as a result of urbanisation increase up to 1.25 GtC in 2005 and begin to decrease afterwards. If we compare the emission maximum with the annual emission caused by deforestation, 1.36 GtC per year, then we can say that the role of urbanised territories (UT) in the global carbon balance is of a comparable magnitude. Regarding the world annual export of carbon from UT, we observe its monotonous growth by three times, reaching 505 MtC. The latter, is comparable to the amount of carbon transported by rivers into the ocean (196–537 MtC). The current model shows that urbanisation is inhibited in the interval 2020–2030, and by 2050 the growth of urbanised areas would almost stop. Hence, the total balance, being almost constant until 2000, then starts to decrease at an almost constant rate. By the end of the XXI century, the total carbon balance will be equal to zero, with the exchange flows fully balanced, and may even be negative, with the system beginning to take up carbon from the atmosphere, i.e., becomes a “sink”. The regional dynamics is somewhat more complex, i.e., some regions, like China, Asia and Pacific are being active sources of Carbon through the studied period, while others are changing from source to sink or continue to be neutral in respect the GCC.     

Population as an oscillating system

In this paper we present a new approach describing population dynamics based on the view of a population as an oscillating system. To develop a mathematical model of an oscillating population, we applied a third-order differential equation. Our model describes population dynamics within a parametric-temporal continuum, formed by the relative values of population growth and decrease over time. In this paper we also illustrate how our oscillative model effectively compliments the existing suite of models in population dynamics.