载铜氮化碳纳米片对单质汞的吸附脱除特性

用简易热剥离法合成了氮化碳纳米片（CNNS）,再通过等体积浸渍法将铜负载于CNNS表面合成了载铜CNNS吸附剂,用于低温下吸附脱除气态单质汞（Hg⁰）.利用氮气吸附-脱附、X射线衍射（XRD）、扫描电子显微镜（SEM）、透射电子显微镜（TEM）、X射线光电子能谱（XPS）等手段对吸附剂进行表征.结果表明：CNNS对Hg⁰具有良好的吸附性能,吸附温度为120℃时,脱汞效率约为54.2%;载铜修饰可极大提高CNNS的脱汞活性,脱汞效率在40~240℃温度范围内均大于82.3%,这归因于铜与氮化碳间的紧密接触.煅烧温度对载铜CNNS的脱汞活性影响较大,最佳煅烧温度为200℃.通过载铜修饰可有效活化CNNS,提高其对Hg⁰的氧化能力,这可能归因于铜离子与氮化碳之间的莫特-肖特基电子转移效应.SO₂和水蒸气对载铜CNNS的脱汞性能有抑制作用.     

京津冀地区高分辨率PM2.5浓度时空变化模拟与分析

为了全覆盖、高分辨率和高精度识别京津冀地区大气PM_2.5质量浓度时空变化,选取多角度大气校正算法遥感反演的1km AOD为主要预测因子,多种气象要素和土地利用要素为辅助预测因子,构建了混合效应模型+地理加权回归模型的两阶段统计模型,并针对京津冀地区PM_2.5污染较严重的特点,模型中引入了AOD²等独特预测因子.通过上述两阶段模型定量预测了研究区2017年1 km²空间分辨率的每日PM_2.5质量浓度.结果表明,模型交叉验证的决定系数R²为0.94,斜率为0.95,均方根预测误差为13.14 μg·m^-3,在前人基础上预测精度进一步提升,可用于PM_2.5浓度时空变化预测与分析.2017年,京津冀地区PM_2.5浓度年均值为44.96 μg·m^-3,年均值范围在0~89.89 μg·m^-3之间.PM_2.5浓度时空变化差异性明显,整体上呈现"平原西南部浓度高、平原东北部浓度中等和山区高原浓度低"的空间分布格局以及"冬季浓度高、夏季浓度低和春秋过渡"的季节变化特点.模型预测结果的高时空分辨率可以支持流行病学研究在较小区域的暴露评估和识别小尺度污染源的时空变化,分析发现在大气污染防治行动计划实施以来,污染较严重的冀中南山麓平原区可能出现了重要污染源的空间变化.模型预测与分析结果可以为京津冀大气污染防治提供科学支撑.     

铜仁土壤-水稻重金属积累效应与安全种植区划

铜仁市有色金属矿业活动频繁,为了解贵州省铜仁地区土壤-水稻重金属积累与迁移转化状况,开展水稻安全种植区划,共采集水田土壤和相应稻米样品230组,并测试重金属和土壤理化性质等.通过单因子指数法对稻米样品进行评价,并结合土壤环境质量和食品污染物限量提出安全种植区划方法.结果表明:①水田土壤pH在4.4～7.9之间,ω(As)、ω(Cd)、ω(Cu)、ω(Hg)、ω(Ni)和ω(Zn)平均值分别为 12.94、0.343、30.53、3.869、30.32和 110.0 mg-kg-1,其中 As、Cd、Hg 和 Zn与环境质量农用地土壤污染风险管控标准中的筛选值相比,超标11.7％、10.9％、53.0％和3.04％.②稻米中ω(As)、ω(Cd)、ω(Cu)、ω(Hg)、ω(Ni)和 a(Zn)的表征值为0.056、0.017、1.445、0.010、0.215和 17.59 mg·kg-1;与国家食品安全标准(GB 2762-2017)相比,稻米样品中As、Cd和Hg含量超标达15.7％、3.04％和19.1％.其As超标点位主要集中分布于松桃县,Hg主要分布于碧江和万山区.③稻米富集系数大小顺序为:Zn＞Cd＞Cu＞Hg＞As=Ni,稻米对于Zn的吸收富集能力最强.④研究区大部分区域均属于优先保护类,安全利用类集中分布在铜仁东部,严格管控类零星分布于碧江区、万山区和江口县等地.结果表明,铜仁市部分地区土壤存在重金属污染,同时水稻的安全种植也存在一定风险.     

崇明东滩不同部位的季节性沉积研究

2002年4月至2003年4月，通过对崇明东滩南部、中部和北部的标志桩观测以及实地观测分析，发现崇明东滩在一年中不同季节冲淤变化过程存在很大差异：春季到夏季，南部以冲刷为主，中部和北部以淤积为主；夏季到秋季，南部和中部以淤积为主，北部表现为冲刷；秋季到冬季，南部、中部和北部都以冲刷为主；头一年冬季到次年春季，南部和北部以淤积为主，中部则表现为冲刷。在同一观测路线上，不同季节高、中、低潮滩冲淤也存在一定差异。通过对沉积物粒度、水体含沙量等指标的测试，并借助潮差等资料，探究了影响潮滩季节性沉积的因素，发现潮滩季节性沉积与潮滩基础地貌、水体含沙量、水动力、潮流等有密切关系；但在不同部位不同季节，各因素对潮滩冲淤影响程度各不相同。     

Carbon Pool Dynamics in the Lower Fraser Basin from 1827 to 1990

/ To understand the total impact of humans on the carbon cycle, themodeling and quantifying of the transfer of carbon from terrestrial pools tothe atmosphere is becoming more critical. Using previously published data,this research sought to assess the change in carbon pools caused by humans inthe Lower Fraser Basin (LFB) in British Columbia, Canada, since 1827 anddefine the long-term, regional contribution of carbon to the atmosphere. Theresults indicate that there has been a transfer of 270 Mt of carbon frombiomass pools in the LFB to other pools, primarily the atmosphere. The majorlosses of biomass carbon have been from logged forests (42%), wetlands(14%), and soils (43%). Approximately 48% of the forestbiomass, almost 20% of the carbon of the LFB, lies within old-growthforest, which covers only 19% of the study area. Landfills are nowbecoming a major sink of carbon, containing 5% of the biomass carbonin the LFB, while biomass carbon in buildings, urban vegetation, mammals, andagriculture is negligible. Approximately 26% of logged forest biomasswould still be in a terrestrial biomass pool, leaving 238 Mt of carbon thathas been released to the atmosphere. On an area basis, this is 29 times theaverage global emissions of carbon, providing an indication of the pastcontributions of developed countries such as Canada to global warming andpossible contributions from further clearing of rainforest in both tropicaland temperate regions.KEY WORDS: Carbon pools; Global warming; Carbon release to atmosphere;Greenhouse effect     

全球可持续发展与国际合作

本文认为环境生态是全球可持续发展的重要组成部分,必须在全球范围内,通过有效的国际合作和国际协调来加以解决。作者认为:国际合作应在国际性河流流域管理方面发挥重要作用。对全球温室效应问题,国际组织应重视科学研究,协调各国政府在能源税收、补贴和开发再生能源方面取得进展。此外,在保护地球生物多样性方面,国际组织可调试债务与自然环境互换机制。     

江淮流域大洪水的因子分析及成因链初步构造

结合 1998年长江流域的特大洪水 ,提出了洪水成因链的概念 ,分析了各个物理因子对江淮洪水的影响。指出影响江淮洪水的物理因子都是层层相接、环环相扣的 ,它们组成了一个互相联系、互为因果的洪水成因链。成因链上物理因子之间的正反馈作用和消长作用 ,导致成因链上各个因子的致洪理论都不能完全地自圆其说 ,因而也无法完全确定地用于洪水预测。只有深入探讨洪水成因链上物理因子之间的正反馈作用和消长作用 ,对它们进行全面综合的诊断分析 ,才能提高江淮洪水预测的准确率。     

Cosmological implications of the Machian principle

The famous idea of Ernst Mach concerning the non-absolute but relational character of particle inertia is taken up in this paper and is reinvestigated with respect to its cosmological implications. From Thirring’s general relativistic study of the old Newtonian problem of the relativity of rotations in different reference systems, it appears that the equivalence principle with respect to rotating reference systems, if at all, can only be extended to the system of the whole universe, if the mass of the universe scales with the effective radius or extent of the universe. A reanalysis of Thirring’s derivations still reveals this astonishing result, and thus the general question must be posed: how serious this result has to be taken with respect to cosmological implications. As we will show, the equivalence principle is, in fact, fulfilled by a universe with vanishing curvature, i.e. with a curvature parameter, which just has the critical density , where is the Hubble constant. It turns out, however, that this principle can only permanently be fulfilled in an evolving cosmos, if the cosmic mass density, different from its conventional behaviour, varies with the reciprocal of the squared cosmic scale. This, in fact, would automatically be realized, if the mass of each cosmic particle scales with the scale of the universe. The latter fact, on one hand, is a field-theoretical request from a general relativistic field theory which fulfills H. Weyl’s requirement of a conformal scale invariance. On the other hand, it can perhaps also be concluded on purely physical grounds, when taking into account that as source of the cosmic metrics only an effective mass density can be taken. This mass density represents the bare mass density reduced by its mass equivalent of gravitational self-binding energy. Some interesting cosmological conclusions connected with this fact are pointed out in this paper.     

基于微生物相互作用机理的完全耦合活性污泥模型研究

根据微生物生长机理,推导出微生物的耦合作用机理并在该机理的基础上改进了ASM3 Bio-P模型.假设活性污泥系统中有机物氧化过程、生物硝化过程、生物反硝化过程、生物除磷过程可同时存在,在ASM3 Bio-P模型上添加相关的开关函数,推导出完全耦合活性污泥模型(FCASM).基于计算机程序进行数值模拟,并将FCASM模拟结果与实测值以及ASM3 Bio-P模型模拟值进行对比.结果表明,完全耦合活性污泥模型对氨氮模拟的稳态出水值为1.90 g·m-3,ASM3 Bio-P模型模拟的氨氮稳态出水值为0 g·m-3,而实测的氨氮稳态出水值为1.50 g·m-3,完全耦合活性污泥模型的结果更接近真实值.