近日,为贯彻《中华人民共和国环境保护法》,规范生态环境监测工作,生态环境部现批准《土壤和沉积物 19种金属元素总量的测定 电感耦合等离子体质谱法》等9项标准为国家生态环境标准,并予发布。以上标准自2024年6月1日起实施,《水质 氨氮的测定 气相分子吸收光谱法》(HJ/T 195-2005)、《水质 总氮的测定 气相分子吸收光谱法》(HJ/T 199-2005)、《水质 硫化物的测定 气相分子吸收光谱法》(HJ/T 200-2005)同时废止。
附件(1):《水质 氨氮的测定 气相分子吸收光谱法(HJ195—2023代替HJ/T195—2005)》
水质 氨氮的测定 气相分子吸收光谱法警告:实验中使用的盐酸具有强挥发性和腐蚀性。试剂配制过程应在通风橱内操作,按要求佩戴防护器具,避免吸入呼吸道或接触皮肤和衣物。
1 适用范围
本标准规定了测定水中氨氮的气相分子吸收光谱法。本标准适用于地表水、地下水、生活污水、工业废水和海水中氨氮(以N计)的测定。方法的检出限为0.02mg/L,测定下限为0.08mg/L。
2 规范性引用文件
本标准引用了下列文件或其中的条款。凡是注明日期的引用文件,仅注日期的版本适用于本标准。凡是未注日期的引用文件,其最新版本(包括所有的修改单)适用于本标准。
GB17378.3海洋监测规范第3部分:样品采集、贮存与运输
HJ91.1污水监测技术规范
HJ91.2地表水环境质量监测技术规范
HJ164地下水环境监测技术规范
HJ442.3近岸海域环境监测技术规范第三部分近岸海域水质监测
3 术语和定义
下列术语和定义适用于本标准。
3.1 氨氮ammonianitrogen
以游离氨(NH3)或铵盐(NH4+)形式存在于水中的氮。
3.2 气相分子吸收光谱法gas-phasemolecularabsorptionspectrometry
在规定的分析条件下,将待测成分转变成气态分子载入测量系统,测定其对特征光谱吸收的方法。
4 方法原理
样品中的氨氮由次溴酸盐氧化剂氧化成亚硝酸盐氮,再由盐酸乙醇催化转变成二氧化氮气体,用载气将产生的二氧化氮载入气相分子吸收光谱仪的吸光管中,在特征吸收波长处测得的吸光度与氨氮的浓度之间的关系符合朗伯-比尔定律。
5 干扰和消除
5.1 亚硝酸盐会对测定产生正干扰。可通过仪器操作系统中配置的氨氮除亚氮功能消除干扰,无法消除时可通过酸性乙醇加热法[8.2a)]消除干扰。
5.2 部分还原性物质会对测定产生负干扰。SO32-、S2-、I-、S2O32-、SCN-、CN-、Fe2+等无机还原性物质,以及丙烯酰胺、磺胺等难挥发的有机还原性物质,可通过预蒸馏法[8.2c)]消除干扰。甲醛、丙酮等沸点较低、水溶性大、具有挥发性的有机还原性物质,可通过酸性加热法[8.2b)]消除干扰。
5.3 石油烃、三乙胺等挥发性有机物会对测定产生正干扰,可通过酸性加热法[8.2b)]消除干扰。
5.4 N,N-二甲基甲酰胺(DMF)、聚丙烯酰胺等有机胺会对测定产生正干扰,可通过预蒸馏法[8.2c)]消除干扰。
6 试剂和材料
除非另有说明,分析时均使用符合国家标准的分析纯试剂,实验用水可由纯水器制备或购买市售纯水,应满足实验室空白要求。
6.1 硫酸(H2SO4):ρ=1.84g/ml,w∈[95.0%,98.0%]。
6.2 盐酸(HCl):ρ=1.18g/ml,w∈[36.0%,38.0%]。
6.3 无水乙醇(CH3CH2OH):ρ=0.79g/ml。
6.4 溴酸钾(KBrO3)。
6.5 溴化钾(KBr)。
6.6 氢氧化钠(NaOH)。
6.7 氯化铵(NH4Cl):优级纯。置于硅胶干燥器中干燥48h。
6.8 硼酸(H3BO3)。
6.9 溴百里酚蓝(C27H28Br2O5S)。
6.10 轻质氧化镁(MgO)。
6.11 盐酸溶液Ⅰ。用盐酸(6.2)和水按1:1的体积比混合。
6.12 盐酸溶液Ⅱ。用盐酸(6.2)和水按1:11的体积比混合。
6.13 氢氧化钠溶液Ⅰ:ρ(NaOH)=400g/L。称取200g氢氧化钠(6.6)溶于水中,定容至500ml,于聚乙烯瓶中密闭保存。
6.14 氢氧化钠溶液Ⅱ:ρ(NaOH)=40g/L。称取4g氢氧化钠(6.6)溶于水中,定容至100ml,于聚乙烯瓶中密闭保存。
6.15 溴酸盐混合液。称取2.81g溴酸钾(6.4)及30g溴化钾(6.5),溶解于500ml水中,摇匀,贮存于棕色玻璃瓶,4℃以下冷藏,避光可保存6个月。
6.16 氧化剂。吸取3.0ml溴酸盐混合液(6.15)于棕色带盖玻璃瓶中,加入100ml水充分摇匀,加入6.0ml盐酸溶液Ⅰ(6.11),于暗处静置10min,加入50ml氢氧化钠溶液Ⅰ(6.13),充分摇匀,待小气泡逸尽再使用。该试剂临用现配,配制时,所用试剂、水和室内温度应在18℃~30℃。
6.17 载流液。分别量取300ml盐酸(6.2)和250ml无水乙醇(6.3),用水定容至1000ml。充分混匀,静置2h以上。
6.18 硼酸溶液:ρ(H3BO3)=20g/L。称取20g硼酸(6.8)溶于水中,稀释至1000ml。
6.19 氨氮标准贮备液:ρ(N)=1000mg/L。称取3.8190g(精确至0.1mg)氯化铵(6.7),溶于水中,移入1000ml容量瓶中,用水定容至标线,可在4℃以下冷藏保存30d。或直接购买市售有证标准物质。
6.20 氨氮标准中间液:ρ(N)=40.0mg/L。移取10.00ml氨氮标准贮备液(6.19),置于250ml容量瓶中,用水定容至标线,临用现配。
6.21 氨氮标准使用液Ⅰ:ρ(N)=10.0mg/L。移取25.00ml氨氮标准中间液(6.20),置于100ml容量瓶中,用水定容至标线,临用现配。
6.22 氨氮标准使用液Ⅱ:ρ(N)=2.0mg/L。移取5.00ml氨氮标准中间液(6.20),置于100ml容量瓶中,用水定容至标线,临用现配。6.23 溴百里酚蓝指示剂:ρ=0.5g/L。称取0.05g溴百里酚蓝(6.9)溶于50ml水中,加入10ml无水乙醇(6.3),用水稀释至100ml。6.24 载气:氮气(纯度≥99.9%)或空气。使用无油空气泵或空气发生器现场制备空气作为载气来源时,气体出口需连接带变色硅胶的净化器,以去除空气中水分的干扰。
7 仪器和设备
7.1 采样瓶:具塞(盖)的聚乙烯瓶或硬质玻璃瓶,容积不小于250ml。
7.2 气相分子吸收光谱仪:配备氘灯或锌(Zn)空心阴极灯,内置气-液分离装置等。
7.3 比色管:磨口具塞,玻璃材质,100ml。
7.4 预蒸馏装置:由500ml凯氏烧瓶或蒸馏烧瓶、氮球、直形冷凝管、导管、滴管和250ml容量瓶等组成,或等效的蒸馏装置。
7.5 一般实验室常用仪器和设备。
8 样品
8.1 样品的采集和保存按照GB17378.3、HJ91.1、HJ91.2、HJ164和HJ442.3的相关规定采集样品。海水样品采集后在现场立即用0.45μm的微孔滤膜过滤,贮存于采样瓶(7.1)中,-20℃以下冷冻可保存7d,冷冻保存时样品不宜过满,避免冻裂。其他类型的样品采集后贮存于采样瓶(7.1)中,用硫酸(6.1)调节样品至pH值≤2,4℃以下冷藏可保存7d。
8.2 试样的制备将采集的样品(8.1)摇匀,移取适量至气相分子吸收光谱仪(7.2)的样品管,待测。超过标准曲线最高点浓度的样品可适当稀释后待测。
存在干扰的样品,可选用以下3种方式消除干扰:
a)酸性乙醇加热法:移取100ml混匀后的样品,在酸性条件下(pH值≤2)加入10ml无水乙醇(6.3),80℃以上加热3min~5min,冷却后用实验用水补足至原体积后待测。
b)酸性加热法:移取适量混匀后的样品,在酸性条件下(pH值≤2)加热煮沸5min~10min,冷却后用实验用水补足至原体积后待测。
c)预蒸馏法:将50ml硼酸溶液(6.18)移入预蒸馏装置(7.4)的容量瓶内,确保冷凝管出口在硼酸溶液液面之下。分取250ml混匀后样品,移入烧瓶中,加几滴溴百里酚蓝指示剂(6.23),用氢氧化钠溶液Ⅱ(6.14)或盐酸溶液Ⅱ(6.12)调整pH值至6.0(指示剂呈黄色)~7.4(指示剂呈蓝色)之间,加入0.25g轻质氧化镁(6.10)与数粒玻璃珠,立即连接氮球和冷凝管。加热蒸馏,使馏出液速率约为10ml/min,待馏出液达200ml时,停止蒸馏,加水定容至250ml待测。
注:以上方式无法消除干扰时,应选择其他测定方法。
8.3 实验室空白试样的制备用实验用水代替样品,按照与试样的制备(8.2)相同的步骤制备实验室空白试样。
9 分析步骤
9.1 仪器参考条件
开启仪器预热,按照仪器说明书连接管路和线路。按表1中的参考条件设置仪器(或根据仪器运行状况,参考仪器说明书优化)。将载流液(6.17)和氧化剂(6.16)接入系统,清洗管路2~3次,待开机约20min后或1min内基线漂移在±0.0005以内时开始测定。
9.2 标准曲线的建立取6支比色管(7.3),分别移取0ml、1.00ml、4.00ml、8.00ml、16.00ml、20.00ml氨氮标准使用液Ⅰ(6.21)于比色管中,用水定容至标线。此标准曲线系列质量浓度分别为:0mg/L、0.10mg/L、0.40mg/L、0.80mg/L、1.60mg/L、2.00mg/L,可根据样品的实际情况在仪器允许的线性范围内适当调整标准曲线系列质量浓度点。如所用仪器具有自动稀释功能,可将氨氮标准使用液Ⅱ(6.22)放置于自动进样器进样盘上。按照仪器参考条件(9.1),从低浓度到高浓度依次测量吸光度。以标准曲线系列的质量浓度为横坐标,以其对应的扣除空白后的吸光度为纵坐标,建立标准曲线。
9.3 试样的测定按照与标准曲线的建立(9.2)相同的仪器条件测定试样(8.2)。
9.4 实验室空白试验按照与试样的测定(9.3)相同的步骤测定实验室空白试样(8.3)。
10 结果计算与表示
10.1 结果计算
样品中氨氮(以N计)的质量浓度,按照公式(1)计算。
![](data:image/png;base64,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)
10.2 结果表示
测定结果<1.00mg/L时,小数位数的保留与方法检出限一致;测定结果≥1.00mg/L时,保留3位有效数字。
11 准确度
11.1 精密度
7个实验室分别对氨氮浓度为0.318mg/L、0.835mg/L和1.67mg/L的统一有证标准样品重复测定6次:实验室内相对标准偏差分别为0.38%~1.8%、0.94%~2.5%和0.37%~1.6%;实验室间相对标准偏差分别为2.7%、2.7%和2.7%;重复性限分别为0.01mg/L、0.03mg/L和0.05mg/L;再现性限分别为0.03mg/L、0.07mg/L和0.13mg/L。
7个实验室分别对氨氮平均测定浓度为0.12mg/L、0.20mg/L和0.82mg/L的地表水统一样品重复测定6次:实验室内相对标准偏差分别为1.9%~6.9%、0.51%~4.6%和0.33%~5.6%;实验室间相对标准偏差分别为8.1%、6.8%和5.5%;重复性限分别为0.01mg/L、0.01mg/L和0.06mg/L;再现性限分别为0.03mg/L、0.04mg/L和0.14mg/L。
7个实验室对氨氮加标浓度为0.10mg/L的海水统一样品重复测定6次:实验室内相对标准偏差为0.00%~8.4%;实验室间相对标准偏差为14%;重复性限为0.01mg/L;再现性限为0.04mg/L。
7个实验室对氨氮平均测定浓度为1.18mg/L的生活污水统一样品重复测定6次:实验室内相对标准偏差为0.64%~6.3%;实验室间相对标准偏差为4.0%;重复性限为0.10mg/L;再现性限为0.15mg/L。
7个实验室对氨氮平均测定浓度为0.37mg/L的地下水统一样品重复测定6次:实验室内相对标准偏差为0.84%~8.1%;实验室间相对标准偏差为3.5%;重复性限为0.04mg/L;再现性限为0.05mg/L。
7个实验室分别对氨氮平均测定浓度为7.29mg/L、52.4mg/L和310mg/L的工业废水统一样品重复测定6次:实验室内相对标准偏差分别为0.23%~3.5%、0.28%~1.8%和0.52%~4.8%;实验室间相对标准偏差分别为7.0%、6.0%和7.9%;重复性限分别为0.36mg/L、1.7mg/L和22mg/L;再现性限分别为1.5mg/L、8.0mg/L和72mg/L。
11.2 正确度
7个实验室分别对氨氮浓度为0.318mg/L±0.020mg/L、0.835mg/L(1.67mg/L±0.10mg/L标样取5ml配制)和1.67mg/L±0.10mg/L的统一有证标准物质/标准样品重复测定6次:相对误差范围分别为0.10%~4.7%、0.06%~5.4%和0.10%~3.6%;相对误差最终值分别为2.4%±3.8%、2.6%±3.6%和1.6%±2.4%。
7个实验室分别对氨氮平均测定浓度为0.12mg/L、0.20mg/L和0.82mg/L,加标浓度分别为0.20mg/L、0.40mg/L和0.80mg/L的地表水统一样品重复测定6次:加标回收率范围分别为97.5%~116%、85.5%~106%和92.5%~101%,加标回收率最终值分别为104%±12.0%、98.1%±14.2%和97.2%±6.2%。
7个实验室对氨氮平均测定浓度为0.03mg/L,加标浓度为0.10mg/L的海水统一样品重复测定6次:加标回收率范围为88.1%~105%;加标回收率最终值为97.9%±13.8%。
7个实验室对氨氮平均测定浓度为1.18mg/L,加标浓度为0.80mg/L的生活污水统一样品重复测定6次:加标回收率范围为94.0%~112%;加标回收率最终值为101%±14.8%。
7个实验室对氨氮平均测定浓度为0.37mg/L,加标浓度为0.80mg/L的地下水统一样品重复测定6次:加标回收率范围为97.1%~114%;加标回收率最终值为102%±12.0%。
7个实验室分别对氨氮平均测定浓度为0.73mg/L、1.05mg/L和1.24mg/L,加标浓度为0.80mg/L、0.80mg/L和0.70mg/L的工业废水统一样品重复测定6次:加标回收率范围分别为93.6%~108%、92.4%~100%和80.5%~105%;加标回收率最终值分别为99.5%±9.6%、96.9%±6.4%和96.4%±15.8%。
12 质量保证和质量控制
12.1 每20个或每批次样品(少于20个)应至少做1个实验室空白,其测定结果应低于方法检出限。否则应检查实验用水、试剂纯度以及器皿的污染状况。
12.2 标准曲线应至少包含6个浓度点(含零浓度点),标准曲线相关系数应≥0.999。每20个或每批次样品(少于20个)应至少测定1个标准曲线中间点浓度的标准溶液,其测定结果与标准曲线该点浓度的相对误差应在±10%以内。否则,应重新建立标准曲线。
12.3 每20个或每批次样品(少于20个)应至少测定1个平行样。当样品氨氮含量≤1.00mg/L时,平行样测定结果的相对偏差应在±20%以内;当样品氨氮含量>1.00mg/L时,平行样测定结果的相对偏差应在±15%以内。
12.4 每20个或每批次样品(少于20个)应至少测定1个有证标准样品或基体加标样品。有证标准样品测定值应在其给出的不确定度范围内,加标回收率应控制在75%~130%之间。
13 废物处置
实验过程中产生的废物应集中收集,分类保存,并做好相应标识,依法处置。
14 注意事项
14.1 气相分子吸收光谱仪的吸光管应保持清洁、干燥。
14.2 实验环境应避免挥发性有机化合物对测试的干扰,实验室应避免放置氨水等含氨氮的试剂。
14.3 仪器长时间测定时样品进样管或管路等仪器部件中会残留少量的氨氮,使空白增高,吸光度不稳定,应使用载流液(6.17)清洗后用水洗净,干燥备用。
附件(2):《水质 总氮的测定 气相分子吸收光谱法(HJ199—2023代替HJ/T199—2005)》 水质 总氮的测定 气相分子吸收光谱法
警告:实验中使用的硫酸、盐酸均具有腐蚀性,三氯化钛具有一定的毒性。试剂配制应在通风橱内操作,按要求佩戴防护器具,避免吸入呼吸道或接触皮肤和衣物。实验过程中产生的一氧化氮具有一定毒性,应注意通风。
1 适用范围
本标准规定了测定水中总氮的气相分子吸收光谱法。本标准适用于地表水、地下水、生活污水、工业废水和海水中总氮(以N计)的测定。采用高温高压消解,取样量为20.0ml时,方法检出限为0.05mg/L,测定下限为0.20mg/L;采用在线紫外消解,方法检出限为0.05mg/L,测定下限为0.20mg/L。
2 规范性引用文件
本标准引用了下列文件或其中的条款。凡是注明日期的引用文件,仅注日期的版本适用于本标准。凡是未注日期的引用文件,其最新版本(包括所有的修改单)适用于本标准。GB17378.3海洋监测规范第3部分:样品采集、贮存与运输
HJ91.1污水监测技术规范
HJ91.2地表水环境质量监测技术规范
HJ164地下水环境监测技术规范
HJ442.3近岸海域环境监测技术规范第三部分近岸海域水质监测
3 术语和定义
下列术语和定义适用于本标准。
3.1 总氮totalnitrogen(TN)在本标准规定的条件下,能测定的样品中溶解态氮及悬浮物中氮的总和,包括亚硝酸盐氮、硝酸盐氮、无机铵盐、溶解态氨及大部分有机含氮化合物中的氮。
3.2 气相分子吸收光谱法gas-phasemolecularabsorptionspectrometry在规定的分析条件下,将待测成分转变成气态分子载入测量系统,测定其对特征光谱吸收的方法。
4 方法原理
以碱性过硫酸钾为氧化剂,通过高温高压消解或在线紫外消解,将样品中的氮氧化成硝酸盐氮后,再经三氯化钛还原为一氧化氮,用载气将产生的一氧化氮载入气相分子吸收光谱仪的吸光管中,在特征吸收波长处测得的吸光度与总氮浓度之间的关系符合朗伯-比尔定律。
5 干扰和消除
5.1 Cr(Ⅵ)浓度大于20mg/L,Fe3+浓度大于200mg/L,Cu2+浓度大于1000mg/L时,对总氮的测定有负干扰,可通过稀释样品消除。5.2 Cl-浓度不大于30000mg/L,Br-浓度不大于1000mg/L,I-浓度不大于50mg/L时,对总氮的测定无干扰;若Cl-、Br-和I-浓度过高,对样品测定产生干扰,可通过稀释样品消除。
5.3 有机物对总氮的测定有负干扰。有机物浓度(以COD计)低于100mg/L时,可采用高温高压消解或在线紫外消解;当有机物浓度(以COD计)在100mg/L~1000mg/L时,建议直接采用高温高压消解,或手工稀释至COD低于100mg/L,再采用在线紫外消解;当有机物浓度(以COD计)高于1000mg/L时,应手工稀释至COD在100mg/L~1000mg/L,再按前述方法测定。注:稀释过程中,可通过多个稀释比测定结果的一致性或加标回收率确认干扰消除的效果。
6 试剂和材料
除非另有说明,分析时均使用符合国家标准的分析纯试剂。实验用水为新制备的去离子水或市售纯水,应满足实验室空白试验要求。6.1 硫酸(H2SO4):ρ=1.84g/ml,w∈[95.0%,98.0%]。
6.2 盐酸(HCl):ρ=1.18g/ml,w∈[36.0%,38.0%]。
6.3 无水乙醇(CH3CH2OH):ρ=0.79g/ml。
6.4 三氯化钛(TiCl3)溶液:w∈[15%,20%]。
6.5 氢氧化钠(NaOH)。
6.6 过硫酸钾(K2S2O8)。
6.7 四硼酸钠(Na2B4O7·10H2O)。
6.8 甘氨酸(H2NCH2COOH)。
6.9 硝酸钾(KNO3):基准试剂或优级纯。在105℃~110℃下烘干2h,在硅胶干燥器中冷却至室温。
6.10 盐酸溶液Ⅰ。用盐酸(6.2)和水按1:3的体积比混合。
6.11 盐酸溶液Ⅱ。用盐酸(6.2)和水按1:9的体积比混合。
6.12 硫酸溶液:c(H2SO4)≈0.5mol/L。量取2.8ml的硫酸(6.1)缓慢注入100ml水中,冷却。
6.13 氢氧化钠溶液:ρ(NaOH)=20g/L。称取2.0g氢氧化钠(6.5)溶于少量水中,稀释至100ml,于聚乙烯瓶中密闭保存。
6.14 碱性过硫酸钾溶液。称取40.0g过硫酸钾(6.6)溶于600ml水中(可置于50℃水浴中加热至全部溶解);另称取15.0g氢氧化钠(6.5)溶于300ml水中,待氢氧化钠溶液冷却至室温后,混合2种溶液用水定容至1000ml,存放于聚乙烯瓶中,可保存7d。
6.15 消解液。称取2.5g氢氧化钠(6.5)、15g过硫酸钾(6.6)、5g四硼酸钠(6.7),分别用少量水溶解后冷却,混合3种溶液,再用水稀释至500ml。4℃以下冷藏避光保存,可保存7d。也可按仪器说明书要求配制,消解液保存条件参考仪器说明书。
6.16 还原液。量取225ml盐酸溶液Ⅰ(6.10)与225ml三氯化钛溶液(6.4)混合,再加入50ml无水乙醇(6.3),混匀。4℃以下冷藏避光保存,可保存15d。也可按仪器说明书要求配制,还原液保存条件参考仪器说明书。
6.17 甘氨酸标准贮备液:ρ(N)=1000mg/L。称取甘氨酸(6.8)5.3619g(精确至0.1mg),溶于适量水,移入1000ml容量瓶中,用水定容至标线,4℃以下冷藏避光保存,可保存3个月。也可购买市售有证标准溶液。
6.18 甘氨酸标准中间液:ρ(N)=100mg/L。移取甘氨酸标准贮备液(6.17)25.00ml于250ml容量瓶中,用水定容至标线,4℃以下冷藏避光保存,可保存3个月。
6.19 甘氨酸标准使用液:ρ(N)=4.00mg/L。移取甘氨酸标准中间液(6.18)10.00ml于250ml容量瓶中,用水定容至标线,临用现配。
6.20 硝酸盐氮标准贮备液:ρ(N)=1000mg/L。称取硝酸钾(6.9)7.2165g(精确至0.1mg),溶于适量水,移入1000ml容量瓶中,用水定容至标线,在0℃~10℃避光保存,可保存6个月。也可购买市售有证标准溶液。
6.21 硝酸盐氮标准中间液:ρ(N)=100mg/L。移取硝酸盐氮标准贮备液(6.20)25.00ml于250ml容量瓶中,用水定容至标线,在0℃~10℃避光保存,可保存6个月。
6.22 硝酸盐氮标准使用液Ⅰ:ρ(N)=10.0mg/L。移取硝酸盐氮标准中间液(6.21)10.00ml于100ml容量瓶中,用水定容至标线,临用现配。
6.23硝酸盐氮标准使用液Ⅱ:ρ(N)=4.00mg/L。移取硝酸盐氮标准中间液(6.21)10.00ml于250ml容量瓶中,用水定容至标线,临用现配。
6.24 载气:氮气(纯度≥99.9%)或空气。使用无油空气泵或空气发生器制备空气作为载气来源时,气体出口需连接带变色硅胶的净化器,以去除空气中水分的干扰。
7 仪器和设备
7.1 采样瓶:具塞(盖)的聚乙烯瓶或硬质玻璃瓶,容积不小于250ml。
7.2 气相分子吸收光谱仪:配备氘灯或镉(Cd)空心阴极灯,具备均质吹扫功能,内置气-液分离装置,可选配在线紫外消解器。
7.3 高压蒸汽灭菌器:最高工作压力不低于0.11MPa,最高工作温度不低于120℃。
7.4 比色管:磨口具塞,玻璃材质,应耐高温高压,50ml。7.5 一般实验室常用仪器和设备。
8 样品
8.1 样品的采集和保存按照GB17378.3、HJ91.1、HJ91.2、HJ164和HJ442.3的相关规定采集样品。将采集好的样品贮存在采样瓶(7.1)中,用硫酸(6.1)调节pH值至1~2,常温下可保存7d,-20℃以下冷冻,可保存30d。冷冻保存时样品不宜过满,避免冻裂。8.2 试样的制备8.2.1 pH值的调节将采集好的样品(8.1)摇匀,取适量样品用氢氧化钠溶液(6.13)调节pH值至5~9。再按8.2.2.1或8.2.2.2消解。8.2.2 消解8.2.2.1 高温高压消解量取20.0ml样品(8.2.1)于比色管(7.4)中,加入10ml碱性过硫酸钾溶液(6.14),塞紧管塞,摇匀,密封。将比色管放入高压蒸汽灭菌器(7.3)中,加热至122℃±2℃,保持30min后停止加热,待压力指针回零,取出比色管,冷却至50℃~60℃,按住管塞将比色管中的液体轻轻颠倒摇动,静置,待比色管冷却至室温,用水定容至标线,待测。注1:若测定值超过校准曲线最高点,可减少取样量,并用水稀释至20ml。注2:若样品消解后有大颗粒的悬浮物,可待比色管冷却至室温后,加入1ml~2ml盐酸溶液Ⅱ(6.11)摇匀,溶解悬浮物,再用水定容至标线。8.2.2.2 在线紫外消解样品(8.2.1)和消解液(6.15)分别经蠕动泵,输送至在线紫外消解器混合,在仪器设定的加热温度和紫外光强度下连续消解,消解后的溶液注入气相分子吸收光谱仪(7.2),待测。注1:若测定值超过校准曲线最高点,可适当稀释后再消解。注2:若样品浑浊,需开启均质吹扫功能。8.3 实验室空白试样的制备用实验用水代替样品,按照与试样的制备(8.2)相同的步骤制备实验室空白试样。9 分析步骤9.1 仪器参考条件开启仪器预热,按照仪器说明书连接管路和线路。按表1中的参考条件设置仪器(或根据仪器运行状况,参考仪器说明书优化)。将还原液(6.16)接入系统,清洗管路2~3次,待开机约20min或1min内基线漂移在±0.0005以内开始测定。
9.2 校准曲线的建立
9.2.1 高温高压消解分别移取0ml、1.00ml、2.00ml、4.00ml、5.00ml、10.00ml、20.00ml硝酸盐氮标准使用液Ⅰ(6.22)于比色管(7.4)中,用水稀释至20ml,按8.2.2.1消解。此校准曲线系列质量浓度分别为:0mg/L、0.20mg/L、0.40mg/L、0.80mg/L、1.00mg/L、2.00mg/L、4.00mg/L。可根据样品的实际情况在仪器允许的线性范围内适当调整校准曲线系列质量浓度点。按照仪器参考条件(9.1),从低浓度到高浓度依次测量吸光度。以校准曲线系列的质量浓度为横坐标,以其对应的扣除空白后的吸光度为纵坐标,建立校准曲线。
9.2.2 在线紫外消解分别移取0ml、1.00ml、2.00ml、4.00ml、5.00ml、10.00ml、20.00ml硝酸盐氮标准使用液Ⅰ(6.22)于比色管(7.4)中,用水定容至标线。此校准曲线系列质量浓度分别为:0mg/L、0.20mg/L、0.40mg/L、0.80mg/L、1.00mg/L、2.00mg/L、4.00mg/L。可根据样品的实际情况在仪器允许的线性范围内适当调整校准曲线系列质量浓度点。如所用仪器具有自动稀释功能,可将硝酸盐氮标准使用液Ⅱ(6.23)放置于自动进样器进样盘上。按8.2.2.2消解,再按照仪器参考条件(9.1),从低浓度到高浓度依次测量吸光度。以校准曲线系列的质量浓度为横坐标,以其对应的扣除空白后的吸光度为纵坐标,建立校准曲线。
9.3 试样的测定按照与校准曲线的建立(9.2)相同的仪器条件测定试样(8.2)。
9.4 实验室空白试验按照与试样的测定(9.3)相同的步骤测定实验室空白试样(8.3)。
10 结果计算与表示
10.1 结果计算10.1.1 高温高压消解样品中总氮(以N计)的质量浓度,按照公式(1)计算。
10.1.2在线紫外消解样品中总氮(以N计)的质量浓度,按照公式(2)计算。
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)
10.2 结果表示测定结果<1.00mg/L时,小数位数的保留与方法检出限一致;测定结果≥1.00mg/L时,保留3位有效数字。
11 准确度
11.1 精密度11.1.1 高温高压消解6个实验室分别对总氮浓度为0.311mg/L、2.22mg/L和4.40mg/L的统一有证标准样品重复测定6次:实验室内相对标准偏差分别为2.7%~6.5%、1.4%~4.1%和0.88%~3.3%;实验室间相对标准偏差分别为4.7%、3.8%和2.4%;重复性限分别为0.03mg/L、0.19mg/L和0.25mg/L;再现性限分别为0.05mg/L、0.30mg/L和0.37mg/L。6个实验室分别对总氮平均测定浓度为1.66mg/L、5.75mg/L、9.17mg/L和12.9mg/L的地表水、地下水、生活污水和工业废水的统一样品重复测定6次:实验室内相对标准偏差分别为1.4%~4.3%、0.33%~1.7%、0.63%~2.7%和1.1%~2.8%;实验室间相对标准偏差分别为6.9%、5.5%、6.0%和6.5%;重复性限分别为0.12mg/L、0.20mg/L、0.48mg/L和0.64mg/L;再现性限分别为0.34mg/L、0.90mg/L、1.61mg/L和2.40mg/L。6个实验室分别对总氮测定浓度为0.10mg/L~0.27mg/L和1.90mg/L~15.1mg/L的海水和当地典型工业废水的非统一样品重复测定6次:实验室内相对标准偏差分别为3.0%~8.4%和1.0%~7.4%。
11.1.2 在线紫外消解6个实验室分别对总氮浓度为0.311mg/L、2.22mg/L和4.40mg/L的统一有证标准样品重复测定6次:实验室内相对标准偏差分别为1.3%~3.7%、0.71%~2.9%和0.54%~1.8%;实验室间相对标准偏差分别为6.6%、2.1%和2.9%;重复性限分别为0.02mg/L、0.12mg/L和0.15mg/L;再现性限分别为0.06mg/L、0.17mg/L和0.38mg/L。6个实验室分别对总氮平均测定浓度为1.61mg/L、5.55mg/L、8.98mg/L和13.3mg/L的地表水、地下水、生活污水和工业废水的统一样品重复测定6次:实验室内相对标准偏差分别为0.48%~2.7%、0.64%~1.0%、0.53%~2.7%和0.76%~3.7%;实验室间相对标准偏差分别为8.3%、3.1%、3.0%和5.9%;重复性限分别为0.06mg/L、0.14mg/L、0.35mg/L和0.75mg/L;再现性限分别为0.38mg/L、0.49mg/L、0.81mg/L和2.30mg/L。6个实验室分别对总氮测定浓度为0.10mg/L~0.27mg/L和1.72mg/L~15.7mg/L的海水和当地典型工业废水的非统一样品重复测定6次:实验室内相对标准偏差分别为3.8%~8.7%和0.60%~8.7%。
11.2 正确度
11.2.1 高温高压消解6个实验室分别对总氮浓度为0.311mg/L、2.22mg/L和4.40mg/L的统一有证标准样品重复测定6次:相对误差分别为-5.5%~7.4%、-6.8%~3.6%和-5.0%~2.3%;相对误差最终值分别为-1.5%±9.2%、-0.60%±7.6%和-1.7%±4.8%。6个实验室分别对总氮平均测定浓度为1.66mg/L,加标浓度为1.00mg/L、2.00mg/L和3.50mg/L的地表水统一样品重复测定6次:加标回收率分别为95.6%~116%、95.2%~109%和86.0%~105%;加标回收率最终值分别为103%±15.0%、101%±9.2%和95.4%±13.6%。6个实验室分别对总氮平均测定浓度为5.75mg/L,加标浓度为3.00mg/L、6.00mg/L和16.0mg/L的地下水统一样品重复测定6次:加标回收率分别为83.7%~105%、86.1%~103%和86.1%~99.1%;加标回收率最终值分别为97.4%±16.2%、95.0%±12.2%和95.5%±9.6%。6个实验室分别对总氮平均测定浓度为9.17mg/L,加标浓度为6.00mg/L、12.0mg/L和24.0mg/L的生活污水统一样品重复测定6次:加标回收率分别为81.6%~100%、89.2%~98.3%和84.1%~100%;加标回收率最终值分别为94.0%±13.8%、94.6%±7.6%和94.4%±12.0%。6个实验室分别对总氮平均测定浓度为12.9mg/L,加标浓度为8.00mg/L、16.0mg/L和36.0mg/L的工业废水统一样品重复测定6次:加标回收率分别为82.0%~107%、82.5%~108%和89.4%~107%;加标回收率最终值分别为94.4%±19.0%、98.0%±20.0%和95.6%±13.2%。6个实验室分别对总氮测定浓度为0.10mg/L~0.27mg/L,加标浓度为0.20mg/L、0.40mg/L的海水非统一样品重复测定6次:加标回收率分别为88.1%~103%、92.2%~104%。6个实验室分别对总氮测定浓度为1.90mg/L~15.1mg/L,加标浓度为1.0mg/L~36.0mg/L的当地典型工业废水样品重复测定6次:加标回收率为82.5%~118%。
11.2.2 在线紫外消解6个实验室分别对总氮浓度为0.311mg/L、2.22mg/L和4.40mg/L的统一有证标准样品重复测定6次:相对误差分别为-9.6%~9.3%、0.90%~5.0%和-2.7%~4.5%;相对误差最终值分别为1.6%±13.4%、1.8%±4.2%和1.3%±5.8%。6个实验室分别对总氮平均测定浓度为1.61mg/L,加标浓度为1.00mg/L、2.00mg/L和3.50mg/L的地表水统一样品重复测定6次:加标回收率分别为85.0%~106%、87.8%~120%和89.7%~107%;加标回收率最终值分别为96.2%±10.4%、101%±13.8%和101%±3.8%。6个实验室分别对总氮平均测定浓度为5.55mg/L,加标浓度为3.00mg/L、6.00mg/L和16.0mg/L的地下水统一样品重复测定6次:加标回收率分别为85.9%~104%、87.8%~102%和89.4%~107%;加标回收率最终值分别为96.7%±15.0%、97.9%±10.4%和97.8%±12.4%。6个实验室分别对总氮平均测定浓度为8.98mg/L,加标浓度为6.00mg/L、12.0mg/L和24.0mg/L的生活污水统一样品重复测定6次:加标回收率分别为85.2%~115%、83.8%~108%和89.5%~110%;加标回收率最终值分别为97.2%±21.4%、96.5%±15.8%和99.8%±16.6%。6个实验室分别对总氮平均测定浓度为13.3mg/L,加标浓度为8.00mg/L、16.0mg/L和36.0mg/L的工业废水统一样品重复测定6次:加标回收率分别为81.2%~103%、91.9%~102%和86.1%~113%;加标回收率最终值分别为92.0%±19.4%、98.0%±7.6%和98.2%±20.0%。6个实验室分别对总氮测定浓度为0.10mg/L~0.27mg/L,加标浓度为0.20mg/L、0.40mg/L的海水非统一样品重复测定6次:加标回收率分别为93.5%~104%、94.3%~109%。6个实验室分别对总氮测定浓度为1.72mg/L~15.7mg/L,加标浓度为1.00mg/L~36.0mg/L的当地典型工业废水样品重复测定6次:加标回收率为82.0%~115%。
12 质量保证和质量控制
12.1 每20个或每批次样品(少于20个)应至少做1个实验室空白,其吸光度应低于0.040。否则应检查实验用水、试剂纯度以及器皿的污染状况。
12.2 校准曲线应至少包含6个浓度点(含零浓度点),校准曲线相关系数应≥0.999。每20个或每批次样品(少于20个)应至少测定1个校准曲线中间点浓度的标准溶液,其测定结果与校准曲线该点浓度的相对误差应在±10%以内。否则,应重新建立校准曲线。
12.3 每20个或每批次样品(少于20个)应至少测定1个平行样。测定结果≤1.00mg/L时,平行样测定结果的相对偏差应在±20%以内;测定结果>1.00mg/L时,平行样测定结果的相对偏差应在±10%以内。
12.4 每20个或每批次样品(少于20个)应至少测定1个有证标准样品或基体加标,有证标准样品测定值应在其给出的不确定度范围内,基体加标回收率应在70%~130%之间。
12.5 每3个月测定1次在线紫外消解效率R,R应大于90%。设置仪器参考条件(9.1),建立校准曲线(9.2.2),分别测定甘氨酸标准使用液(6.19)和硝酸盐氮标准使用液Ⅱ(6.23)。在线紫外消解效率按公式(3)计算。
13 废物处置
实验过程中产生的废物应集中收集,分类保存,并做好相应标识,依法处置。
14 注意事项
14.1 气相分子吸收光谱仪的吸光管应保持清洁、干燥。
14.2 实验所用的玻璃器皿应用盐酸溶液Ⅱ(6.11)或硫酸溶液(6.12)浸泡,用自来水冲洗后再用实验用水冲洗数次;高压蒸汽灭菌器(7.3)应每周清洗。
14.3 若实验室空白不合格,可对过硫酸钾提纯,提纯方法参见附录A,必要时可多次重复提纯。
附 录 A(资料性附录)过硫酸钾的提纯
量取约800ml水于1000ml烧杯中,50℃水浴加热,逐渐加入过硫酸钾(6.6),用玻璃棒不断搅拌,直至不能溶解。将饱和过硫酸钾溶液置于4℃以下冷藏,重结晶后抽滤,将抽滤后得到的过硫酸钾固体放入烘箱中于50℃烘干,在干燥器中恢复至室温,于洁净的试剂瓶中保存。 |