超高效液相色譜-串聯(lián)質(zhì)譜法測定禽蛋中2種色素殘留
超高效液相色譜-串聯(lián)質(zhì)譜法測定禽蛋中2種色素殘留
作者:楊梅,張姮婕,陳紅
( 成都市食品藥品檢驗研究院,四川成都610045)
1方法
1.1加麗素紅、加麗素黃含量測定
按照GB/T18970—2003《飼料添加劑10%β,β-胡蘿卜素-4,4-二酮(10%斑蝥黃)》及GB/T21516—2008《飼料添加劑10%β-阿樸-8’-胡蘿卜素酸乙酯(粉劑)》方法,測定購買的加麗素紅、加麗素黃中斑蝥黃和β-阿樸-8’-胡蘿卜素酸乙酯的含量。
1.2對照溶液的配制
斑蝥黃對照儲備液配制:精密稱取斑蝥黃對照品0.01g,加入0.1g BHT,用甲醇-三氯甲烷(9∶1,V/V)溶解并定容至100ml,濃度為100μg/ml,-20℃保存。
斑蝥黃對照系列溶液配制:臨用時,取配制的斑蝥黃對照儲備液,用含0.1%甲酸的乙腈稀釋制成5、20、50、100、200、1000ng/ml的系列溶液。
混合工作對照儲備液配制:臨用新制。精密稱取加麗素紅、加麗素黃各0.01g置25ml容量瓶中,加入0.1g BHT,加1ml 60℃水,超聲5min后,加15ml甲醇與2ml三氯甲烷,繼續(xù)超聲5min,用甲醇稀釋至刻度,搖勻,過0.22μm尼龍微孔濾膜,取續(xù)濾液即得。斑蝥黃和β-阿樸-8’-胡蘿卜素酸乙酯的濃度均為40μg/ml。
混合系列工作對照溶液配制:臨用時,取配制的混合工作對照儲備液,用含0.1%甲酸的乙腈稀釋制成含斑蝥黃和β-阿樸-8’-胡蘿卜素酸乙酯分別為5、20、50、100、200、1000ng/ml的系列溶液。
1.3樣品前處理
禽蛋去殼后均質(zhì),取1.0g樣品于50ml離心管中,加入0.1g BHT和1ml丙酮,渦旋30s,加入20ml乙腈,渦旋1min,超聲(250W,53kHz) 30min,10000r/min離心5min,取上清液,加10ml乙腈飽和的正己烷渦旋1min,靜置分層后棄去上層正己烷層,下層溶液用5g無水硫酸鈉脫水后于40℃減壓蒸干。取Silica固相萃取柱(200mg,3ml),用3ml正己烷-丙酮(9∶1,V/V)活化,殘渣加2ml正己烷使溶解后將其轉(zhuǎn)至Silica固相萃取柱頂部,收集流出液,用6ml正己烷-丙酮(9∶1,V/V)洗脫,合并流出液,于40℃下氮氣吹至近干。用1ml含0.1%甲酸的乙腈溶解殘渣,過0.22μm尼龍微孔濾膜,濾液待分析。如樣品溶液中目標(biāo)物含量過高(超出標(biāo)準(zhǔn)曲線范圍),應(yīng)酌情稀釋。
1.4儀器條件
色譜條件:色譜柱:WatersACQUITYUPLCBEHC18色譜柱(2.1mm×50mm,1.7μm);柱溫40℃;進(jìn)樣量1μl;流速0.3ml/min;流動相A為0.1%甲酸,流動相B為含0.1%甲酸的乙腈,梯度洗脫條件見表1。在上述色譜條件下,斑蝥黃反式、順式異構(gòu)體保留時間分別為1.52、1.72min,β-阿樸-8’-胡蘿卜素酸乙酯保留時間為2.28min。斑蝥黃的量以順、反式異構(gòu)體總量計。
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)
質(zhì)譜條件:離子源及掃描方式:電噴霧離子源(ESI),正離子模式,多反應(yīng)監(jiān)測(MRM);電離電壓3.5kV;離子源溫度150℃;脫溶劑氣溫度500℃;脫溶劑氣流量550L/h(氮氣);錐孔反吹氣流量50L/h(氮氣);碰撞室壓力4.01×10-3mbar(碰撞氣為氬氣);離子條件見表2。