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녖쎇爐횑ꈅ爐횑ꙃ쌧

化学发光试剂鲁米诺的制备原理

价格 0.00/毫克
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所在地 湖北 鄂州 可售量 10000毫克

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湖北新德晟材料科技有限公司

联系电话:녖쎇ꄷ녖爐쌧녖ꙃ녖

手机号码:녖쎇爐횑ꈅ爐횑ꙃ쌧

公司官网: http://www.whdsbio.com

所在地区:湖北省 鄂州市

主营产品: 采血管添加剂, 生物缓冲剂, 化学发光试剂,

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纯度 99% 规格 10毫克/盒
品牌 德晟 含量 99%
CAS 521-31-3 产地/厂商 国产
产品规格 10mg 外观性状 淡黄色粉末

化学发光试剂鲁米诺指的的是3-氨基邻苯酰肼,其实它还包含异鲁米诺(4-氨基邻苯酰肼)以及氨基邻苯酰肼类衍生物如ABEI、ITCI等。鲁米诺是CLIA中-开始就使用的化学发光底物,现应用已非常广泛。

化学发光试剂},[span,{data-type:text},[span,{fonts:{hint:eastAsia},data-type:leaf},化学发光试剂鲁米诺指的的是3-氨基邻苯酰肼,其实它还包含异鲁米诺(4-氨基邻苯酰肼)以及氨基邻苯酰肼类衍生物如ABEI、ITCI等。鲁米诺是CLIA中-开始就使用的化学发光底物,现应用已非常广泛。]]],[p,{ind:{firstLine:28.13,firstLineChars:200},keepLines:false,keepNext:false,pageBreakBefore:false,rPr:{bold:true,fonts:{hint:eastAsia}},spacing:{line:2,lineRule:auto},windowControl:false},[span,{data-type:text},[span,{bold:true,fonts:{hint:eastAsia},data-type:leaf},鲁米诺制备原理:]]],[p,{ind:{firstLine:28,firstLineChars:0},keepLines:false,keepNext:false,numPr:{id:0},pageBreakBefore:false,rPr:{fonts:{hint:eastAsia}},spacing:{line:2,lineRule:auto},windowControl:false},[span,{data-type:text},[span,{fonts:{hint:eastAsia},data-type:leaf},3-氨基邻苯酰肼由3-硝基邻苯二甲酸作为原料制得,将原料脱水后可制成3-硝基邻苯二甲酸酐(该中间体可用于有机合成和醇类测定),经过硝化,既可获得3-硝基-邻苯二甲酸.同时也会得到4-硝基-邻苯二甲酸。这两种产物与联氨(肼)反应后分别得到鲁米诺和异鲁米诺。]]],[p,{ind:{firstLine:28,firstLineChars:0},keepLines:false,keepNext:false,numPr:{id:0},pageBreakBefore:false,rPr:{caps:false,color:#333333,fonts:{ascii:微软雅黑,cs:微软雅黑,eastAsia:微软雅黑,hAnsi:微软雅黑,hint:eastAsia},italic:false,spacing:0,sz:11,szUnit:pt},spacing:{line:2,lineRule:auto},windowControl:false},[span,{data-type:text},[span,{data-type:leaf},]],[img,{effectExtent:{bottom:1,left:0,right:0,top:0},height:177,name:图片 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,width:450},[span,{data-type:text},[span,{data-type:leaf},]]],[span,{data-type:text},[span,{data-type:leaf},]]],[p,{jc:center,rPr:{fonts:{hint:default},sz:10,szUnit:pt}},[span,{data-type:text},[span,{fonts:{hint:eastAsia},sz:10,szUnit:pt,data-type:leaf},鲁米诺发光试剂的制备原理]]],[p,{ind:{firstLine:28,firstLineChars:0},keepLines:false,keepNext:false,numPr:{id:0},pageBreakBefore:false,rPr:{fonts:{hint:default}},spacing:{line:2,lineRule:auto},windowControl:false},[span,{data-type:text},[span,{fonts:{hint:eastAsia},data-type:leaf},在3-硝基-邻苯二甲酸分子中,硝基对邻位羧基影响很大,它和羧酸会形成分子内氢键,加上相邻二羧基之问存在的分子内氢键,对整个羧酸分子的解离产生显著的抑制作用,从而导致其水溶性下降。在4-硝基-邻苯二甲酸中,硝基与羧酸之间难以形成分子内氢键,因而,它在水中的解离度相对要大一些,水溶性也好一些。邻苯二甲酸酐硝化后产生的异构体正是利用它们在水溶性上的差异加以分离的。其反应式如下:]]],[p,{ind:{firstLine:28,firstLineChars:200},keepLines:false,keepNext:false,pageBreakBefore:false,rPr:{fonts:{hint:default}},spacing:{line:2,lineRule:auto},windowControl:false},[span,{data-type:text},[span,{fonts:{hint:default},data-type:leaf},鲁米诺在水溶液中的化学发光量子产率为1.0%~1.5%,最大发射光波长为425 nm,利用氨基与其他化合物连接。],[span,{fonts:{hint:eastAsia},data-type:leaf},现在主要是通过催化鲁米诺的酶HRP或POD来标记抗体或蛋白。],[span,{fonts:{hint:default},data-type:leaf},早期用鲁米诺直接标记抗原或抗体,但当它标记到抗原或抗体分子上后,发光活性明显降低,光子产率降为原来的10%,主要原因是标记后产生空间位阻。]]],[p,{ind:{firstLine:28,firstLineChars:200},keepLines:false,keepNext:false,pageBreakBefore:false,rPr:{fonts:{hint:default}},spacing:{line:2,lineRule:auto},windowControl:false},[span,{data-type:text},[span,{fonts:{hint:eastAsia},data-type:leaf},鲁米诺既能用于刑侦上微量血迹的检测,也能用于体外诊断中的化学发光酶联分析,应用广泛技术成熟。德晟是专门研发生产鲁米诺与异鲁米诺试剂的厂家,产品受到国内外客户的青睐。]]]]">

鲁米诺制备原理:

3-氨基邻苯酰肼由3-硝基邻苯二甲酸作为原料制得,将原料脱水后可制成3-硝基邻苯二甲酸酐(该中间体可用于有机合成和醇类测定),经过硝化,既可获得3-硝基-邻苯二甲酸.同时也会得到4-硝基-邻苯二甲酸。这两种产物与联氨(肼)反应后分别得到鲁米诺和异鲁米诺。

在3-硝基-邻苯二甲酸分子中,硝基对邻位羧基影响很大,它和羧酸会形成分子内氢键,加上相邻二羧基之问存在的分子内氢键,对整个羧酸分子的解离产生显著的抑制作用,从而导致其水溶性下降。在4-硝基-邻苯二甲酸中,硝基与羧酸之间难以形成分子内氢键,因而,它在水中的解离度相对要大一些,水溶性也好一些。邻苯二甲酸酐硝化后产生的异构体正是利用它们在水溶性上的差异加以分离的。其反应式如下:

鲁米诺在水溶液中的化学发光量子产率为1.0%~1.5%,最大发射光波长为425nm,利用氨基与其他化合物连接。现在主要是通过催化鲁米诺的酶HRP或POD来标记抗体或蛋白。早期用鲁米诺直接标记抗原或抗体,但当它标记到抗原或抗体分子上后,发光活性明显降低,光子产率降为原来的10%,主要原因是标记后产生空间位阻。

鲁米诺既能用于刑侦上微量血迹的检测,也能用于体外诊断中的化学发光酶联分析,应用广泛技术成熟。德晟是专门研发生产鲁米诺与异鲁米诺试剂的厂家,产品受到国内外客户的青睐。

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