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人体骨骼肌中辅酶A、肉碱及其乙酰化形式的放射性同位素测定

Radioisotopic assays of CoASH and carnitine and their acetylated forms in human skeletal muscle.

作者信息

Cederblad G, Carlin J I, Constantin-Teodosiu D, Harper P, Hultman E

机构信息

Department of Clinical Chemistry I, Karolinska Institute, Huddinge Hospital, Sweden.

出版信息

Anal Biochem. 1990 Mar;185(2):274-8. doi: 10.1016/0003-2697(90)90292-h.

Abstract

Radioisotopic assays for the determination of acetyl-CoA, CoASH, and acetylcarnitine have been modified for application to the amount of human muscle tissue that can be obtained by needle biopsy. In the last step common to all three methods, acetyl-CoA is condensed with [14C]oxaloacetate by citrate synthase to give [14C]-citrate. For determination of CoASH, CoASH is reacted with acetylphosphate in a reaction catalyzed by phosphotransacetylase to yield acetyl-CoA. In the assay for acetylcarnitine, acetylcarnitine is reacted with CoASH in a reaction catalyzed by carnitine acetyltransferase to form acetyl-CoA. Inclusion of new simple steps in the acetylcarnitine assay and conditions affecting the reliability of all three methods are also described. Acetylcarnitine and free carnitine levels in human rectus abdominis muscle were 3.0 +/- 1.5 (SD) and 13.5 +/- 4.0 mumol/g dry wt, respectively. Values for acetyl-CoA and CoASH were about 500-fold lower, 6.7 +/- 1.8 and 21 +/- 8.9 nmol/g dry wt, respectively. A strong correlation between acetylcarnitine (y) and short-chain acylcarnitine (x), determined as the difference between total and free carnitine, was found in biopsies from the vastus lateralis muscle obtained during intense muscular effort, y = 1.0x + 0.5; r = 0.976.

摘要

用于测定乙酰辅酶A、辅酶A和乙酰肉碱的放射性同位素分析方法已作修改,以适用于通过针吸活检获得的人体肌肉组织量。在所有三种方法共有的最后一步中,柠檬酸合酶使乙酰辅酶A与[14C]草酰乙酸缩合生成[14C]柠檬酸。为了测定辅酶A,辅酶A在磷酸转乙酰酶催化的反应中与乙酰磷酸反应生成乙酰辅酶A。在乙酰肉碱测定中,乙酰肉碱在肉碱乙酰转移酶催化的反应中与辅酶A反应形成乙酰辅酶A。还描述了乙酰肉碱测定中新增的简单步骤以及影响所有三种方法可靠性的条件。人体腹直肌中乙酰肉碱和游离肉碱水平分别为3.0±1.5(标准差)和13.5±4.0μmol/g干重。乙酰辅酶A和辅酶A的值分别低约500倍,为6.7±1.8和21±8.9nmol/g干重。在剧烈肌肉运动期间从股外侧肌获得的活检样本中,发现乙酰肉碱(y)与短链酰基肉碱(x,定义为总肉碱与游离肉碱之差)之间存在强相关性,y = 1.0x + 0.5;r = 0.976。

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