同位素生态学的新时代:氨基酸的氮同位素比值是揭示现代和古代食物网的一种方法。

IF 4.4 3区 综合性期刊 Q1 MULTIDISCIPLINARY SCIENCES Proceedings of the Japan Academy. Series B, Physical and Biological Sciences Pub Date : 2023-01-01 DOI:10.2183/pjab.99.009
Naohiko Ohkouchi
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引用次数: 0

摘要

通过研究单个氨基酸中 15N 的天然分数丰度,食物网研究正在迅速扩展。本文概述了这种同位素方法的原理,并从我的角度重新分析了其应用,进一步扩展了讨论。它应用了动力学同位素效应,富集了与代谢过程相关的某些氨基酸中的 15N,自然生态系统和实验室实验的观测结果都清楚地证明了这一点。在营养过程中,谷氨酸等 "营养氨基酸 "会显著富集 15N,而苯丙氨酸和蛋氨酸等 "源氨基酸 "则很少富集 15N。通过多年来的各种应用,该方法的原理已显示出其良好的操作性,并能解开复杂的食物网和相关问题。应用领域包括食物链长度估算、氮资源评估、鱼类洄游追踪和古饮食重建。有了这种方法,对各种经典问题的考虑重新焕发了活力,同时,新的挑战性前沿领域也在不断涌现。
本文章由计算机程序翻译,如有差异,请以英文原文为准。

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A new era of isotope ecology: Nitrogen isotope ratio of amino acids as an approach for unraveling modern and ancient food web.

Food web research is rapidly expanding through study of natural fractional abundance of 15N in individual amino acids. This paper overviews the principles of this isotope approach, and from my perspective, reanalyzes applications, and further extends the discussion. It applies kinetic isotope effects that enriches 15N in certain amino acids associated with the metabolic processes, which was clearly demonstrated by observations of both natural ecosystem and laboratory experiments. In trophic processes 'trophic amino acids' such as glutamic acid that significantly enrich 15N, whereas 'source amino acids' such as phenylalanine and methionine show little 15N enrichment. Through various applications conducted over the years, the principles of the method have shown to operate well and disentangle complex food webs and relevant problems. Applications include food chain length estimate, nitrogen resource assessment, tracking fish migration, and reconstruction of paleodiet. With this approach, considerations of a wide range of classical issues have been reinvigorated, while in the same time, new challenging frontiers are emerging.

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来源期刊
CiteScore
6.60
自引率
0.00%
发文量
26
审稿时长
>12 weeks
期刊介绍: The Proceedings of the Japan Academy Ser. B (PJA-B) is a scientific publication of the Japan Academy with a 90-year history, and covers all branches of natural sciences, except for mathematics, which is covered by the PJA-A. It is published ten times a year and is distributed widely throughout the world and can be read and obtained free of charge through the world wide web.
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