Motonori Matuyama and reversals of geomagnetic field.

IF 4.4 3区 综合性期刊 Q1 MULTIDISCIPLINARY SCIENCES
Masaru Kono
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引用次数: 0

Abstract

In 1929, Matuyama published his paper on the magnetization of mostly Quaternary volcanic rocks. In this paper, he described the results of paleomagnetic measurements of volcanic rocks from Japan and nearby areas and concluded that the latest transition of the magnetic field from reversed to normal state occurred in the early Quaternary. In the 1960s, two groups of scientists from the USA and Australia quite vigorously conducted studies of both magnetization and age of volcanic rocks. By about 1966, they completed the reversal timescale for the last 4 million years, which was to become the basis for many earth science studies. For easy reference, they suggested to call the most recent normal or reversed periods as Brunhes, Matuyama, Gauss, and Gilbert polarity epochs, with the names taken from the scientists who made very important contributions to paleomagnetism. Chron is now the official term for the epoch, and each chron is specified by a combination of a number and a character showing the polarity. However, the names of polarity epochs were already so popular that they are still quite frequently used in scientific papers. The Matuyama epoch is between 0.773 and 2.595 million years before present. Moreover, its lower limit is now used to define the start of the Quaternary.

松山元典与地磁场逆转。
1929 年,松山发表了关于第四纪火山岩磁化的论文。在这篇论文中,他描述了对日本和附近地区火山岩的古地磁测量结果,并得出结论:磁场从反转状态向正常状态的最新转变发生在第四纪早期。20 世纪 60 年代,来自美国和澳大利亚的两组科学家大力开展了火山岩磁化和年龄研究。到 1966 年左右,他们完成了过去 400 万年的逆转时间尺度,这成为许多地球科学研究的基础。为了便于参考,他们建议将最近的正常或反转时期称为布鲁内斯、松山、高斯和吉尔伯特极性纪元,这些名称取自对古地理学做出非常重要贡献的科学家。现在,"纪"(Chron)是纪元的正式术语,每个 "纪 "都由一个数字和一个表示极性的字符组合而成。然而,极性纪的名称已经非常流行,以至于在科学论文中仍被频繁使用。松山纪介于距今 707.3 万年和 259.5 万年之间。此外,它的下限现在被用来定义第四纪的开始。
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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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