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地球科学 1909

《1909 年 10 月 8 日的地震》

安德里亚·莫霍洛维契奇

同一场地震的两次到达,揭示出地球内部一道隐藏的「地板」——地壳与地幔的分界。

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In depth · the introduction

从一场地震的颤动里,一位克罗地亚科学家找到了地球内部一道隐藏的「地板」——以及一种无需开挖、便能为地球做「透视」的方法。

核心想法

地震一摇,便把波送入地下的岩石。莫霍洛维契奇在记录里注意到一件怪事:远处的仪器把第一下震颤感受了两次——本该只有一下,却出现了两下脉冲。

能把一下脉冲劈成两下的,只有一道地下的陡然界面。一下脉冲走的是上层岩石的直路;另一下则潜入下方,抵达一个波速快得多的岩层,沿着它横向疾驰,再爬回地表——而过了某个距离,这条「绕路」竟反而先到。由这些到达时间,莫霍洛维契奇推算出界面大约在 50 公里深处。它,正是地壳的底、地幔的顶。

它是如何诞生的

1909 年 10 月 8 日,一场强烈地震袭击了萨格勒布以南的库帕河谷。莫霍洛维契奇主持着这座城市那间简朴的气象与地震观测台,他着手收集这场地震在全欧洲各台站留下的地震图。

把它们一比对,他看见了那「双重到达」——而他没有把它当作噪声打发掉,反而一路追了下去。他意识到,第二条波,必定是一条曾探入更深、更快岩层并反超了第一条的波。从到达时间倒推,他重建出界面上下的波速,以及那条分界线的深度。这道界面后来被命名为莫霍洛维奇不连续面;地质学家则干脆称它「莫霍面」。

它为何重要

没有人能一路挖到地幔——人类钻过最深的钻井,也不过刮破了地壳一层皮。莫霍洛维契奇却表明:地震,就是我们手边现成的探针——只要为它的波计时,你便能读出一个你永远见不到的世界的层次。此后关于深部地球的每一项发现——熔融的外核、固态的内核、在海沟处下沉的洋底板片——用的都是同一招。

一个可以想象的画面

想象两名跑者要穿过一片田野,奔向远处的一扇门。一人径直跑过草地。另一人则绕到一旁一条飞快的跑道上,沿着它冲刺,再切回门口。距离短时,直跑的那位赢;距离长时,跑道冲刺的那位先到。冲刺者开始领先的那个确切距离,告诉你那条快跑道有多远——而在地下,这正对应着界面有多深。

可交互的地震折射:把台站从地震处往外滑动,看两条走时线——直达波与更深、更快的首波——直到首波在交叉距离处反超直达波;改变界面深度与下层波速,看交叉点随之移动。

它的位置

上一代地质学家,几乎只凭地表的岩石来争论地球内部,承自莱尔《地质学原理》的传统。莫霍洛维契奇却递给他们一件能径直看穿地球的仪器。他这道界面,是用此法找到的第一道;贝诺·古登堡于 1913 年定位出核幔边界,英厄·莱曼于 1936 年定位出内核。同样的波之计时,后来也帮助追踪洋底的下沉与扩张——魏格纳漂移的大陆、赫斯扩张的洋盆,二者都在本馆另有专篇。

The original document
Original source text
Andrija Mohorovičić (1857–1936) · “Potres od 8. X. 1909” (The Earthquake of 8 October 1909) · Yearbook of the Zagreb Meteorological Observatory 9/4 (1910), pp. 1–56 · English translation: Geofizika 9 (1992), pp. 3–55
The earthquake and its records
Mohorovičić opens with the event itself: a strong earthquake in the Kupa Valley, south of Zagreb, on the morning of 8 October 1909, felt across a wide region. He had gathered the seismograms it wrote at observatories across Europe, at distances ranging from near the source to well over a thousand kilometres, and set out to reconstruct, from those traces alone, what the waves had passed through.
Two arrivals where there should be one
The heart of the paper is a careful table and travel-time plot — a hodochrone — of arrival time against distance. Reading them, Mohorovičić identifies not one but two distinct primary (P) arrivals, and likewise two secondary (S) arrivals: a direct wave, and a second wave that, beyond a few hundred kilometres, reaches the station ahead of the direct one.
A sharp boundary, with velocities and depth
He accounts for the pair by refraction at a sharp discontinuity in wave speed. From the slopes of the two travel-time branches and the second branch's intercept, he derives the wave speed of the upper layer (about 5.6 km/s) and of the faster layer beneath it (about 7.9 km/s), and places the boundary between them at roughly 54 km depth.
A law of speed increasing with depth
Mohorovičić goes further, proposing that within the lower layer the wave speed continues to rise with depth according to a definite law, and works through the resulting curved ray paths — an analysis later refined by global Earth models but pioneering in its method.
[ … ]
The full monograph — its tables, hodochrones, and derivations — is freely available in English translation at the source linked below.