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Going Underground

by Beech Martin

A thought experiment at the heart of Earth science

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Paperback New English

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AlbakiReads Editorial

A thought experiment at the heart of Earth science

Beech Martin traces how people have reasoned about Earth’s shape and interior, bringing together the history of science, philosophy, and mathematics. The book centers on an imagined tunnel through the planet: what would happen to an object dropped into it? Following that question through historical writings, Martin investigates the origins of a problem now used to illustrate simple harmonic motion. The result is a history of scientific reasoning built around one idealized experiment, showing how a question posed in the mind can connect mathematical principles with changing ideas about the Earth.

Good fit for readers who enjoy

  • Readers interested in the history of science and ideas about Earth’s interior.
  • Readers curious about thought experiments and the history of mathematics.
  • Readers seeking historical context for simple harmonic motion.

Themes

History of scienceEarth’s internal structureThought experimentsHistory of philosophy and mathematicsSimple harmonic motion

Based on publisher information and book metadata.

Book overview

This book follows the historical trail by which humanity has determined the shape and internal structure of the Earth. It is a story that bears on aspects of the history of science, the history of philosophy and the history of mathematics. At the heart of the narrative is the important philosophical practice of performing thought experiments -- that is, the art of considering an idealized experiment in the mind. This powerful technique has been used by all the great historical practitioners of science and mathematics, and this book looks specifically at the long history of considering what would happen if an object could be dropped into a tunnel that cuts all the way through the Earth's interior. Indeed, the story begins with a historical whodunit, tracing back through the historical literature the origins of what is now a classic, textbook problem in simple harmonic motion.

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