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Listening to the Atomic Symphony: How Fourier Transform Chemistry Built the MRI Scanner

Continuous-wave nuclear magnetic resonance required hours of sluggish radiofrequency tuning to obtain noisy, low-resolution spectra; Richard Ernst hit atomic nuclei with a single broadband radio pulse and used Fourier mathematics to decode all resonances simultaneously. This sensitivity leap revolutionized structural biology and created the physical foundations of clinical MRI medical scanners.

Author
Richard R. Ernst et al.
Published
1966
Journal
Review of Scientific Instruments
Last updated
September 2026
Listening to the Atomic Symphony: How Fourier Transform Chemistry Built the MRI Scanner

In early chemistry labs, determining the 3D shape of an organic molecule using magnetic resonance required slowly sweeping radio dials for hours to measure one atomic frequency at a time. The resulting data signal was so faint that complex biological molecules and carbon atoms were completely invisible.

Richard Ernst realized that instead of plucking one piano key at a time, he could hit all keys simultaneously with a single microsecond radio pulse. By recording the complex acoustic echo and running it through Fourier mathematics, computers instantly untangled every atomic frequency in a single burst.

Fourier transform NMR transformed chemistry and medicine. By unlocking high-resolution 3D structures of enzymes in liquid water, by cutting measurement times from days to seconds, and by powering magnetic resonance imaging (MRI) machines in hospitals worldwide, Fourier spectroscopy revolutionized non-invasive imaging.

Reference

Ernst, R. R., & Anderson, W. A. (1966). Application of Fourier Transform Spectroscopy to Magnetic Resonance. Review of Scientific Instruments, 37(1), 93–102.

Title

Application of Fourier Transform Spectroscopy to Magnetic Resonance

Abstract

The application of a new Fourier transform technique to magnetic resonance spectroscopy is explored. The method consists of applying a sequence of short rf pulses to the sample to be investigated and Fourier-transforming the response of the system. The main advantages of this technique compared with the usual spectral sweep method are the much shorter time required to record a spectrum and the higher inherent sensitivity. It is shown theoretically and experimentally that it is possible to enhance the sensitivity of high resolution proton magnetic resonance spectroscopy in a restricted time up to a factor of ten or more. The time necessary to achieve the same sensitivity is a factor of 100 shorter than with conventional methods. The enhancement of the sensitivity is essentially given by the square root of the ratio of line width to total width of the spectrum. The method is of particular advantage for complicated high resolution spectra with much fine structure.

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