Article | REF: R6732 V1

Ultra-fast cinematography - Electronic cameras

Author: Noël FLEUROT

Publication date: June 10, 2006 | Lire en français

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AUTHOR

  • Noël FLEUROT: Doctorate in Physical Sciences (Electrical Engineering) French Atomic Energy Commission (CEA-DAM) Bruyères le Châtel

 INTRODUCTION

In order to break down the movements of objects that are too fast to be captured by the eye, optical cinematography has, since its inception [1] , made use of the three dimensions contained in each image (two spatial dimensions and one intensity dimension). The "time base," which provides a regular succession of images, makes it possible to locate the evolution of an object at different moments and to measure its speed and even its acceleration; if the object is deformed, the speed of deformation can also be measured. Transposed to an industrial or laboratory setting, this technique also allows for the measurement of chronometry and event synchronization. When linked to spectral information, the light intensity dimension can also provide access to the temperature evolution of the objects observed.

The 1950s made analysis times ranging from milliseconds to microseconds accessible for the most sophisticated equipment of the time. Many industrial applications correspond to this time range.

The 1960s saw these optical cameras gradually reach their ultimate resolution limits. They were then replaced by electronic cameras, which offer higher temporal resolution and use double conversion (photon-to-electron and electron-to-photon) in an electronic tube known as an "image converter." The increase in speed achieved through electronic manipulation of the intermediate image provides access to the time domain between microseconds (10 -6 s) and picoseconds (10 -12 s) for standard cameras, thus opening up a particularly wide range of applications in laboratories.

The most powerful cameras currently achieve a temporal resolution of around a few hundred femtoseconds (1 femtosecond = 10- -15 s) in what is known as "slit scanning" mode, which is still two to three orders of magnitude above the shortest light pulses currently produced.

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