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Cryogenic dual-mode resonator for a fly-wheel oscillator for a caesium frequency standard

Identifieur interne : 00B781 ( Main/Exploration ); précédent : 00B780; suivant : 00B782

Cryogenic dual-mode resonator for a fly-wheel oscillator for a caesium frequency standard

Auteurs : Michael E. Tobar [Australie] ; John G. Hartnett [Australie] ; Eugene N. Ivanov [Australie] ; Dominique Cros [France] ; Pawel Bilski [Australie]

Source :

RBID : Pascal:02-0566827

Descripteurs français

English descriptors

Abstract

A dual-mode, sapphire-loaded cavity (SLC) resonator has been designed and optimized with the aid of finite element software. The resonance frequency was designed to be near the frequency of a Cs atomic frequency standard. Experimental tests are shown to agree very well with calculations. The difference frequency of two differently polarized modes is shown to be a highly sensitive temperature sensor in the 50 to 80 K temperature range. We show that an oscillator based on this resonator has the potential to operate with fractional frequency instability below 10-14 for measurement times of 1 to 100 seconds. This is sufficient to operate an atomic clock at the quantum projection noise limit.


Affiliations:


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Le document en format XML

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<term>Atomic clocks</term>
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<term>Cesium</term>
<term>Cryogenic temperature</term>
<term>Experimental study</term>
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<term>Mesure fréquence</term>
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<term>Horloge atomique</term>
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<term>Température cryogénique</term>
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<div type="abstract" xml:lang="en">A dual-mode, sapphire-loaded cavity (SLC) resonator has been designed and optimized with the aid of finite element software. The resonance frequency was designed to be near the frequency of a Cs atomic frequency standard. Experimental tests are shown to agree very well with calculations. The difference frequency of two differently polarized modes is shown to be a highly sensitive temperature sensor in the 50 to 80 K temperature range. We show that an oscillator based on this resonator has the potential to operate with fractional frequency instability below 10
<sup>-14</sup>
for measurement times of 1 to 100 seconds. This is sufficient to operate an atomic clock at the quantum projection noise limit.</div>
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