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1996
DOI: 10.1364/ao.35.004166
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TECHNICAL NOTE Improved frequency stability of an external cavity diode laser by eliminating temperature and pressure effects

Abstract: The construction of a passively stabilized external cavity diode laser operating at 780 nm is reported. The sensitivity of laser frequency to changes in air pressure was studied and subsequently eliminated. The relative frequency stability obtained was 4 × 10(-9) for an integration time of 4000 s.

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Cited by 6 publications
(3 citation statements)
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“…To accomplish this stability, it is desirable for the stabilization systems to use a narrow linewidth LD, such as an external-cavity laser diode ͑ECLD͒ or distributed Bragg reflector ͑DBR͒ type of LD. However, due to its structure, an ECLD has unpleasant characteristics, because it is feeble against mechanical impact 2 or other external disturbances, 3 and it needs acoustooptic modulator ͑AOM͒ or electro-optic modulator ͑EOM͒ devices to modulate the wavelength. Since these problems must be excluded in terms of power consumption and mechanical sturdiness, we necessarily selected the DBR-type LD, which has other advantages, such as single-mode oscillation and a capability of wavelength tuning.…”
Section: Introductionmentioning
confidence: 99%
“…To accomplish this stability, it is desirable for the stabilization systems to use a narrow linewidth LD, such as an external-cavity laser diode ͑ECLD͒ or distributed Bragg reflector ͑DBR͒ type of LD. However, due to its structure, an ECLD has unpleasant characteristics, because it is feeble against mechanical impact 2 or other external disturbances, 3 and it needs acoustooptic modulator ͑AOM͒ or electro-optic modulator ͑EOM͒ devices to modulate the wavelength. Since these problems must be excluded in terms of power consumption and mechanical sturdiness, we necessarily selected the DBR-type LD, which has other advantages, such as single-mode oscillation and a capability of wavelength tuning.…”
Section: Introductionmentioning
confidence: 99%
“…For our typical weather parameters and wavelength of 852 nm, we find ∂n air /∂P = 2.64 × 10 −9 Pa −1 and ∂n air /∂(RH%) = −9.5 × 10 −9 (RH %) −1 . Using the condition that the laser wavelength must change to absorb the change in optical length [10], we find ∂ν/∂P = -80 MHz/hPa and ∂ν/∂(RH%) = 3 MHz/(RH%) for our laser -however, these figures hold only if the laser is fully exposed to the lab environment.…”
mentioning
confidence: 79%
“…Typical ECDL drift rates can be as large as several GHz/h [5,6], and primarily result from thermal cavity expansion induced by changes in environmental conditions [7]. To combat this, ECDLs often employ active temperature stabilization [8,9] and/or athermal designs [10,11]. In these cases, typical ECDL drift rates are a few tens of MHz/h.…”
mentioning
confidence: 99%