2020
DOI: 10.33841/1819-1339-1-39-13
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Comparative analysis of quadrature formulas for the mean integral refractive index of air in high-precision ranging

Abstract: цієї роботи є вдосконалення (підвищення точності) методів урахування впливу земної атмосфери на результати вимірювань великих довжин, що реалізуються за допомогою електромагнітних хвиль на навколоземних трасах. Методика. Розглядається вплив земної атмосфери на швидкість поширення електромагнітного сигналу. Цей вплив враховують, вводячи в результат вимірювань поправки на середньоінтегральний показник заломлення повітря вздовж траси, що вимірюється. Для аналізу відібрано методи визначення цієї поправки, основані… Show more

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Cited by 5 publications
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“…The methodological component of the error of the empirical approach is determined by the difference n acc -n emp of the two results of calculating the value n according to formula (2) (from this difference the corresponding uncertainty component | n acc -n emp |/3 1/2 is estimated). For the first result ( n acc is a rigorous approach), the integral (2) accounting for formula (3) with P and e unchanged along the trace is expressed through integral (4) using the ratio…”
Section: Research Resultsmentioning
confidence: 99%
See 1 more Smart Citation
“…The methodological component of the error of the empirical approach is determined by the difference n acc -n emp of the two results of calculating the value n according to formula (2) (from this difference the corresponding uncertainty component | n acc -n emp |/3 1/2 is estimated). For the first result ( n acc is a rigorous approach), the integral (2) accounting for formula (3) with P and e unchanged along the trace is expressed through integral (4) using the ratio…”
Section: Research Resultsmentioning
confidence: 99%
“…Recently, the requirements for the accuracy of determining the mean integral refractive index of the air have increased significantly. It has led to the rapid development of both methods for direct determination of the atmospheric delay (hardware methods) [1] and indirect determination based on the representation of the integral of the refractive index along the trace of the optical signal using quadrature or interpolation formulas (point approximation methods) [2,3]. The importance of the point approximation methods is that they allow representing the average integral refractive index as a function of the local values of meteorological parameters (pressure P, temperature T and air humidity e) in a few discrete points located along the measured trace.…”
Section: Introductionmentioning
confidence: 99%
“…It seems straightforward to use (ideally ventilated) calibrated temperature sensors distributed along the beam path. We have investigated the performance of several quadrature methods to approximate the exact integral n = 1∕L∫ L 0 n(s)ds by distributed sensors providing point-wise information on the local environment and gradients (Neyezhmakov et al 2020a). For the linear geodetic polygon of the National Scientific Centre "Institute of Metrology" (Kharkiv, Ukraine), a relative uncertainty of 10 -7 can be achieved which will provide a level of uncertainty of 1 mm for baseline 5 km (Neyezhmakov et al 2020b).…”
Section: Environmental Sensing and Compensationmentioning
confidence: 99%
“…Elaborate sensor networks can mitigate 5 th Joint International Symposium on Deformation Monitoring (JISDM), 20-22 June 2022, Valencia, Spain 2022, Editorial Universitat Politècnica de València this problem, e.g. at reference baselines (Pollinger et al, 2012;Neyezhmakov et al, 2020). Ideally, however, the effective index of refraction is measured in the same volume as the optical beam.…”
Section: Introductionmentioning
confidence: 99%