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Submitted
Sep 11, 2020
Accepted
Sep 28, 2020
Published
Sep 30, 2020
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Abstract

National Measurement Standards-National Standardization Agency of Indonesia (SNSU-BSN) as the National Metrology Institute of Indonesia has provided time and frequency calibration services for customers. Time and frequency equipment should be calibrated to traceable to the SI units. The calibration process can be carried out in a calibration laboratory. However, some measuring devices cannot be sent to the calibration laboratory. One of the devices that cannot be sent to the calibration laboratory is Cesium atomic clock. It must be calibrated to get the time difference with the local coordinated universal time (UTC), namely UTC(IDN). Therefore, to calibrate the Cesium atomic clock, a remote calibration method is needed. The remote system is also intended to conduct the calibration more effectively and efficiently. This method requires two Global Positioning System (GPS) receiver devices placed on the client-side and a calibration laboratory. For this reason, an algorithm for remote calibration has been developed. The algorithm has been tested to calibrate Cesium-3 of SNSU-BSN against UTC(IDN). The time difference between Cesium-3 and UTC(IDN) was 5.8 microseconds by using the algorithm. Based on the algorithm that has been built, it was concluded that the algorithm can be used to perform remote calibration for the related customer.  

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How to Cite
1.
Boynawan AM, Ratnaningsih R, Kurnia P W, Ika P Y, Hapiddin A, Azzumar M. Algorithm of Time and Frequency Remote Calibration System of SNSU-BSN. EKSAKTA [Internet]. 2020Sep.30 [cited 2024Apr.25];21(2):77-84. Available from: https://eksakta.ppj.unp.ac.id/index.php/eksakta/article/view/241

References

  1. Ahmed M, Magalhaes DV, Bebeachibuli A, Muller ST, Alves RF, Ortega TA, et al. (2008). The Brazilian time and frequency atomic standards program. Anais da Academia Brasileira de Ciencias.80(2):217-52.
  2. Appel J, Windpassinger PJ, Oblak D, Hoff UB, Kjaergaard N, Polzik ES. (2009). Mesoscopic atomic entanglement for precision measurements beyond the standard quantum limit. Proceedings of the National Academy of Sciences of the United States of America.106(27):10960-5.
  3. Borish V, Markovic O, Hines JA, Rajagopal SV, Schleier-Smith M. (2020). Transverse-Field Ising Dynamics in a Rydberg-Dressed Atomic Gas. Physical review letters.124(6):063601.
  4. Burt EA, Diener WA, Tjoelker RL. (2008). A compensated multi-pole linear ion trap mercury frequency standard for ultra-stable timekeeping. IEEE transactions on ultrasonics, ferroelectrics, and frequency control.55(12):2586-95.
  5. Chang CY, Chang EC, Huang CW. (2019). In Situ Diagnosis of Industrial Motors by Using Vision-Based Smart Sensing Technology. Sensors.19(24).
  6. Clivati C, Cappellini G, Livi LF, Poggiali F, de Cumis MS, Mancini M, et al. (2016). Measuring absolute frequencies beyond the GPS limit via long-haul optical frequency dissemination. Optics express.24(11):11865-75.
  7. Devenoges L, Stefanov A, Joyet A, Thomann P, Di Domenico G. (2012). Improvement of the frequency stability below the Dick limit with a continuous atomic fountain clock. IEEE transactions on ultrasonics, ferroelectrics, and frequency control.59(2):211-6.
  8. Francois B, Calosso CE, Danet JM, Boudot R. (2014). A low phase noise microwave frequency synthesis for a high-performance cesium vapor cell atomic clock. The Review of scientific instruments.85(9):094709.
  9. Gensemer SD, Martin-Wells RB, Bennett AW, Gibble K. (2012). Direct observation of resonant scattering phase shifts and their energy dependence. Physical review letters.109(26):263201.
  10. Gill P. (2011). When should we change the definition of the second? Philosophical transactions Series A, Mathematical, physical, and engineering sciences.369(1953):4109-30.
  11. Godun RM, Nisbet-Jones PB, Jones JM, King SA, Johnson LA, Margolis HS, et al. (2014). Frequency ratio of two optical clock transitions in 171Yb+ and constraints on the time variation of fundamental constants. Physical review letters.113(21):210801.
  12. Hachisu H, Petit G, Nakagawa F, Hanado Y, Ido T. (2017). SI-traceable measurement of an optical frequency at the low 10-16 level without a local primary standard. Optics express.25(8):8511-23.
  13. Hagemann C, Grebing C, Lisdat C, Falke S, Legero T, Sterr U, et al. (2014). Ultrastable laser with average fractional frequency drift rate below 5 x 10(-)(1)(9)/s. Optics letters.39(17):5102-5.
  14. Matveev A, Parthey CG, Predehl K, Alnis J, Beyer A, Holzwarth R, et al. (2013). Precision measurement of the hydrogen 1S-2S frequency via a 920-km fiber link. Physical review letters.110(23):230801.
  15. Mishra S, Stumpf RP, Schaeffer BA, Werdell PJ, Loftin KA, Meredith A. (2019). Measurement of Cyanobacterial Bloom Magnitude using Satellite Remote Sensing. Scientific reports.9(1):18310.
  16. Parthey CG, Matveev A, Alnis J, Bernhardt B, Beyer A, Holzwarth R, et al. (2011). Improved measurement of the hydrogen 1S-2S transition frequency. Physical review letters.107(20):203001.
  17. Portalupi SL, Widmann M, Nawrath C, Jetter M, Michler P, Wrachtrup J, et al. (2016). Simultaneous Faraday filtering of the Mollow triplet sidebands with the Cs-D1 clock transition. Nature communications.7:13632.
  18. Reitz D, Sayrin C, Mitsch R, Schneeweiss P, Rauschenbeutel A. (2013). Coherence properties of nanofiber-trapped cesium atoms. Physical review letters.110(24):243603.
  19. Shang H, Zhang T, Miao J, Shi T, Pan D, Zhao X, et al. (2020). Laser with 10(-13) short-term instability for compact optically pumped cesium beam atomic clock. Optics express.28(5):6868-80.
  20. Shi H, Ma J, Li X, Liu J, Li C, Zhang S. (2018). A Quantum-Based Microwave Magnetic Field Sensor. Sensors.18(10).
  21. Szymaniec K, Lea S, Liu K. (2014). An evaluation of the frequency shift caused by collisions with background gas in the primary frequency standard NPL-CsF2. IEEE transactions on ultrasonics, ferroelectrics, and frequency control.61(1):203-6.
  22. Windpassinger PJ, Oblak D, Petrov PG, Kubasik M, Saffman M, Alzar CL, et al. (2008). Nondestructive probing of Rabi oscillations on the cesium clock transition near the standard quantum limit. Physical review letters.100(10):103601.
  23. Zhuang W, Chen J. (2014). Active Faraday optical frequency standard. Optics letters.39(21):6339-42.
  24. M. A. lombardi, (2019). The Reach and Impact of the Remote Frequency and Time Calibration Services at NIST, NCSLI Measure J. Meas. Sci.
  25. D. Piester, M. Rost, M. Fujieda, T. Feldmann, and A. Bauch (2011), Remote atomic clock synchronization via satellites and optical fibers, Adv. Radio Sci., Vol. 9, , pp. 1–7.
  26. J. L. Wang, S. Y. Huang, C. S. Liao, (2013). Time and Frequency Transfer System using GNSS Receiver,” Asia-Pacific Radio Science Conference.
  27. M. Tamazin, M. Karaim and A. Noureldin, (2018). GNSSs, Signals, and Receivers,” IntechOpen.
  28. G. Petit, P. Defraigne, B. Warrington, and P. Uhrich, (2006). Calibration of dual frequency GPS receivers for TAI, Proceedings of the 20th EFTF.
  29. J. Kalisz (2013). Review of methods for time interval measurements with picosecond resolution, Metrologia 41,. pp. 17-32
  30. X. Hong, G. Liu, Z.i Wu, D. Xipeng, (2010). Remote calibration system for frequency based on in-place benchmark,” Front. Mech. Eng. China,Vol. 5, no. 3. pp. 316–321.
  31. James R. Clynch, (2006), Time Systems and Dates: Universal Time, GPS Time, Julian Dates, February.