State of the art cold atom gyroscope without dead times

Transcription

1 State of the art cold atom gyroscope without dead times Remi Geiger SYRTE, Observatoire de Paris GDR IQFA Telecom Paris November 18 th, 2016 I. Dutta, D. Savoie, B. Fang, B. Venon, C. L. Garrido Alzar, R. Geiger and A. Landragin Phys. Rev. Lett. 116, (2016)

2 Outline Motivations for high precision inertial sensors (brief) The cold atom gyroscope experiment at SYRTE Dead times in quantum sensors Gyroscope stability Reaching the quantum noise limit In this talk, I will illustrate the potential of quantum sensors and key techniques for future sensor architectures. 2

3 Applications of cold atom inertial sensors Inertial navigation : onboard accelerometers or gyroscopes Geosciences: monitoring global phenomena (e.g. Ω Earth (t), g(t)) Fundamental physics (e.g. test of the equivalence principle) Low frequency gravitational wave detection (< 10 Hz) Fang et al, arxiv: Freier et al, arxiv: Dimopoulos et al, PRD (2008) Chaibi et al, 2016 PRD (2016) Canuel et al, PRL (2006) Geiger et al, Nature Comm. (2011) Zhou et al, PRL (2015) Aguilera, CQG (2014) 3

4 Outline Motivations for high precision inertial sensors (brief) The cold atom gyroscope experiment at SYRTE Dead times in quantum sensors Gyroscope stability Reaching the quantum noise limit 4

5 4-light pulse atom interferometer B. Canuel et al., PRL 97, (2006) 5

6 4-light pulse gyroscope 6

7 Sensitivity of the gyroscope 800 ms interrogation time 11 cm 2 Sagnac area 1 rad. s 1 rotation signal rad phase shift in the AI! 7

8 The SYRTE cold atom gyroscope Cs 1.2 µk launched vertically at 5 m. s 1 Vibration isolation (> 0.4 Hz) Relative alignement of the 5 µrad Ability to measure without dead times. I. Dutta, PhD Thesis 8

9 Outline Motivations for high precision inertial sensors (brief) The cold atom gyroscope experiment at SYRTE Dead times in quantum sensors Gyroscope stability Reaching the quantum noise limit 9

10 Dead times in quantum sensors Sequential operation of cold atom interferometers Cycle time T c Cooling AI Detection Cooling AI Detection Dead time T D What we know from clocks: Dead times local oscillator noise aliasing (Dick effect) need better oscillator Same in cold atom inertial sensors need better inertial reference 10

11 Dead times : a problem in many applications 1. Inertial navigation Dead times loss of information navigation error (Jekeli, 2005) 2. Geosciences Dead times loss of information for rapidly varying signals e.g. Problem for rotational seismology (Schreiber et al, Rev. Sci. Inst ) 3. Gravitational wave detection Sequential operation with dead times noise aliasing problem for GW detection in the 1 10 Hz frequency band Dead times prevent from benefiting from the full potential of AIs. 11

12 Continuous (zero dead time) sensor Joint interrogation scheme: prepare the cold atoms and operate the AI in parallel Meunier and Dutta et al. PRA 90, (2014) 12

13 Outline Motivations for high precision inertial sensors (brief) The cold atom gyroscope experiment at SYRTE Dead times in quantum sensors Gyroscope stability Reaching the quantum noise limit 13

14 Vibrations Very sensitive interferometer very sensitive to vibration noise fundamental problem (comes from the Equivalence Principle) it is possible to reduce it in some applications (differential measurements) but not in others (accelerometers, gyroscopes) In our atom interferometer with 800 ms interrogation time: Sensitivity to AC accelerations (around few Hz): 1 m. s rad phase fluctuations Sensitivity to rotations: 1 rad. s rad fluctuations Need to handle this problem seriously 14

15 Rejection of vibration noise Accelerometer data Sensitivity function Computed phase Mechanical accelerometers correlate AI output Sensor hybridization pioneered at SYRTE : Merlet et al., Metrologia 46, (2009) Vibration isolation platform 15

16 Rejection of vibration noise Correlation of the AI with the mechanical accelerometers: SNR limited by detection noise 16

17 Rotation rate measurement 1. Divide the data set in packets of 20 points and fit offset phase 17

18 Rotation rate measurement 1. Divide the data set in packets of 20 points and fit 2. Remove contributions from the light shifts by alternating ±k eff Rotation signal δω stability? 18

19 Gyroscope Stability Short term: 100 nrad. s 1 / Hz (limited by detection noise) Long term: 1 nrad. s 1 > 20-fold improvement compared to previous results Gauguet et al, PRA 2009 Berg et al, PRL 2015

20 Improved stability 1. Real-time compensation of vibration Phase jump applied on the Raman laser phase just before the last pulse 2. Midfringe Lock Operate at best sensitivity Hybrid gravimeter: Lautier et al, Applied Phys. Lett (2014) 20

21 Improved stability (July 2016) Fringe fit Real-time compensation and mid-fringe lock 0.5 nrad.s -1 stability as of July

22 Outline Motivations for high precision inertial sensors (brief) The cold atom gyroscope experiment at SYRTE Dead times in quantum sensors Gyroscope stability Reaching the quantum noise limit 22

23 Vibration noise aliasing Very sensitive interferometer more sensitive to vibrations we would prefer to be quantum noise limited Try to find a way to average faster the vibration noise Correlate successive measurements to change the noise scaling: σ τ 1/ τ σ τ 1/τ 23

24 Efficient averaging of the noise What we would like looks like that: 24

25 Efficient noise averaging Proof of principle with a 2-light pulse interferometer Classical Trajectory 4 Pulse 2 Pulse Gryoscope Fountain Clock H 2 Ω Ω = θ 4 θ 1 2T f = Φ 2 Φ 1 2πT H 1 Inertial Noise in Gyro = Local Oscillator Noise in Clock θ 1 Counter-propagating pulses θ 4 Φ 2 Φ 1 Co-propagating pulses

26 Efficient noise averaging Normal Joint Detection noise Meunier and Dutta et al. PRA 90, (2014) Similar 1/τ scaling observed for interleaved clocks (2 different clocks) : Biedermann et al, PRL (2013) 26

27 Mutliple joint sequence Several proposals for future atom interferometry sensors assume interleaved samples (e.g. space based gradiometers, GW detectors) Up to 5 clouds in the interferometer region 800 ms interrogation time with 5 Hz cycling frequency combine high sensitivity and high bandwith. Meunier and Dutta et al. Phys. Rev. A 90, (2014) 27

28 Conclusion Several applications of cold atom interferometers Dead times in cold atom sensors strongly limit their potential impact First demonstration of a continuous (no dead time) cold atom inertial sensor State of the art of cold atom gyroscopes: 0.5 nrad. s 1 rotation stability (at 10 4 s) Towards quantum-limited sensitivity using the joint interrogation technique with 10 6 atoms, contrast of 20 % : expected sensitivity < rad. s 1 in 100 s. 28

29 The gyroscope team R. Geiger A. Landragin B. Fang D. Savoie N. Mielec Carlos Garrido Alzar Bess Fang R. Sapam I. Dutta IACI team of SYRTE, Jan. 2015

30 Thank you for your attention!