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On the detection of the tensor-to-scalar ratio r using the CMB B-modes

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Presentation on theme: "On the detection of the tensor-to-scalar ratio r using the CMB B-modes"— Presentation transcript:

1 On the detection of the tensor-to-scalar ratio r using the CMB B-modes
Agnès Ferté In collaboration with: Julien Peloton, Julien Grain, Radek Stompor Based on: arxiv:

2 CMB B-modes caused by tensor perturbations and lensing of E-modes
(Q,U) maps E and B modes power spectra Tensor-to-scalar ratio r

3 CMB B-modes at low-l probe the primordial Universe
Lensing B modes: 1st direct detection by Polarbear (arxiv: ) Primordial B modes: r<0.12 (Bicep2/Keck + Planck)

4 Estimation of B modes power spectrum on a masked sky: the E-to-B leakage
Function of the mask Mode counting variance Standard estimation of B-modes 1 % of the sky From Grain et al, 2009

5 Pure pseudo spectrum method (x2pure code)
+ optimisation of the window function 1 % of the sky pure mode counting Other methods Smith, 2006 Grain et al, 2009 Ferté et al, 2013 From Ferté et al, 2013

6 Pure pseudo spectrum method (x2pure code)
+ optimisation of the window function 71 % of the sky Other methods pure mode counting Smith, 2006 Grain et al, 2009 Ferté et al, 2013

7 Impact of leakage on the forecasts of CMB B modes detection?
1st investigation: ideal experiments 2nd investigation: 3 selected realistic experiments

8 Signal-to-noise ratio computed using Fisher matrix
Error on r Covariance matrix computed using: Mode counting variance = Pure method = pure estimation + MC simulations

9 1st approach: ideal small scale experiments
1% r=0.1

10 Mode-counting variance for optimal sky coverage
Optimal sky fraction

11 2nd approach: 3 realistic experiments
Spec. Small scale Array of telescope Satellite Sky fraction 1% 36% 71% Noise (muK-arcmin) inhomogenesous (average of 5) 1 2 Beam (arcmin) 8 3 Dire que array de télescopes =study of window functions cause reach a limitation (in the noise)

12 Uncertainties on the power spectrum

13 Accessible r at 3σ detection
Example of satellite xp mode counting pure Small scale xp Telescopes array Satellite mission Mode counting r > 0.038 r > r > Pure method r > 0.11 r > r >

14 Foreground impact on the detection of r
Remove the first bin: 2 < l < 20 Example of satellite xp Small scale xp Telescopes array Satellite mission Mode counting r > 0.04 r > r > Pure method r > 0.11 r > r >

15 TO TAKE AWAY The pure estimation of B modes is awesome
The mode-counting approach is enough to state on optimal sky coverage The pure method is mandatory to perform realistic forecasts on r detection Potential future satellite mission: r ≥ 10-3 Stage 4 array of telescope: r ≥ 10-2 Current ground-based or balloon borne: r ≥ 10-1 Side ‘personal’ note: the CMB TB and EB correlations hold information on fundamental physics (e.g. : parity breaking, birefringence, primordial magnetic field…)

16 From NASA

17 Effect of binning

18 Optimised window functions

19 SNR on r Small scale Array of telescopes


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