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(Rajib Saha,Pankaj Jain,Tarun Souradeep, astro-ph/0508383) A Blind Estimation of Angular Power Spectrum of CMB Anisotropy from WMAP.

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Presentation on theme: "(Rajib Saha,Pankaj Jain,Tarun Souradeep, astro-ph/0508383) A Blind Estimation of Angular Power Spectrum of CMB Anisotropy from WMAP."— Presentation transcript:

1 (Rajib Saha,Pankaj Jain,Tarun Souradeep, astro-ph/0508383) A Blind Estimation of Angular Power Spectrum of CMB Anisotropy from WMAP

2 IIT Kanpur + IUCAA Saha, Jain,Souradeep 2005 (astro-ph/0508383) Independent, self contained analysis of WMAP multi-frequency maps Blind estimation : no extraneous foreground info. ! I.e., free of uncertainty of foreground modeling Black: IITK+IUCAA Red : WMAP team

3 Saha, Jain,Souradeep 2006 (preliminary)

4 Model free Foreground removal Foreground cleaned map: Linear combinations of maps of different frequency channels, i. CMB anisotropy is achromatic : Such that CMB signal is untouched in the final map ) Determine weights that minimize total power For each frequency channel, i :

5 1 DA 2 DA 1 DA 2 DA 4 DA

6 (K,Ka)+Q1+V2+W12= (C13,CA13) (K,Ka)+Q1+V2+W13= (C14,CA14) (K,Ka)+Q1+V2+W14= (C15,CA15) (K,Ka)+Q1+V2+W23= (C16,CA16) (K,Ka)+Q1+V2+W24= (C17,CA17) (K,Ka)+Q1+V2+W34= (C18,CA18) (K,Ka)+Q2+V1+W12= (C19,CA19) (K,Ka)+Q2+V1+W13= (C20,CA20) (K,Ka)+Q2+V1+W14= (C21,CA21) (K,Ka)+Q2+V1+W23= (C22,CA22) (K,Ka)+Q2+V1+W24= (C23,CA23) (K,Ka)+Q2+V1+W34= (C24,CA24) (K,Ka)+Q2+V2+W12= (C7,CA7) (K,Ka)+Q2+V2+W13= (C8,CA8) (K,Ka)+Q2+V2+W14= (C9,CA9) (K,Ka)+Q2+V2+W23= C10,CA10) (K,Ka)+Q2+V2+W24= (C11,CA11) (K,Ka)+Q2+V2+W34= (C12,CA12) (K,Ka)+Q1+V1+W12= (C1,Ca1) (K,Ka)+Q1+V1+W13= (C2,CA2) (K,Ka)+Q1+V1+W14= (C3,CA3) (K,Ka)+Q1+V1+W23= (C4,CA4) (K,Ka)+Q1+V1+W24= (C5,CA5) (K,Ka)+Q1+V1+W34= (C6,CA6) 48 CLEANED MAPS

7 One of the 40 cleaned maps obtained from combing the 10 difference assemblies of WMAP

8 24 Cross-correlation power spectra

9 Cross-correlation power spectra without correcting for point source residuals WMAP teamOur method

10 Residual power from unresolved point source

11 IIT Kanpur + IUCAA Saha, Jain,Souradeep 2005 (astro-ph/0508383) Independent, self contained analysis of WMAP multi-frequency maps Blind estimation : no extraneous foreground info. ! I.e., free of uncertainty of foreground modeling Black: IITK+IUCAA Red : WMAP team

12 (48.3  1.2, 544  17) (48.8  0.9, 546  10) (41.7  1.0, 419.2  5.6) (41.0  0.5, 411.7  3.5) (74.1  0.3, 219.8  0.8) (74.7  0.5, 220.1  0.8 Peaks of the angular power spectrum

13 Saha, Jain,Souradeep 2006 (preliminary)

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19 Correlation matrix for the Binned power spectrum

20 30Ghz44Ghz 77Ghz 100Ghz 143Ghz217Ghz Combination of Planck Channel maps

21 Input random realization of CMB map (in  k unit) Recovered foreground cleaned map (in mk unit)

22 Retaining beam and pixel window smoothing Difference between input & recovered maps

23 No beam and pixel window smoothing Difference between input & recovered maps

24 BiPS Diagnostics of cleaned maps Filters BIPS: filter ABIPS: filter B C6: clean C9 : cleaner A B Saha,Hajian, Souradeep, Jain (in progress ) Maps from Saha et al. astro-ph/0508383 (see poster)

25 Anisotropic Noise Simplest case:

26 Anisotropic Noise Simplest case:


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