Download presentation
Presentation is loading. Please wait.
Published byJessica Sherman Modified over 9 years ago
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)
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:
Similar presentations
© 2024 SlidePlayer.com Inc.
All rights reserved.