NGC7662 (HST) Imagem N - PowerPoint PPT Presentation

About This Presentation
Title:

NGC7662 (HST) Imagem N

Description:

frequencies content of images. Wavelet Transform is invariant ... Hubble 4. Hb4 - Halo. F656N (Ha) Mass Halo = 1/3 Mass total. Hen 2-402 F658N [NII] raw image ... – PowerPoint PPT presentation

Number of Views:20
Avg rating:3.0/5.0
Slides: 19
Provided by: francoisc
Category:
Tags: hst | hubble | imagem | images | ngc7662

less

Transcript and Presenter's Notes

Title: NGC7662 (HST) Imagem N


1
Planetary Nebulae and Wavelet Transform
Francois Cuisinier GEMAC/OV UFRJ (Brazil)
Co-workers A.P. Moises (ON/MCT, IAG/USP)
M.L. Ferreira (GEMAC/OV UFRJ)
C.R. Rabaca (GEMAC/OV UFRJ)
D.R. Goncalves (IAG/USP)
2
Wavelet Transform What for?
  • Wavelet Transform is a mathematical transform
    that analyzes the spatial
  • frequencies content of images
  • Wavelet Transform is invariant to scaling
  • (e.g. particularly fit to put into evidence
    fractal structures)
  • The decomposition functions have finite support
  • a no artificial high frequencies (like in
    Fourier Transform)
  • a the frequency information is kept
    locally, and can easily be visualized
  • Noise can be removed according to the spatial
    scales

3
NGC7662 HST F658N (NII) raw image
4
NGC7662 HST F658N (NII) wavelet processed
image
5
Our Sample
  • 14 PN selected from HST archive
  • Selected on the basis of their size
  • Angular diameter between 5 and 30 arcsec, in
    order
  • (1) to have a sufficient size to present
    detectable substructures
  • (2) to fit into the planetary camera of the
    WFPC2

6
Hubble 4
7
Hb4 - Halo
  • F656N (Ha)

Mass Halo 1/3 Mass total
8
Hen 2-402 F658N NII
raw image
wavelet processed image
9
Hen 2-402 F658N NII
10
HST Sample Morphological Structures
NP knots fil. halo shell
Hen 2-402 X
Hubble 4 X X X
Hen 2-389 X ?
M1 - 46 X X
M2 - 43 X X X
PC19 X X
NGC6790 X X X
Hen 2-447 X X
NP knots fil. halo shell
BD303639 X X
M3 - 35 X X X
PN G211.2-03.5 X X X
Hen 2-1 X X
Hen 2-104 X
Hen 2-194 X X X
M1 - 30 X X
11
NGC 6891
NOT images Guerrero et al. 2000
12
NGC 6891
NOT images Guerrero et al. 2000
13
Application of Wavelet Transform to Temperature
Fluctuations
  • Temperature Fluctuations have historically been
    put into evidence by the comparison of
    temperatures derived by different methods,
    sensitive to different regions (e.g. OIII and
    Bac).
  • Some direct measurements (e.g. through the
    mapping of one temperature indicator (OIII or
    Bac) exist (HST imaging or ground based /HST
    spectroscopy), but generally indicate fairly low
    Temperature Fluctuations
  • Temperature fluctuations are however usually
    described by a unique weighted mean indicator, t2
  • t2 does not yield any indication on the location
    of the Temperature Fluctations

14
How can Wavelets help ?
  • Can put into evidence faint structures, as TF
    from OIII maps
  • ratios
  • a Te f ( TW (I4363) / TW (I5007) )
  • The amplitude of the variations is however small,
    possibily
  • at the limit of the detection of Wavelet
    Transform
  • Need to find some objective argument to
    segregate artifacts
  • from true structures

15
NGC6210
Greensignificative TF White no significative TF
16
NGC6210
Observadas
Observadas
OIII 4363/5007 Ă…
Simuladas
Simuladas
Null information Simulation of intrinsic OIII
4363/5007 Ă… through (5007 noise)/5007 Ă…
Region without significative TF
Region with significative TF
17
NGC6818
Greensignificative TF White no significative TF
18
Conclusions
  • Wavelets allow to put into evidence faint
    substructures, even in dense areas in planetary
    nebulae which have not been much explored
  • before.
  • Though our HST sample is far from complete, much
    more planetary
  • nebulae seem to present substructures than quoted
    in previous studies.
  • This needs however to be verified, since many of
    these substructures have scales of 1-2 pixels.
  • Wavelet Transform has a potential to assess
    temperature fluctuations from OIII images
    ratios.
Write a Comment
User Comments (0)
About PowerShow.com