key types introduction

19
1 Key Types Introduction Michelson Summer School on High-Contrast Imaging Caltech, Pasadena 20-23 July 2004 Wesley A. Traub Harvard-Smithsonian Center for Astrophysics

Upload: jemima

Post on 06-Jan-2016

27 views

Category:

Documents


0 download

DESCRIPTION

Key Types Introduction. Wesley A. Traub Harvard-Smithsonian Center for Astrophysics. Michelson Summer School on High-Contrast Imaging Caltech, Pasadena 20-23 July 2004. Reminders of main topics. C, IWA, OWA types perturbations. C. K~20 mag Bkgd objects. 7 arcsec wand. J~21 mag - PowerPoint PPT Presentation

TRANSCRIPT

Page 1: Key Types Introduction

1

Key Types Introduction

Michelson Summer School on High-Contrast Imaging

Caltech, Pasadena

20-23 July 2004

Wesley A. TraubHarvard-Smithsonian Center for Astrophysics

Page 2: Key Types Introduction

2

• C, IWA, OWA• types• perturbations

Reminders of main topics

Page 3: Key Types Introduction

3

C

Ref: McCarthy & Zuckerman (2004); Macintosh et al (2003)

20 arcsec radius circle

K~20 magBkgd objects

7 arcsec wand

J~21 magBkgd object

Page 4: Key Types Introduction

4

Search space: best to date

AiryHalo

1. Keck2. IRCAL, Lick AO, K3. Ks, AO, NACO, VLTI4. WFPC2, HST, I5. CFHT, AO, H6. Keck NICMOS, 10sig7. 50% det, HST, H8. XAO, 10m, R, 2007

Page 5: Key Types Introduction

5

Earth & Jupiter-Saturn, 100 stars

Simulations by Bob Brown, STScI

Page 6: Key Types Introduction

6

Earth & Jupiter-Saturn Regions

Page 7: Key Types Introduction

7

Radial-velocity Stars

Page 8: Key Types Introduction

8

RV stars and brown dwarfs

Page 9: Key Types Introduction

9

1.8-m range

Page 10: Key Types Introduction

10

TPF-C Range

Page 11: Key Types Introduction

11

C, IWA, OWA

Contrast C: Example: C = 10-10 driven by Earth/Sun = 2x10-10.

Inner working angle IWA:Example: IWA = 3 /D driven by 1 AU/10pc = 0.100 arcsec.

Outer working angle OWA: Example: OWA = 48 /D driven by N = 96 actuator DM.

Page 12: Key Types Introduction

12

Image-plane coronagraph simulation

Ref.: Pascal Borde 2004

1stpupil

1stimagewithAiry rings

mask, centered on starimage

2ndpupil

Lyotstop,blocks bright edges

2nd image,no star,brightplanet

Page 13: Key Types Introduction

13

Wide-band (quadrant-phase) mask

π€

π

0

0

Page 14: Key Types Introduction

14

Shaped-pupil mask

Kasdin, Vanderbei, Littman, & Spergel, preprint, 2004

Pupil: Spergel-Kasdin prolate-spheroidal mask

Image: dark areas < 10-10 transmission

Image: cut along the x-axis

v

u

A(x, 0) = exp(-(πx/)2)

A(0, y) = periodic & messy

x

y

Page 15: Key Types Introduction

15

Discrete-mapped pupil (2): Densification

Entrance pupil, sparsely filled

FOV is small.

Image with many aliases Densified

pupil

Clean image,narrow FOV

Page 16: Key Types Introduction

16

Continuous-mapped pupil

Compact star image, easily blocked

Input wavefront: uniform amplitude.

Mirror 1

Mirror 2

Output wavefront:prolate-spheroidal amplitude.

100 dB = 10-10 = 25 mag

Output image:prolate spheroid

Page 17: Key Types Introduction

17

Nulling-shearing coronagraph

Page 18: Key Types Introduction

18

Phase ripple and speckles

No DM:

With DM:

Phase ripples from primarymirror errors

Polishing errorson primary

Speckles generated by 3 sinusoidalcomponents of thepolishing errors

Pupil plane

Image plane

Image plane

Page 19: Key Types Introduction

19

Phase + amplitude ripple and speckles h(u) = n (an+ian')cos(Knu) + (bn+ibn')sin(Knu) = total ripples

Describes all possible phase and amplitude ripples (= errors).

DM can give

I() = (0) + n [(bn’)2 + (an’)2 ] (k+Kn) bigger speckles

+ [ 0 + 0 ] (k-Kn)] smaller (zero) speckles