Integral Field Spectroscopy

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Integral Field Spectroscopy Jeremy Allington-Smith University of Durham

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Integral Field Spectroscopy. Jeremy Allington-Smith University of Durham. Contents. Advantages of Integral Field Spectroscopy Datacube "theorem" Techniques of IFS Lenslet-array Fibres+lenslets Image-slicing Multiple IFS. What is IFS?. - PowerPoint PPT Presentation

Transcript of Integral Field Spectroscopy

Page 1: Integral Field Spectroscopy

Integral Field Spectroscopy

Jeremy Allington-SmithUniversity of Durham

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Contents

• Advantages of Integral Field Spectroscopy• Datacube "theorem"• Techniques of IFS• Lenslet-array• Fibres+lenslets• Image-slicing• Multiple IFS

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What is IFS?

• Integral field spectroscopy produces a spectrum of each part of an image simultaneously

• This results in a datacube with axes (x, y,• This is sometimes called "3D imaging" or "2D

spectroscopy" or even "3D spectroscopy"!• 3D techniques which also produce a datacube

but not from a single observation (e.g Fabry-Perot or FTS) are not usually called IFS

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Direct image Radial velocity Close up

SAURON: NGC 4365 (Lyon/Durham/Leiden/ESO)

Why use IFS?

"Boring" elliptical galaxy with odd kinematics!

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Where do you put the slit?

• Slit gives only a 1D slice through object• Slit captures only part of the object's light• Only a 3D technique reveals the global velocity field

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IFS – use info from adjacent slicesto correct velocity data

Slit spectroscopy – velocities in error since blobs not centred in slit

dispersion

Generic advantage of IFS

• Spectroscopy over full 2D field with high filling factor• No slit losses - all the light is used• Point and shoot target acquisition reduces operational

overheads• Can reconstruct white-light image to aid interpretation (and

target acquisition)• Almost immune to atmospheric dispersion • More accurate radial velocity determination:

– Obtain global velocity field - not just a 1-D section– Velocity field can be reconstructed accurately without errors due

to position of features within slit

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Applications

• Galaxy kinematics: stars and gas (em & abs lines)• Distribution of ionising radiation (line ratios)• Distribution of stellar populations

(lines/continuum)• Studies of interacting galaxies (kinematic

resolution)• Unbiassed searches for primaeval line-emitting

galaxies (may be invisible in broadband image)• Searches for damped Ly aborbers near line of

sight to QSOs (with large impact parameter)• Outflows from young stellar objects

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Dissecting active galaxies

NGC4151 observed with SMIRFS-IFU in J-band - Turner et al. MNRAS 331, 284 (2002)

Distribution of [FeII]

Velocity field (narrow Pa)

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Datacube "theorem"

To first order… all 3D methods are equally efficient in generating the same datacube volume with the same number of pixels

x

y

Datacube with same equivalent volume Nnm

N observationseach withn x m pixels

Spectral and spatial informationencoded on detector in any way you like

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Imaging spectroscopy E.g. Fabry-Perot interferometry & narrow-band imaging

Devote pixels entirely to imaging:

Datacube sliced into thin slices in wavelength.

Repeat observations with different wavelength range

Sensitive to changes in sky background

Each slice contains the fullfield imaged in one passband

x

y

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Longslit spectroscopy

Longslit spectroscopy:

Each longslit pointing produces a x slice

Full datacube produced by stepping longslit in y

Each slice is one longslit spectrum

x

y

NB: No spatial information in y within each slice

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Integral field spectroscopy

Devote pixels mostly to spectroscopy:

datacube sliced into narrow spatial fields - repeat observation with different pointings

Each piece contains all thespectra within a narrow field

x

y

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... to second order?

• Which technique wins depends mostly on:– the dominant noise source

• detector read noise• detector dark current• photon noise from sky• photon noise from object• temporal variability in sky background

– how many pixels you can afford– details of the scientifc application, especially:

• the size of the total field required• the length of the total spectrum required

• A tradeoff between FTS and IFS for NGST/IFMOS indicated that IFS was preferrable

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IFS "efficiency"

Aim is to maximise a figure of merit that is a function of: # spatial samples , # spectral samples , throughput

# spatial samples: pack spectra together tightly along slit. Overlaps will result between samples at the slit but this is okay if:– there is Nyquist sampling of the field at the IFU input– adjacent spectra come from adjacent elements on the sky– there is no wavelength offset between adjacent spectra

# spectral samples: maximise length of spectrum to fill complete detector length but, for a given detector, (#spatial #spectral) constant so can have multiple slits to increase #spatial by reducing #spectral

throughput: efficient design

Make the best possible use of the available detector pixels by minimising the dead space between spectra

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Techniques of IFS

Lenslets

Fibres+lenslets

Imageslicer

Telescopefocus

Spectrographinput

Spectrographoutput

Pupilimagery

Fibres

Mirrors

slit

slit

1 2 3 4

1

2

3

4

x

y

Datacube

Both designs maximise the spectrum length and allows more efficient utilisation of detector surface.

Only the image slicer retains spatial information within each slice/sample high information density in datacube

Like SAURON and OASIS. Overlaps must be avoided low information density

in datacube

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Lenslet IFU

• Example: SAURON* designed for wide-field galaxy kinematics• Short wavelength range for low-redshift MgB (517.4nm)• Spectra must not overlap otherwise information lost

Sauron built by CRAL (Lyon)

*Bacon et al. MNRAS 326, 23-35 (2001)

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Lenslet+fibres: optical principle

Microlens array

Pickoff

mirror

Enlarger

fibre

slit

Spectrograph

grating

Fibre bundle

Slit (outof page)

Telescope focus

skyimage

pupil

image

fibre

GMOS-IFUAllington-Smith et alPASP 114, 892 (2002)

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Input

x y

x

y

Original image

Alli

ngto

n-S

mit

h &

Conte

nt,

PA

SP 1

10

,12

16

(1

99

9)

Pseudo-slit

x y

Ensure critical sampling

here!

Fibre+lenslet detection process

x

Detector

y

x

monochromatic image of pseudo-slit

x

yreconstructedmonochromaticimage of sky

Computer

y’

Overlaps here don't

matter

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GMOS• 0.07 arcsec/pixel image scale

• 5.5 x 5.5 arcmin field

• 0.4 - 1.1m wavelength coverage

• R = 10,000 with 0.25” slits

• Multiobject mode using slit masks

• Integral field spectroscopy mode

• Active control of flexure

GMOSwithout enclosure and electronics cabinets

fore opticsupportstructure

IFU/maskcassettes

Gemini instrumentsupportstructure

DewarCCD unitshuttermain optical

support structurecamera

grating turret& indexer unit

filter wheels

collimator

on-instrumentwavefrontsensor

Integral Field Unit

GMOS-IFU

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Slit mask (containing two pseudoslits) interfaces with GMOS mask changer

Location of slits(covered)

The IFU

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Requirements & solutions

• Exploit good images from GEMINI 0.2" sampling • Unit filling factor Fibres coupled to close-packed

lenslet array at input • Largest possible object field 7" x 5" (1000 fibres)• Provision to optimise accuracy of background

subtraction extra 5" x 3.5" field offset by 60" from object field for background estimation (500 fibres)

• Transparent change between modes IFU deployed by mask exchanger, input & output focus coplanar with masks

• High efficiency lenslet-coupled at output and input to convert F/16 beam to ~F/5 for efficient use with fibres

• Use of low risk construction technique (GEMINI request to reduce risk to schedule) fibre+lenslet not image slicer

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4608 pixels

6144pixels

Optionally block off this slit to double spectrumlength but halvefield

1 arcmin

1 slit block containing 2 rows

Field to slit mapping

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4608 pixels

6144pixels

Field to slit mappingOne slit blocked to give• Longer spectra• Half the field (can still beam-switch)

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5.5'

Background subtraction

Field for Adaptive Optics

Objectfield

Backgroundfield

1 arcmin

• Various subtraction strategies • Beam switching supported• Optimised for AO (Altair in I)

Position of reference star during beam-switch

Typical/generousisoplanatic patch

Position of reference star during beam-switch

Typical/generousisoplanatic patch

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One image at each velocity form the datacube (only 4% shown)

One spectrum for each element(only 4% shown)

The IFUrecords aspectrum for each element

Image taken by GMOS withoutusing the IFU

GMOS integral field unit observes NGC1068

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[OIII]

Red Blue

Individualfibre

spectra

NGC1068 - raw data

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• Composite plot of representative [OIII]4959+5007 spectra over the field

• The velocity structure is very complex.

NGC1068 - spectra

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NGC1068 - datacube

•8 x 10" field (mosaiced from 5 pointings)

•Scan through [OIII]5007 line

Miller, Allington-Smith, Turner, Jorgensen

Jet

Galaxydisk

Nucleus

NE

SW

Observer

Bowshock

NE

SW

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Advanced Image

Slicer (AIS)• Developed from MPE's 3D by the

University of Durham for highly-efficient spectroscopy over a two-dimensional field

• Optimum use of detector pixels since complete slices of sky are imaged (no dead space between spatial samples)

• Correct spectral sampling is obtained without degrading spatial resolution in dispersion direction

• Diffraction is only a 1-D issue

reduction in optics size/mass

• Optics may be diamond-turned from the same material as the mount to reduce thermal mismatch

good for space/cryo applications

• Adopted by GEMINI 8m Telescopes Project (GNIRS-IFU) and proposed by ESA for NGST

Field beforeslicing

Pseudo-slit

Slicing mirror (S1)

Spectrogram

Pupil mirrors(S2)

To spectrograph

Field optics (slit mirrors S3)

From telescopeand fore-optics

Focalplane

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Gemini Near-IR Spectrograph

(0.2 x 0.1 x 0.1)m3

and 1Kg

• Cryogenic 1-5m spectrograph for GEMINI with IFU deployable via slit slide• GNIRS - NOAO, GNIRS-IFU - University of Durham

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Field

Slit

Detector

3.2 "= 21 slices of 0.15"

4.4" = 29 px of 0.15"

2 pixels29 pixels

Detector: 1024 x 1024 pixelsSlit length (short camera)= 100" = 667 pixels

GNIRS-IFU summary • Wavelength range:

– Optimal: 1.0-2.5 m– Total: 1.0-5.0 m

• Field: 3.2”x 4.4” • Sampling: 0.15” • Spatial elements: 625• Spectrum length: 1024

px• Cryogenic environment• IFU fits in module in

GNIRS slit slide

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Optical layout

S1, Slicing mirror

S3, slit mirrors

S2, pupil mirrors

F2, 1st reimagingmirror F1, pickoff

mirror

F3, 2nd reimagingmirror

From GNIRS fore-optics

To GNIRS collimatorSlice 1

Slice 2

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Optical layout

S1

Monolithic S3Monolithic S2

Bi-lithic S1showing split

F2

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Field 46x40" Sampling 0.19x0.19"

Fore-opticsFore-optics

Slicing unit Slicing unit

Blue+Red spectrograph(9 slits)

Fore-opticsFore-optics

Slicing unit Slicing unit

Blue+Red spectrograph(9 slits)

Fore-optics

Slicing unit

Spectrograph(1 slit)

4k x 4kdetector

1 slit

Field 3.8x2.6"Sampling 0.05x0.05"

MOS with IFS? - NGST/IFMOS HR LR

2kx2kdetector

9 slits

Fore-opticsFore-optics

Slicing unit Slicing unit

Blue+Red spectrograph(9 slits)

Work by NGST-IFMOS consortium sponsored by ESA

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Did IFMOS get on NGST?

Work by NGST-IFMOS consortium sponsored by ESA. Picture from Astrium

No, but small-field IFU may be included in NIRSPEC alongside MOS mode

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Multiple IFS

• IFS of multiple targets over wide field via deployable IFUs MOS with mapping to e.g. measure mass of many galaxies

• Total number of elements set by number of detector pixels:– This must be divided amongst the different IFUs– For example, 20 modules with 200 elements each could be

accommodated on a 4k x 4k detector small field/module

• Main focus is on near-infrared• Exploit "wide-field" AO on GEMINI and VLT • Existing small-field IFU system: VLT/Flames (NB: Falcon)

• Prototyping underway for image-slicing (e.g. VLT/KMOS)

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Large-field multi-IFU prototype

•Complete deployable IFU module of 225 elements (Subaru F/2)

•Fishing rod deployment

Individual field15 x 15 (4.5" x 4.5")

Input

Output(slit for test only)

Probe arm + optics

30' primefocus field

Deqing Ren, PhD thesis, 2001. University of Durham

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The enclosing circle is530mm diameterfor a 93mm diameterfield-of-view

UK-ATC

GIRMOS: gnomes around a pond

Feeds fixedimage-slicing IFUs

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• stepping motor drive via worm gears

• for both ‘shoulder’ and ‘elbow’ actions

• two tubular arms in CFRP• the arms are not co-planar• four folds in each optical path• light re-imaged at x1.5

magnification

UK-ATC

light path

To fixed image slicer IFU From fore-optics

GIRMOS pickoff arm