The Imaging Chain The Imaging Chain in Optical Astronomy in - - PDF document

the imaging chain the imaging chain in optical astronomy
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The Imaging Chain The Imaging Chain in Optical Astronomy in - - PDF document

The Imaging Chain The Imaging Chain in Optical Astronomy in Optical Astronomy 1 Review and Overview Review and Overview Imaging Chain includes these elements: 1. energy source 2. object 3. collector 4. detector (or sensor) 5.


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The Imaging Chain The Imaging Chain in Optical Astronomy in Optical Astronomy

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Review and Overview Review and Overview

“Imaging Chain” includes these elements:

  • 1. energy source
  • 2. object
  • 3. collector
  • 4. detector (or sensor)
  • 5. processor
  • 6. display
  • 7. analysis
  • 8. storage (if any)
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Optical Imaging Chain Optical Imaging Chain

1: source 2: object 3: collector 4: sensor 5: processing 6: display 7: analysis

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Source and/or Object Source and/or Object

  • In astronomy, the source of energy (1) and the
  • bject (2) are almost always one and the same!
  • i.e., The object emits the light

– Examples:

  • Galaxies
  • Stars

– Exceptions:

  • Planets and the moon
  • Dust and gas that reflects or absorbs starlight
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Optical Imaging Chain in Optical Imaging Chain in Astronomy until 1980 or so Astronomy until 1980 or so

1: source 2: object 3: collector 4: sensor 5: processing 6: display 7: analysis 8: storage

(stack of glass)

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Optical Imaging Chain in Modern Optical Imaging Chain in Modern Astronomy (post Astronomy (post-

  • 1980)

1980)

1: source 2: object 3: collector 4: sensor 5: processing 6: display 7: analysis 8: storage

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Transition ( Transition (“ “Catch Catch-

  • up

up” ”) Phase: ) Phase: Digitize Plates Digitize Plates

6: display 7: analysis 8: storage

+

Scanner

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Optical Imaging Chain in Radio Optical Imaging Chain in Radio Astronomy Astronomy

1,2

radio waves receiver where waves are collected waves converted into electro signals computer received as signal

3,4 5 6,7

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Specific Requirements for Specific Requirements for Astronomical Imaging Systems Astronomical Imaging Systems

  • Requirements always conflict

– Always want more than you can have ⇒must “trade off” desirable attributes − Deciding the relative merits is a difficult task

  • “general-purpose” instruments (cameras) may not be

sufficient

  • Want simultaneously to have:

– excellent angular resolution AND wide field of view – high sensitivity AND wide dynamic range

  • Dynamic range is the ability to image “bright” and “faint”

sources

– broad wavelength coverage AND ability to measure narrow spectral lines

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Angular Resolution Angular Resolution

  • vs. Field of View
  • vs. Field of View
  • Angular Resolution: ability to distinguish sources

that are separated by small angles

– Limited by:

  • Optical Diffraction
  • Sensor Resolution
  • Field of View: angular size of the image field

– Limited by:

  • Optics
  • Sensor Size (area)
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Sensitivity vs. Dynamic Range Sensitivity vs. Dynamic Range

  • Sensitivity

– ability to measure faint brightness

  • Dynamic Range

– ability to image “bright” and “faint” sources in same system

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Wavelength Coverage Wavelength Coverage

  • vs. Spectral Resolution
  • vs. Spectral Resolution
  • Wavelength Coverage

– Ability to image over a wide range of wavelengths – Limited by:

  • Spectral Transmission of Optics (Glass cuts off UV, far IR)
  • Spectral Resolution

– Ability to detect and measure narrow spectral lines – Limited by:

  • “Spectrometer” Resolution (number of lines in diffraction

grating)

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Optical Collector (Link #3) Optical Collector (Link #3)

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Optical Collection (Link #3): Optical Collection (Link #3): Refracting Telescopes Refracting Telescopes

  • Lenses collect light
  • BIG disadvantages

– Chromatic Aberrations (due to dispersion of glass) – Lenses are HEAVY and supported only on periphery

  • Limits the Lens Diameter
  • Largest is 40" at Yerkes Observatory, Wisconsin

http://astro.uchicago.edu/vtour/40inch/kyle3.jpg

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Optical Collection (Link #3): Optical Collection (Link #3): Reflecting Telescopes Reflecting Telescopes

  • Mirrors collect light
  • Chromatic Aberrations eliminated
  • Fabrication techniques continue to improve
  • Mirrors may be supported from behind

⇒ Mirrors may be made much larger than refractive lenses

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Optical Reflecting Telescopes Optical Reflecting Telescopes

  • Concave

parabolic primary mirror to collect light from source

– modern mirrors for large telescopes are thin, lightweight & deformable, to

  • ptimize image

quality

3.5 meter WIYN telescope mirror, Kitt Peak, Arizona

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Thin and Light (Weight) Mirrors Thin and Light (Weight) Mirrors

  • Light weight ⇒Easier to point

– “light-duty” mechanical systems ⇒ cheaper

  • Thin Glass ⇒ Less “Thermal Mass”

– Reaches Equilibrium (“cools down” to ambient temperature) quicker

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Hale 200 Hale 200" " Telescope Telescope Palomar Mountain, CA Palomar Mountain, CA

http://www.astro.caltech.edu/observatories/palomar/overview.html http://www.cmog.org/page.cfm?page=374

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200 200" mirror (5 meters) " mirror (5 meters) for Hale Telescope for Hale Telescope

  • Monolithic Mirror (single piece)
  • Several feet thick
  • 10 months to cool
  • 7.5 years to grind
  • Mirror weighs 20 tons
  • Telescope weighs 400 tons
  • “Equatorial” Mount

– follows sky with one motion

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Keck Keck telescopes

telescopes, Mauna Kea, HI

, Mauna Kea, HI

http://www2.keck.hawaii.edu/geninfo/about.html

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400 400" mirror (10 meters) " mirror (10 meters) for Keck Telescope for Keck Telescope

  • 36 segments
  • 3" thick
  • Each segment weighs 400 kg (880 pounds)

– Total weight of mirror is 14,400 kg (< 15 tons)

  • Telescope weighs 270 tons
  • “Alt-azimuth” mount (left-right, up-down

motion)

– follows sky with two motions + rotation

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Basic Designs of Optical Basic Designs of Optical Reflecting Telescopes Reflecting Telescopes

1. Prime focus: light focused by primary mirror alone 2. Newtonian: use flat, diagonal secondary mirror to deflect light out side of tube 3. Cassegrain: use convex secondary mirror to reflect light back through hole in primary 4. Nasmyth (or Coudé) focus (coudé ⇒ French for “bend” or “elbow”): uses a tertiary mirror to redirect light to external instruments (e.g., a spectrograph)

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Prime Focus Prime Focus

f Sensor Mirror diameter must be large to ensure that

  • bstruction is not significant
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Newtonian Reflector Newtonian Reflector

Sensor

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Cassegrain Telescope Cassegrain Telescope

Sensor

Secondary Convex Mirror

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Feature of Cassegrain Feature of Cassegrain Telescope Telescope

  • Long Focal Length in

Short Tube

Location of Equivalent Thin Lens

f

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Coud Coudé é or

  • r Nasmyth

Nasmyth Telescope Telescope

Sensor

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Optical Reflecting Telescopes Optical Reflecting Telescopes

Schematic

  • f 10-meter

Keck telescope (segmented mirror)

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Large Optical Telescopes Large Optical Telescopes

Telescopes with largest diameters (in use or under construction:

– 10-meter Keck (Mauna Kea, Hawaii) – 8-meter Subaru (Mauna Kea) – 8-meter Gemini (twin telescopes: Mauna Kea & Cerro Pachon, Chile) – 6.5-meter Mt. Hopkins (Arizona) – 5-meter Mt. Palomar (California) – 4-meter NOAO (Kitt Peak, AZ & Cerro Tololo, Chile)

http://seds.lpl.arizona.edu/billa/bigeyes.html

Summit of Mauna Kea, with Maui in background Keck telescope mirror (note person)

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Why Build Large Telescopes? Why Build Large Telescopes?

  • 1. Larger Aperture ⇒ Gathers MORE Light

– Light-Gathering Power ∝ Area – Area of Circular Aperture = πD2 / 4 ∝ D2

  • D = diameter of primary collecting element
  • 2. Larger aperture ⇒ better angular

resolution

– recall that:

∆θ λ ≅ D

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Why Build Small Telescopes? Why Build Small Telescopes?

  • 1. Smaller aperture ⇒ collects less light
  • ⇒ less chance of saturation

(“overexposure”) on bright sources

  • 2. Smaller aperture ⇒ larger field of view

(generally)

– Determined by “F ratio” or “F#”

f = focal length of collecting element D = diameter of aperture

F f D #≡

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F Ratio: F# F Ratio: F#

  • F# describes the ability of the optic to

“deflect” or “focus” light

– Smaller F# ⇒ optic “deflects” light more than system with larger F#

Small F# Large F#

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F# of Large Telescopes F# of Large Telescopes

  • Hale 200" on Palomar: f/3.3

– focal length of primary mirror is: 3.3 × 200" = 660" = 55' ≅ 16.8 m – Dome must be large enough to enclose

  • Keck 10-m on Mauna Kea: f/1.75

– focal length of primary mirror is: 1.75 × 10m = 17.5 m ≅ 58 m

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F Ratio: F# F Ratio: F#

  • Two reflecting telescopes with different F#

and same detector have different “Fields of View”:

Small F# Large F# large ∆θ small ∆θ

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Sensors (Link #4) Sensors (Link #4)

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Astronomical Cameras Astronomical Cameras Usually Include: Usually Include:

1. Spectral Filters

– most experiments require specific wavelength range(s) – broad-band or narrow-band

2. “Reimaging” Optics

– enlarge or reduce image formed by primary collecting element

3. Light-Sensitive Detector: Sensor

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Astronomical Sensors Astronomical Sensors

  • Most common detectors:

– Human Eye – Photographic Emulsion

  • film
  • plates

– Electronic Sensors

  • CCDs
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Angular Resolution Angular Resolution

  • Fundamental Limit due to Diffraction in

“Optical Collector” (Link #3)

  • But Also Limited by Resolution of Sensor!

∆θ λ ≅ D

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Charge Charge-

  • Coupled Devices (

Coupled Devices (CCDs CCDs) )

  • Standard light detection medium for BOTH professional and

amateur astronomical imaging systems

– Significant decrease in price

  • numerous advantages over film:

– high quantum efficiency (QE)

  • meaning most of the photons incident on CCD are “counted”

– linear response

  • measured signal is proportional to number of photons collected

– fast processing turnaround (CCD readout speeds ~1 sec)

  • NO development of emulsion!

– regular grid of sensor elements (pixels)

  • as opposed to random distribution of AgX grains

– image delivered in computer-ready form

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Sensor Resolution Sensor Resolution

  • Obvious for Electronic Sensors (e.g.,

CCDs)

∆x

  • Elements have finite size
  • Light is summed over area
  • f sensor element (“integrated”)
  • Light from two stars that falls on

same element is added together

  • stars cannot be distinguished

in image!

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Same Effect in Photographic Same Effect in Photographic Emulsions Emulsions

  • More difficult to quantify
  • Light-sensitive “grains” of silver

halide in the emulsion

  • Placed “randomly” in emulsion
  • “Random” sizes
  • “large” grains are more sensitive
  • (respond to few photons)
  • “small” grains produce better

resolution

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Photographic techniques: Photographic techniques: silver halide silver halide

  • Film

– Emulsion on “flexible” substrate – Still used by amateurs using sensitive film

  • B&W and color
  • Special treatment to increase sensitivity
  • Photographic Plates

– Emulsion on glass plates – Most common detector from earliest development

  • f AgX techniques until CCDs in late 70’s
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Eye as Astronomical Detector Eye as Astronomical Detector

  • Eye includes its own lens

– focuses light on retina ( “sensor”)

  • When used with a telescope, must add yet

another lens

– redirect rays from primary optic – make them parallel (“collimated”)

  • rays appear to come from “infinity” (infinite distance

away)

– reimaging is performed by “eyepiece”

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Eye with Telescope Eye with Telescope

Without Eyepiece With Eyepiece Light entering eye is “collimated”

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Eye as Astronomical Detector Eye as Astronomical Detector

  • Point sources (stars) appear brighter to eye through

telescope

  • Factor is

– D is telescope diameter – P is diameter of eye pupil – Magnification should make light fill the eye pupil (“exit pupil”)

  • Extended sources (for example, nebulae) do not

appear brighter through a telescope

– Gain in light gathering power exactly compensated by image magnification, spreads light out over larger angle.

2 2

D P

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Atmospheric Effects on Image Atmospheric Effects on Image

  • Large role in ground-based optical astronomy

– scintillation modifies source angular size

  • twinkling of stars = “smearing” of point sources

– extinction reduces light intensity

  • atmosphere scatters a small amount of light, especially at

short (bluer) wavelengths

  • water vapor blocks specific wavelengths, especially near-

IR

– scattered light produces interfering “background”

  • astronomical images are never limited to light from

source alone; always include “source” + “background sky”

  • “light pollution” worsens sky background
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Scattering Scattering

  • “Wavelength Dependent”

– Depends on color of light – Long wavelengths are scattered “less”

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Scattering by Molecules Scattering by Molecules

  • Molecules are SMALL
  • “Blue” light is scattered MUCH more than

red light

– Reason for BOTH

  • blue sky (blue light scattered from sun in all

directions)

  • red sunset (blue light is scattered out of the sun’s

direct rays)

4

1 "Rayleigh Scattering" λ ∝

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Scattering by Dust Scattering by Dust

  • Dust particles are MUCH larger than

molecules

– e.g., from volcanos, dust storms

  • Blue light is scattered by dust “somewhat

more” than red light

1 "Mie Scattering" λ ∝

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Link #5: Image Processing Link #5: Image Processing

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Link #5: Image Processing Link #5: Image Processing

  • Formerly: performed in darkroom

– e.g., David Malin’s “Unsharp Masking”

  • Subtract a blurred copy from a “sharp” positive
  • (or, add a blurred negative to a “sharp” positive)
  • Now performed in computers, e.g.,

– contrast enhancement – “sharpening” – “normalization” (background division) – …

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Image Processing Image Processing

  • Once collected, images must be corrected for:

– Atmosphere (to extent possible)

  • e.g., sequence of images obtained at a variety of telescope

elevations usually can be corrected for atmospheric extinction

– CCD defects and artifacts

  • dark current

– CCD pixel reports a signal even when not exposed to light

  • bad pixels

– some pixels will be dead, hot, or even “flickering”

  • variations in pixel-to-pixel sensitivity

– every pixel has its own QE – can be characterized by “flat field”

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Links #6 and #7 Links #6 and #7 Image Display and Analysis Image Display and Analysis

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Image Display and Analysis Image Display and Analysis

  • This step often is where astronomy really begins.
  • Type and extent of display and analysis depends on

purpose of imaging experiment

  • Common examples:

– evaluating whether an object has been detected or not – determining total CCD signal (counts) for an object, such as a star – determining relative intensities of an object from images at two different wavelengths – determining relative sizes of an extended object from images at two different wavelengths

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Link #8: Storage Link #8: Storage

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Storage Storage

  • Glass plates

– Lots of climate-controlled storage space – expensive – available to one user at a time – now being “digitized” (scanned), as in the archive you use with DS9

  • Digital Images

– Lots of disk space – cheaper all the time – available to many users