GEk1532 Receptors

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    GEK1532

    Color perception

    Thorsten WohlandDep. Of Chemistry

    S8-03-06Tel.: 6516 1248

    E-mail: [email protected]

    http://webvision.med.utah.edu/

    Nassau, Fig. 1-16

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    Common problems

    http://hyperphysics.phy-astr.gsu.edu/hbase/hframe.html

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    Nearsightedness/Myopia

    http://hyperphysics.phy-astr.gsu.edu/hbase/hframe.html

    1. Too much refractive power, f too small2. Distant objects (> 2f) are imaged

    between f and 2f, but f lies in front of theretina

    3. To image on the retina one would have to

    increase f but that is not possible with thelens (try to do it with your finger, butcarefully)

    4. Near objects are imaged farther awayfrom f. At a certain point that is near enough finally the image will fall on theretina.

    5. For all objects nearer than that your eyecan then accommodate by decreasingthe focus.

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    f

    f xx

    Normal

    2f x

    2f x

    Retina

    f

    f xx

    Nearsighted

    2f x 2f x

    Retina

    Not clear

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    Common problems

    http://hyperphysics.phy-astr.gsu.edu/hbase/hframe.html

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    Farsightedness/Hyperopia

    http://hyperphysics.phy-astr.gsu.edu/hbase/hframe.html

    1. Too little refractive power, f too large

    2. Distant objects (> 2f) are imagedbetween f and 2f; the eye can adjust bydecreasing the focus

    3. Close objects though give an image thatlies so far behind the retina that the eyecannot adjust enough (there are limits tothe lens curvature) and the picture getsfuzzy.

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    f

    f xx

    2f x

    2f x

    Retina

    f

    f xx

    2f x 2f x

    Retina

    Normal

    Farsighted

    You can only increase the refractive power and thus only decrease the focal length

    f

    f xx

    2f x 2f x

    Retina

    Not clear

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    Common problems

    http://hyperphysics.phy-astr.gsu.edu/hbase/hframe.html

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    Astigmatism

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    Camera Obscura

    http://brightbytes.com/cosite/what.html

    Aristotle is the first person weknow who used a cameraobscura.

    http://www.rleggat.com/photohistory/history/cameraob.htm

    Object

    Image

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    Simple eyes: the pinhole eye

    The pinhole eye . These eyes are a pigmented pit or cup. The best examples of this eye type is from the molluscs, in the cephalopod Nautilus and the abalone

    Haliotis . The image produced by these eyes is either extremely dim or extremelyblurred.

    www.maayan.uk.com/evoeyes1.html

    For a nice discussion and some nice explanatory pictures:

    http://www.dcs.uky.edu/~jaynes/classes/636/Lectures/2001/optical-properties.pdf

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    Simple eyes: the camera eye

    The positive lens, also known as the camera eye , is found in vertebrates as wellas invertebrates (e.g. humans, some aquatic animals, spiders). This provides a

    bright picture, with high optical quality.

    www.maayan.uk.com/evoeyes1.html

    The lens can be spherical, or it can beformed from a thickening of an outer layer (exoskeleton).

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    The superposition eye

    www.maayan.uk.com/evoeyes1.html

    Every sensor on the retina gets itslight from several ommatidia.

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    Focusing

    http://hyperphysics.phy-astr.gsu.edu/hbase/hframe.html

    This means the eye can only increase the curvature of the surface and thus decreasethe focal length.

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    Image Formation

    f f xx

    Object

    Image

    f f xx

    Object

    Image

    2f x

    f f xx

    Object

    Image

    2f x

    2f x

    2f x

    2f x

    2f x

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    Processing types

    CAR

    1. Color processing -> recognition of colors in a picture

    2. Spatial processing -> recognition of shapes in a picture

    3. Temporal processing -> recognition of movements in a picture

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    The Retina

    http://webvision.med.utah.edu/

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    Blind spot

    http://ourworld.compuserve.com/homepages/cuius/idle/percept/blindspot.htm

    http://ourworld.compuserve.com/homepages/cuius/idle/percept/blindspot.htmhttp://ourworld.compuserve.com/homepages/cuius/idle/percept/blindspot.htm
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    Rods and Cones

    Cones: S (short ), M (medium),and L (long) wavelength

    All figures: http://webvision.med.utah.edu/

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    The sensitivity curves of Rods andCones

    A sensitivity curve describes how sensitive a cell (cone or rod) responds to alight source.

    a

    b

    1: cell a is much more sensitivethan cell b in the ratio 4:1

    2: cell b is much more sensitivethan cell a in the ratio 6:1

    6

    1

    4

    Example:

    1) 1000 photons arrive at one of thecells at the wavelength shown at 1.Cell a absorbs 600 photons. Thencell b would absorbs only 150photons.

    2) 1000 photons arrive at one of thecells at the wavelength shown at 2.Cell a would absorbs only 150photons. Cell b would then absorb6 times as much, namely 900

    photons.

    sensitivity

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    The sensitivity curves of Rods andCones

    Nassau, Fig. 1-16

    Maximum sensitivity of

    S cones ~ 440 nm

    M cones ~ 530 nm

    L cones ~ 570 nm

    Rods ~ 500 nm

    Note: 1) The rods are much moresensitive than the cones between ahundred (M and L) and several thousandtimes (compared to S)

    2) The S cones are the least sensitive inhuman vision

    3) There is a strong overlap between thesensitivity curves, and light of onewavelength can possibly excite all threecones.

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    Alternative diagrams showing thesame sensitivity curves

    T.N. Cornsweet, Fig. 8.9

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    Distribution of Rods and Cones

    http://hyperphysics.phy-astr.gsu.edu/hbase/hframe.html

    Macula Lutea: The central area inthe retina where we have clear vision (high cone densities).

    Fovea centralis: The central partof the macula lutea. There are norods, and thus dim objects cannotbe seen. But there are many conesand vision is best in this part

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    The Retina

    Blind Spot: At the position where the optic nerveenters the eye, there are no rod or cone cells and weare blind at this spot.(http://www.tedmontgomery.com/the_eye/index.html)

    Optic nerve : There are more than millionnerve cells in an optic nerve. The opticnerve transmits the signal from the retina

    to the brain. And the nerve itself is muchmore like brain tissue than nerve tissue.

    http://webvision.med.utah.edu/

    Macula Lutea: The central area inthe retina where we have clear vision (high cone densities).

    Fovea centralis: The central partof the macula lutea. There are norods, and thus dim objects cannotbe seen. But there are many conesand vision is best in this part

    http://webvision.med.utah.edu/http://faculty.washington.edu/chudler/chvision.html

    http://faculty.washington.edu/chudler/chvision.htmlhttp://faculty.washington.edu/chudler/chvision.html
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    How do we get all colors encodedby 3 cones?

    Cones: S (short ), M (medium),and L (long) wavelength

    All figures: http://webvision.med.utah.edu/

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    Monochromats

    T.N. Cornsweet, Fig. 8.2

    Absorption

    probability for 500 nm light is10% (or 0.1)

    Absorptionprobability for 575 nm light is1.5% (or 0.015)

    At 500nm:

    1000*0.1=100

    At 575 nm

    1000*0.015=15

    At 575 nm

    6667*0.015=100

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    Cones with different sensitivities:Dichromats

    Exception: Two cones withdifferent sensitivities but equalrelative sensitivities

    T.N. Cornsweet, Figs. 8.4 & 8.6

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    remember metamerism?T.N. Cornsweet, Fig. 8.7

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    T.N. Cornsweet, Fig. 8.8

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    GamutThe GAMUT of a set of colors are all thecolors that can be mixed with this set of colors.

    Example: 3 cannot be mixedwith 1 and 2 in the previousexample. Thus 3 is not in the gamutof with 1 and 2 However: 2 can be mixed with 1 and 3. Thus 2 is in the gamut of the set of 1 and 3

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    A Color Matching Experiment

    This does not work in the case we saw before (negative intensity for 3)

    1

    2

    3 2+ 3

    Matching field:Left eye only Reference

    field: Righteye only

    The subject has to manipulate the wavelength for the matching field until itshows the same (or closest) color as the refrence field.

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    A Color Matching Experiment

    but this configuration works.

    1

    2

    3

    1+

    3

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    Dichromats (2 cones)

    Reference field

    Matched field

    The two colored light sources from the left have to be mixed to match in hue,saturation and brightness the color in the reference field (which can be anypossible color).

    1

    2

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    Trichromats (3 cones)

    Reference field

    Matched field

    The three colored light sources from the left have to be mixed to match in hue,saturation and brightness the color in the reference field (which can be anypossible color).

    R

    G

    B

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    A cure for color blindness?

    Assume you have glasses that absorblight differently for the left and right eye

    T.N. Cornsweet, Figs. 8.24 and 8.25

    then the cones in the two eyes wouldsee different colors differently.

    Suppose you have a monochromat, i.e. a subject with only one sort of cones.

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    Cone sensitivity and color

    For a dichromat:

    In a 2D plot we can find for everywavelength one point which representshow much each cone is excited by light

    of this wavelength. The two axisrepresent the excitation of the two cones.

    The curve seen here represents thepure spectral hues (only onewavelength) of a standard constant

    intensity and how they are perceived bytwo different cones of a dichromat.

    The dashed line represents light of 620 nm at different intensities.

    T.N. Cornsweet, Fig. 8.12b

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    Cone sensitivity and color What happens when we have light of two wavelength?

    T.N. Cornsweet, Figs. 8.13a and e

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    Coming back to gamut

    T.N. Cornsweet, Fig. 8.17

    Note: With light of twowavelength we can mix almost all colors for the dichromat.

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    Sensitivity space color spaceFor a trichromat we can create a similar plot, but now in 3D.

    T.N. Cornsweet, Fig. 8.18

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    Sensitivity space color space

    Here again we see that given three wavelength (pure spectral hues) which we

    can vary in intensity, we can reproduce any other color within the pyramid (thegamut) they describe with the origin.

    T.N. Cornsweet, Fig. 8.19

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    Sensitivity space color spaceNow let us describe planes where the sum of the absorbed photons of all three cones is always constant.

    T.N. Cornsweet, Fig. 10.2

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    Summary

    Retina (rods, cones and their distribution) Cone sensitivities (3 different cones) The number of different cones determines the

    number of different wavelength we need at leastto mix all colors The gamut determines which colors can actually

    be mixed by a certain colors set

    Colors can be graphically depicted in a 3Ddiagram with the axis denoting the conesensitivities