Prof. Greg Francis1PSY 310: Sensory and Perceptual ProcessesPurdue UniversityRods and conesPSY 310Greg FrancisLecture 04When we all go color blind.Purdue UniversityOphthalmoscope Able to see into an eyeProf. Greg Francis2PSY 310: Sensory and Perceptual ProcessesPurdue UniversityOphthalmoscope Here is what you seePurdue UniversityBlood The back of youreye is covered inblood vessels Why don’t yousee them? They do castshadows!Prof. Greg Francis3PSY 310: Sensory and Perceptual ProcessesPurdue UniversityBlood To see the bloodvessels in your eyestry the following Shine a small penflashlight into youreye at a steep angle Move the lightaround in jerkymotions Try to keep your eyestill and look fordark lines in yourvision These are veinshadows!It takes practice!Purdue UniversityImage The light coming into your eye projects on to theback of your eye It is, of course, much smaller than the original objectProf. Greg Francis4PSY 310: Sensory and Perceptual ProcessesPurdue UniversityImage How do we describe the size of visual stimuli? A smaller image that is closer is exactly the same on the backof the eye!Purdue UniversityImage How do we describe the size of visual stimuli? A larger image that is further way is exactly the same on theback of the eye!Prof. Greg Francis5PSY 310: Sensory and Perceptual ProcessesPurdue UniversityVisual angle We describe the size of stimuli in terms of visualangle Imagine the world as a sphere around your head Light comes from the interior surface of the spherePurdue UniversityVisual angle Without further information, we cannot say how“big” a stimulus is in absolute size feet, inches, meters We can only talk about how much of the spherethey cover Visual angle Degrees, minutes, seconds, radiansProf. Greg Francis6PSY 310: Sensory and Perceptual ProcessesPurdue UniversityComputing visual angle Suppose you want to compute the visualangle, ,of a line (b,c)€ θPurdue UniversityComputing visual angle You need to know the distance from youreye to the object, dProf. Greg Francis7PSY 310: Sensory and Perceptual ProcessesPurdue UniversityComputing visual angle You need to know the size of the object2s2sPurdue UniversityComputing visual angle Trigonometry works best with rightangles, so we find the middle of (b,c) andwork with one triangle (say, the top)sProf. Greg Francis8PSY 310: Sensory and Perceptual ProcessesPurdue UniversityComputing visual angle This is a side-angle-side problem fromtrigonometry You can figure out all other side lengths and anglessPurdue UniversityComputing visual angle This is a side-angle-side problem fromtrigonometry You can figure out all other side lengths and anglessd€ θ2€ tanθ2 =sdProf. Greg Francis9PSY 310: Sensory and Perceptual ProcessesPurdue UniversityComputing visual angle This is a side-angle-side problem fromtrigonometry You can figure out all other side lengths and anglessd€ θ2€ θ= 2a tansd Be sure tokeep units fors and d thesame!Purdue UniversityComputing visual angle This is a side-angle-side problem fromtrigonometry You can figure out all other side lengths and anglessd€ θ2€ θ= 2a tansd The atanfunction (arctangent) mightreport inradians ordegreesProf. Greg Francis10PSY 310: Sensory and Perceptual ProcessesPurdue UniversityExample Suppose the snowman is 6 feet tall (s=6 feet)and 20 feet away (d=20 feet)€ θ= 2a tan620 Purdue UniversityExample Suppose the snowman is 6 feet tall (s=6 feet)and 20 feet away (d=20 feet)€ θ= 2a tan 0.3( )Prof. Greg Francis11PSY 310: Sensory and Perceptual ProcessesPurdue UniversityExample Suppose the snowman is 6 feet tall (s=6 feet) and 20 feetaway (d=20 feet) My calculator gives an atan angle in radians, so I multiplyby 180 degrees and divide by Pi radians€ θ= 2 × 0.29 radians( )×180 deg( )πradians( )Purdue UniversityExample Suppose the snowman is 6 feet tall (s=6 feet) and 20 feetaway (d=20 feet) My calculator gives an atan angle in radians, so I multiplyby 180 degrees and divide by Pi radians€ θ= 33.4Prof. Greg Francis12PSY 310: Sensory and Perceptual ProcessesPurdue UniversityRule of thumb A pretty good estimate is found by holding yourthumb at arms length The width of your thumb is approximately 2degrees of visual angle There are 60 minutes to an angle There are 60 seconds to a minute I sit about 50 cm from my computer monitor,which is around 31 cm across Visual angle is around 64 degreesPurdue UniversityOphthalmoscope The fovea is a specialplaceProf. Greg Francis13PSY 310: Sensory and Perceptual ProcessesPurdue UniversityDetecting light The back of theeye is coveredwith cells thatare sensitive tolight PhotoreceptorsPurdue UniversityTypes of cells There are two mainclasses ofphotoreceptors Rods: respond well to lowlight levels Cones: respond well tohigher light levelsProf. Greg Francis14PSY 310: Sensory and Perceptual ProcessesPurdue UniversityPhotoreceptors They are not distributed evenly across the retina Most cones are in the foveaPurdue UniversityPhotoreceptors Here’s another way of looking at itProf. Greg Francis15PSY 310: Sensory and Perceptual ProcessesPurdue UniversityOptic disc This is whereblood vessels andnerves enterand/or leave theeye There are nophotoreceptors Light that fallshere cannot bedetectedPurdue UniversityCogLab In theexperiment,you were tostare at asmall squareon the leftwith yourright eye It takespractice tokeep it thereProf. Greg Francis16PSY 310: Sensory and Perceptual ProcessesPurdue UniversityCogLab On each trial adot appearedsomewhere Your task wasto reportwhether yousaw it or not Again, it’sdifficult to keepyour eye frommovingPurdue UniversityCogLab If the goldcircle indicatesthe location ofthe optic disc,then any dot inhere shouldnot be seenProf. Greg Francis17PSY 310: Sensory and Perceptual ProcessesPurdue UniversityCogLab Here’s the actual data It’s a plot of the proportion of reports of seeing the dot at different positions Averaging across subjects makes it blurry Some subjects move their eyes and so report seeing the dotPurdue UniversityCones There arethree kinds ofcones thatrespond todifferentwavelengthsof light Short (blue) Medium (green) Long (red)Prof. Greg Francis18PSY 310: Sensory and Perceptual
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