psych of perception chapter 10 Flashcards

1
Q

Müller-Lyer illusion

A

The Müller-Lyer illusion is an optical illusion consisting of three stylized arrows. When viewers are asked to place a mark on the figure at the midpoint, they tend to place it more towards the “tail” end.

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2
Q

misapplied size constancy scaling

A

size constancy normally helps us maintain a stable perception of objects by taking distance into account

  • misapplied size constancy scaling refers to a principle that is proposed by Richard Gregory, that when mechanisms that help maintain size constancy in the three-dimensional world are applied to two-dimensional pictures, an illusion of size sometimes results
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3
Q

The Ponzo (or railroad track) Illusion

A

both animals are the same size, and so have the same visual angle, but the one on top appears longer. According to Gregory’s misapplied scaling explanation, the top animal appears larger because of depth information provided by the converging railroad tracks that make the top animal appear farther away

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4
Q

The Ponzo (or railroad track) Illusion

A

both animals are the same size, and so have the same visual angle, but the one on top appears longer. According to Gregory’s misapplied scaling explanation, the top animal appears larger because of depth information provided by the converging railroad tracks that make the top animal appear farther away

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5
Q

the Ames room

A

the Ames room causes two people of equal size to appear very different in size, this perception occurs even though both women are actually about the same height. The reason for this erroneous perception of size lies in the construction of the room. The construction of the room causes the woman on the left to have a much smaller visual angle than the one on the right.

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6
Q

size-distance scaling

A

link between size constancy and depth perception has led to the proposal that size constancy is based on a mechanism called size–distance scaling that takes an object’s distance into account.

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7
Q

size-distance equation

A

S = K ( R x D )
According to the size–distance equation, as a person walks away from you, the size of the person’s image on your retina (R) gets smaller, but your perception of the person’s distance (D) gets larger. These two changes balance each other, and the net result is that you perceive the person’s size (S) as remaining constant.
(S is perceived size, K is a constant, R is object’s retinal size, and D is the distance)

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8
Q

the moon illusion

A

the moon appears larger on the horizon than when it is higher in the sky

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9
Q

cue approach to depth perception

A

when the image is two-dimensional, we still need to explain how we get from flat image on the retina to a three-dimensional scene perception. One way researchers have approached this problem is to ask what information is contained in this two-dimensional image that enables us to perceive depth in the scene. this is called the cue approach to depth perception

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10
Q

occlusion

A

the object that is partially covered must be at a greater distance than the object that is covering it
(near objects cover far objects)
pictorial cue

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11
Q

oculomotor cues

A

cues based on our ability to sense the position of our eyes and the tension in our eye muscles: convergence and accommodation

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12
Q

convergence

A

inward movement of the eyes when we focus on nearby objects

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13
Q

accomodation

A

the shape of the lens changes when we focus on objects at different distances
to focus on the objects which is further, lens gets thinner, for objects near by - thicker

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14
Q

monocular cues

A

cues that work with only one eye

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15
Q

pictorial cues

A

pictorial cues are sources of depth information that can be depicted in a picture, such as the illustrations in book or the image on the retina

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16
Q

relative height

A

objects that are below the horizon and have their bases higher in the field of view are usually seen as being more distant
* when objects are above the horizon, like the clouds, being lower in the field of view indicates more distance

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17
Q

relative size

A

when two objects are of equal size, the one that is farther away will take up less of your field of view than the closer one

18
Q

perspective convergence

A

when parallel lines extend out from an observer, they are perceived as converging - becoming closer together - as distance increases
(parallel lines coming-together)

19
Q

familiar size

A

we use the cue of familiar size when we judge distance based on our prior knowledge of the sizes of objects

20
Q

atmospheric perspective

A

occurs when more distant objects appear less sharp and often have a slight blue tint, the farther away an object is, the more air and particles (dust, water droplets, airborne pollution) we have to look through, making objects that are farther away look less sharp and bluer than close objects

21
Q

texture gradient

A

elements that are equally spaced in a scene appear to be more closely packed as distance increases

22
Q

shadows

A

indicate where objects are located

23
Q

motion-produced cues

A

emerge when the observer is walking

24
Q

motion parallax

A

occurs when, as we move, nearby objects appear to glide rapidly past us, but more distant objects appear to move more slowly

25
Q

why motion parallax occurs?

A

image of near object and a far object move across the retina as the eye moves from position 1 to position 2, objects closer to perceiver moves further distance

26
Q

deletion and accretion

A

as an observer moves sideways, some things become covered (deletion), and others become uncovered (accretion)

27
Q

binocular depth information

A

the differences in the images received by our two eyes

28
Q

binocular disparity

A

depth perception created by input from both eyes
* difference in images from two eyes

29
Q

horopter

A

imaginary sphere that passes through the point of focus
*objects on the horopter fall on corresponding points on the two retinas

30
Q

corresponding retinal points

A

the places on each retina that would overlap if one retina could be slid on top of the other

31
Q

noncorresponding points

A

objects that do not fall on the horopter fall on noncorresponding points, these points make disparate image

32
Q

relaitive disparity

A

the difference between two objects’ absolute disparities

33
Q

angle of disparity

A

visual angle between the images of an object on the two (2) retinas

  • when images of an object fall on corresponding points, the Angle of disparity is zero, when images fall on non-corresponding points, the Angle of disparity indicates the degree of non-correspondence
34
Q

absolute disparity

A

amount of absolute disparity indicates how far an object is from the horopter, greater disparity is associated with greater distance from the horopter

35
Q

stereopsis

A

the impression of depth that results from information provided by binocular disparity

36
Q

correspondance problem

A

How does the vi- sual system match the parts of the images in the left and right eyes that correspond to one another?

37
Q

visual angle

A

angle of an object relative to the observer’s eye, it depends on the size of the stimulus and on its distance from the observer

38
Q

size constancy

A

our perception of an object’s size remains relatively constant, even when we view an object from different distances, which changes the size of the object’s image on the retina

39
Q

Emmert’s law

A

the farther away an afterimage appears, the larger it will seem
this result follows from size–distance scaling equation, S = R x D

40
Q

angular size contrast theory

A

theory of the moon illusion is the angular size contrast theory, which states that the moon appears smaller when larger objects surround it
thus when the moon is elevated, the large expanse of sky surrounding it makes it appear smaller. However, when the moon is on the horizon, less sky surrounds it, so it appears larger

41
Q

apparent distance theory

A

according to apparent distance theory, the moon on the horizon appears more distant because it is viewed across the filled space of the terrain, which contains depth information; but when the moon is higher in the sky, it appears less distant because it is viewed through empty space, which contains little depth information