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DEPTH AND SIZE PERCEPTION Problems for Perceiving Depth and Size Oculomotor Cues Monocular Cues Binocular Disparity Size Constancy
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Problems for Depth and Size Perception The proximal stimulus is 2d, but the distal stimulus is 3d Size of the image is dependent on distance
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Oculomotor Cues Information about eye position and eye muscles
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Accommodation lenses are curved more to focus on closer objects not useful for distances more than 10 feet
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Convergence eyes rotate inwards to focus on near objects not useful for distances more than 10 feet
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Pictorial Monocular Cues occlusion - partly covered objects perceived as more distant relative size - larger objects perceived as closer familiar size - objects known to be larger are perceived as farther away than objects known to be smaller
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Pictorial Monocular Cues relative height - higher objects perceived as more distant linear perspective - parallel lines converge with more distance
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Muller-Lyer Illusion
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Pictorial Monocular Cues texture gradient - finer textures perceived as more distant shadows - shaded areas perceived as further from light source atmospheric perspective - more distant objects appear blurred and bluish
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Movement-Produced Monocular Cues movement parallax - closer objects move faster and in the opposite direction deletion and accretion - covering and uncovering of objects
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Binocular Disparity Retinal images are different because the eyes are separated The closer the object, the greater the binocular disparity
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Binocular Disparity Horopter - imaginary circle on which objects are focused at the same points on both retinas Angle of disparity - difference in location of points on the two retinas; increases with distance from the horopter
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Binocular Disparity Crossed disparity - for objects in front of the horopter, the images move out toward the sides of the retinas Uncrossed disparity - for objects behind the horopter, the images move inward on the retinas
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Size Constancy The size of an object is perceived as constant even when the size of the retinal image changes size-distance scaling - perceived size is based on retinal size and perceived distance
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Emmert’s Law The more distant an afterimage appears to be, the larger it will seem S = K(RxD) S - apparent size K - constant R - retinal image size D - perceived distance
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