Vision from Phosphenes: Principles and Requirements for Artificial Optometry
Introduction to Phosphene-Based Vision
- The Concept of Novel Visual Stimuli: The presentation explores artificial vision through phosphenes, described as vision "but not as we know it."
- Mechanism of Delivery: Vision is delivered via a grid of stimulating electrodes.
- Visual Representation: This system creates a pattern composed of light and dark dots.
- Light Dot (Phosphene): Occurs when an electrode is turned "on."
- Dark Dot: Occurs when an electrode is turned "off," resulting in no phosphene.
Identifying Objects with Pixelated Vision
- Recognition Challenges: A central question is what a pattern of phosphenes actually tells the user and how much detail is required for confident identification of objects.
- Standardized Recognition Set: The transcript lists a series of objects used for testing visual recognition:
- Dog
- Tomato
- Car
- Cup
- Pear
- Horse
- Apple
- Cow
- Levels of Detail (Sampling Density): Identification confidence is tested across various grid resolutions:
- 8×8
- 16×16
- 24×24
- 32×32
- 48×48
- 64×64
Sampling Density and Resolution
- Definition of Sampling Density: This refers to the number of pixels in an array. Each pixel can be binary (on/off) or provide shades of grey.
- Complexity Progression: The simplest form is 1 pixel, followed by grids such as 2×2 or 3×3.
- Operational Constraints: A key factor in developing these devices is determining how many electrodes can be made functional within the array.
- Retinal Resolution Comparison:
- Normal Limit: In biological vision, the resolution limit is determined by the spacing of foveal cones.
- The Resolution Threshold: To distinguish two points, there must be at least one "unstimulated" receptor between two stimulated receptors.
- Angular Subtence: A foveal receptor has an angular subtence of 1min arc, which corresponds to a Visual Acuity (VA) of 6/6.
Calculating Visual Acuity for Electrode Arrays
- Calculation Example: Consider a grid of 25 electrodes arranged in a 5×5 configuration.
- Projection Area: The array projects to an area of 10∘×10∘.
- Individual Electrode Subtence: In this array, each electrode subtends 2∘.
- Conversion to Minutes of Arc:
- 2∘=120min
- Calculated Visual Acuity (VA):
- VA=6/720
- logMAR Measurement:
- logMAR=2.08
Simulation and Functional Requirements
- The Sophisticated Research Approach: Researchers use "sampled" or "pixelated" text and images to evaluate visual requirements in normally sighted individuals by simulating phosphene patterns.
- Utility Assessment: If performance with simulated pixelated vision is not functionally useful, then developing the physical prosthetic devices is not considered worthwhile.
- Mobility Studies: A specific indoor mobility course was used to test the functionality of sampled vision:
- Room Layout: The room was divided into square blocks measuring 1.4×1.4m.
- Obstacles: Suspended paper cylinders were used as obstacles. These were 5cm in diameter and 1.8m in length.
- Experiment Parameters: The course used cloth screens (some open, some closed) to create different paths between specific start gates (Gate 1 or Gate 2) and an end goal (Gate 3).
Optimal Parameters and System Limitations
- Key Findings for Success:
- Pixel Density: Optimum performance is achieved with an array of approximately 25×25 (totaling 625 pixels).
- Placement: The stimulus should be delivered close to the fovea or the foveal projection within the visual cortex.
- Field of View (FOV): For effective mobility, a field of view of approximately 30∘ is required.
- Inherent Limitations of Current Implants:
- Color: Implants cannot provide color vision.
- Depth Perception: There is little or no depth perception or Binocular Vision (BV).
- Localization: If a camera captures the image, it may not align with where the eye is actually pointing. Furthermore, the electrode array might be placed anywhere on the retina, displacing the visual input.
- Visual Field Constraints:
- The size of the field sampled depends on the camera's capabilities.
- The size of the field actually stimulated depends on the physical size of the implant.