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Vestibular contributions to visual stability Ronald Kaptein & Jan van Gisbergen Colloquium MBFYS, 7 november 2005.

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Presentation on theme: "Vestibular contributions to visual stability Ronald Kaptein & Jan van Gisbergen Colloquium MBFYS, 7 november 2005."— Presentation transcript:

1 Vestibular contributions to visual stability Ronald Kaptein & Jan van Gisbergen Colloquium MBFYS, 7 november 2005

2 Visual stability Introduction maintaining a roughly veridical percept of allocentric visual orientations despite changes in head orientation.

3 Visual stability Introduction Different sources of information: Visual Somatosensory Auditory Proprioceptive Vestibular

4 Visual stability Introduction – visual stability

5 Visual stability 1 2 Introduction – visual stability ?

6 Subjective visual vertical Sudden transition at large tilt: Introduction - SVV

7 Subjective visual vertical Introduction - SVV Errors in subjective visual vertical Errors in subjective body tilt -=cw -=ccw

8 Subjective visual vertical Introduction - SVV

9 Subjective visual vertical Introduction - SVV * Kaptein & Van Gisbergen, J Neurophysiol, 2004 * Kaptein & Van Gisbergen, J Neurophysiol, 2005

10 1 2 Vestibular processing Introduction

11 Vestibular system Introduction Canals + Otoliths

12 Semicircular canals Introduction Limitations: poor response to constant-velocity and low-frequency rotations (i.e a high-pass filter)

13 Otoliths Introduction Limitations: cannot discriminate between tilt and translation (ambiguity problem)

14 Otoliths Introduction Ambiguity problem: Neural strategies for otolith disambiguation: Frequency segregation model Canal-otolith interaction model

15 Frequency-segregation model Introduction Based on the constant nature of gravity and the transient nature of acceleration

16 Canal-otolith interaction model Introduction Head tilt leads to a canal signal, head acceleration does not

17 Questions Introduction How good is visual stability during head rotations in the dark? What is the role of canal and otolith signals in this process? How can the processing of canal and otolith signals be modeled?

18 METHODS Methods – Task 1

19 Vestibular rotation Methods G Upright: canals+otoliths Supine: canals only Sinusoidal rotation Amplitude: 15° Frequencies: 0.05, 0.1, 0.2 & 0.4 Hz

20 TASK 1 Results

21 Task 1 Methods While rotating, subjects judged the peak-peak sway of various luminous lines which counter rotated relative to the head, at different amplitudes.

22 Task 1 Methods Not enough counter rotation: Too much counter rotation:

23 Task 1 Methods Updating gain (G): the amount of counter rotation necessary for perceptual spatial stability, expressed as a fraction of head-rotation amplitude. G=0 : No updating (Head-fixed line is perceived as stable in space) G=1 : Perfect updating

24 RESULTS 1 Methods – Task 1

25 Raw data task 1 Results – Task 1 1 subject, upright

26 Results – Task 1 Updating gain no updating perfect updating

27 DISCUSSION 1 Discussion – Task 1

28 2 Interpretation task 1 Discussion – Task 1

29 Interpretation task 1 Discussion – Task 1

30 Interpretation task 1 Discussion – Task 1

31 updating gain: otoliths+canals canals Otolith & canal contributions Discussion – Task 1

32 Otolith & canal contributions canals otoliths improvement in upright, due to gravity, is low- pass: Discussion – Task 1

33 canal-otolith interaction frequency segregation Can current models explain our results? Not straightforward: both models predict low-pass characteristics in upright condition. Discussion – Task 1

34 Linear-summation model for rotational updating Discussion – Task 1

35 Linear-summation model Interaction model: Filter model: Discussion – Task 1

36 Fits of linear-summation model upright supine upright supine Interaction model Filter model R 2 adj =0.72R 2 adj =0.82 Discussion – Task 1

37 TASK 2 Methods – Task 2

38 Task 2 Methods – Task 2 While rotating, subjects judged the side-to-side displacement of various LEDs which were stable relative to the head or stable in space.

39 Task 2 Methods – Task 2

40 Task 2 Updating gain (G): the amount of counter rotation necessary for perceptual spatial stability, expressed as a fraction of head-rotation amplitude. Perceived translation (T): the perceived spatial displacement of an LED situated on the rotation axis. Methods – Task 2

41 RESULTS 2 Results – Task 2

42 Raw data task 2 Results – Task 2 1 subject, upright

43 Results – Task 2 Updating gain no updating perfect updating

44 Results – Task 2 Perceived translation

45 DISCUSSION 2 Discussion – Task 2

46 GIF Resolution

47 Further processing necessary Discussion – Task 2

48 Translation predictions using perfect integration Discussion – Task 2 Canal-otolith interaction Frequency segregation

49 Discussion – Task 2 Translation predictions using leaky integration

50 CONCLUSIONS Conclusion

51 Conclusions Q: How good is visual stability during head rotations in the dark? A: Compensation for rotation is only partial but better for higher frequencies. Small illusionary translation percepts in upright condition at highest frequencies. Conclusion

52 Conclusions Q: What is the role of canal and otolith signals in maintaining visual stability? A: Both otoliths and canals contribute to rotational updating. Illusionary translation percept is otolith driven Conclusion

53 Conclusions Q: How can the processing of canal and otolith signals be modeled? A: Rotation: Linear summation of canal and otolith cues. Translation: Double leaky integration of internal estimate of acceleration. We are not yet able to discriminate between the two disambiguation schemes Conclusion

54 Questions? Conclusion


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