It has now been a well known fact that in the auditory system, an efferent pathway of fibers exists, originating from the auditory neurons in the olivary complex to the outer hair cells [Guinan2006]. This operates as a top-down feedback path, as opposed to the bottom-up peripheral signal transmission towards the brain, affecting the movement of the basilar membrane in response to the input stimulus. The processor mimics this feedback, particularly originating from the medial part of the olivary complex. In , this feedback is realised by monitoring the output from the ratemap processor which corresponds to the auditory neurons' firing rate, and by controlling accordingly the nonlinear path gain of the processor which corresponds to the basilar membrane's nonlinear operation. This approach is based on the work of [Clark2012], except that the auditory nerve processing model is simplified as the ratemap processor in .
The input to the processor is the time frame-frequency representation from the ratemap processor. This is then converted into an attenuation factor per each frequency channel. The constants for this rate-to-attenuation conversion are internal parameters of the processor, which can be set in accordance with various physiological findings such as those of [Liberman1988]. The amplitude relationship was adopted from the work of [Clark2012]. The time course and delay of the feedback activity, such as in the work of [Backus2006], can be approximated by adjusting the leaky integrator time constant rm_decaySec and the window step size rm_hSizeSec of the ratemap processor.
In addition to this so-called reflexive feedback, realised as a closed-loop operation, the reflective feedback is realised by means of additional control parameters that can be modified externally in an open-loop manner. The two parameters moc_mocIpsi and moc_mocContra are included for this purpose. Depending on applications, these two can be accessed and adjusted via the Blackboard system, and applied jointly with the reflexive feedback to the nonlinear path as the final multiplicative gain factor. tab-moc lists the parameters for the processor, including the above-mentioned two. The other two parameters moc_mocThresholdRatedB and moc_mocMaxAttenuationdB are specified such that the input level- attenuation relationship is fitted best to the data of [Liberman1988] which is scaled within a range of 0 dB to 40 dB by [Clark2012].
’moc’.
| Parameter | Default | Description |
|---|---|---|
moc_mocIpsi |
1 |
Ipsilateral MOC feedback factor (0 to 1) |
moc_mocContra |
1 |
Contralateral MOC feedback factor (0 to 1) |
moc_mocThresholdRatedB |
-180 |
Threshold ratemap value for MOC activation in dB |
moc_mocMaxAttenuationdB |
40 |
Maximum possible MOC attenuation in dB |
fig-moc shows, firstly on the left panel, the input-output characteristics of the processor, using on-frequency stimulation from tones at 520 Hz and 3980 Hz, same as in the work of [Liberman1988]. As mentioned above, the relationship between the input level and the attenuation activity through the ratemap representation was derived through curve fitting to the available data set of [Liberman1988], which is also shown on the plot. An example of input signal- output pair at 40 dB input level is shown on the right panel. The feedback applies an attenuation at the later part of the tone. These plots can be generated by running the script DEMO_MOC.m.
![Left panel: input-output characteristics of the processor for on-frequency tone stimulus at 520 Hz and 3980 Hz. The data set of [Liberman1988], scaled as in the work of [Clark2012], is also shown for comparison. Right panel: processor output (bottom) from a 50 ms tone at 40 dB SPL and 520 Hz (top), with the reflexive feedback operating.](/TWOEARS/documentation/blob/master/afe/img/MOC.png)
Left panel: input-output characteristics of the processor for on-frequency tone stimulus at 520 Hz and 3980 Hz. The data set of [Liberman1988], scaled as in the work of [Clark2012], is also shown for comparison. Right panel: processor output (bottom) from a 50 ms tone at 40 dB SPL and 520 Hz (top), with the reflexive feedback operating.
- Backus2006
Backus, B. C. and Guinan, J. J. (2006), “Time-course of the human medial olivocochlear reflex,” The Journal of the Acoustical Society of America 119(5 Pt 1), pp. 2889–2904.
- Clark2012
Clark, N. R., Brown, G. J., Jürgens, T., and Meddis, R. (2012), “A frequency-selective feedback model of auditory efferent suppression and its implications for the recognition of speech in noise.” Journal of the Acoustical Society of America 132(3), pp. 1535–1541.
- Guinan2006
Guinan, J. J. (2006), “Olivocochlear efferents: anatomy, physiology, function, and the measurement of efferent effects in humans.” Ear and hearing 27(6), pp. 589–607, http://www.ncbi.nlm.nih.gov/pubmed/17086072.
- Liberman1988
Liberman, M. C. (1988), “Response properties of cochlear efferent neurons: monaural vs. binaural stimulation and the effects of noise,” Journal of Neurophysiology 60(5), pp. 1779–1798, http://jn.physiology.org/content/60/5/1779.