cochlea is a collection of inner ear models. All models are easily accessible as Python functions. They take sound signal as input and return spike trains of the auditory nerve fibers:
+-----------+ __|______|______|____
.-. .-. .-. | |--> _|________|______|___
/ \ / \ / \ -->| Cochlea |--> ___|______|____|_____
'-' '-' | |--> __|______|______|____
+-----------+
Sound Spike Trains
(Auditory Nerve)
The package contains state-of-the-art biophysical models, which give realistic approximation of the auditory nerve activity.
The models are implemented using the original code from their authors whenever possible. Therefore, they return the same results as the original models. We made an effort to verify it with unit testing (tests directory).
The implementation is also fast. It is easy to generate responses of hundreds or even thousands of auditory nerve fibers (ANFs). It is possible, for example, to generate responses of the whole human auditory nerve (around 30,000 ANFs). We usually tested the models with sounds up to 1 second in duration.
I developed cochlea during my PhD in the group of Werner Hemmert (Bio-Inspired Information Processing) at the TUM. It went through several versions and rewrites. Now, it is quite stable and we decided to release it for the community.
cochlea could be used by:
Check our online DEMO and examples (probably the easiest is to start with run_zilany2014.py).
Initialize the modules:
import cochlea
import thorns as th
import thorns.waves as wv
Generate sound:
fs = 100e3
sound = wv.ramped_tone(
fs=fs,
freq=1000,
duration=0.1,
dbspl=50
)
Run the model (responses of 200 cat HSR fibers):
anf_trains = cochlea.run_zilany2014(
sound,
fs,
anf_num=(200,0,0),
cf=1000,
seed=0,
species='cat'
)
Plot the results:
th.plot_raster(anf_trains)
th.show()
Spike train data format is based on a standard DataFrame format from the excellent pandas library. Spike trains and their meta data are stored in DataFrame, where each row corresponds to a single neuron:
| index | duration | type | cf | spikes |
|---|---|---|---|---|
| 0 | 0.15 | hsr | 8000 | [0.00243, 0.00414, 0.00715, 0.01089, 0.01358, ... |
| 1 | 0.15 | hsr | 8000 | [0.00325, 0.01234, 0.0203, 0.02295, 0.0268, 0.... |
| 2 | 0.15 | hsr | 8000 | [0.00277, 0.00594, 0.01104, 0.01387, 0.0234, 0... |
| 3 | 0.15 | hsr | 8000 | [0.00311, 0.00563, 0.00971, 0.0133, 0.0177, 0.... |
| 4 | 0.15 | hsr | 8000 | [0.00283, 0.00469, 0.00929, 0.01099, 0.01779, ... |
| 5 | 0.15 | hsr | 8000 | [0.00352, 0.00781, 0.01138, 0.02166, 0.02575, ... |
| 6 | 0.15 | hsr | 8000 | [0.00395, 0.00651, 0.00984, 0.0157, 0.02209, 0... |
| 7 | 0.15 | hsr | 8000 | [0.00385, 0.009, 0.01537, 0.02114, 0.02377, 0.... |
The column ‘spikes’ is the most important and stores an array with spike times (time stamps) in seconds for every action potential. The column ‘duration’ is the duration of the sound. The column ‘cf’ is the characteristic frequency (CF) of the fiber. The column ‘type’ tells us what auditory nerve fiber generated the spike train. ‘hsr’ is for high-spontaneous rate fiber, ‘msr’ and ‘lsr’ for medium- and low-spontaneous rate fibers.
Advantages of the format:
easy addition of new meta data,
efficient grouping and filtering of trains using _DataFrame functionality,
export to MATLAB struct array through mat files:
scipy.io.savemat(
"spikes.mat",
{'spike_trains': spike_trains.to_records()}
)
Please, check thorns for more information and functions to manipulate spike trains.
If you are using this software in your research, please make a reference: Rudnicki, M. and Hemmert, W. (2014) Cochlea: inner ear models in Python, https://github.com/mrkrd/cochlea.
When you use any of the models, always cite the original publications describing the model.
We would like to thank Muhammad S.A. Zilany, Ian C. Bruce and Laurel H. Carney for developing inner ear models and allowing us to use their code in cochlea.
Thanks goes to Marcus Holmberg, who developed the traveling wave based model. His work was supported by the General Federal Ministry of Education and Research within the Munich Bernstein Center for Computational Neuroscience (reference No. 01GQ0441, 01GQ0443 and 01GQ1004B).
We are grateful to Ray Meddis for support with the Matlab Auditory Periphery model.
And last, but not least, I would like to thank Werner Hemmert for supervising my PhD.
This work was supported by the General Federal Ministry of Education and Research within the Munich Bernstein Center for Computational Neuroscience (reference No. 01GQ0441 and 01GQ1004B) and the German Research Foundation Foundation’s Priority Program PP 1608 Ultrafast and temporally precise information processing: Normal and dysfunctional hearing.