Hello Evgenia,
I assume you took the brunel_delta_nest model and just replaced the iaf_psc_delta neuron
model with iaf_psc_exp_ps.
For the delta-model, each synaptic input causes an instantaneous jump of the membrane
potential by J_ex or J_in, respectively. These are given by J in turn and with the default
J=0.1 and g=5, this means excitatory jumps of +0.1 mV and inhibitory jumps of -0.5 mV.
In the iaf_psc_exp* models, on the other hand, the same input weight means that an
incoming spike starts a postsynaptic current of 0.1 pA or -0.5 pA, respectively, which
then decays exponentially. The resulting membrane potential change may be noticeably
smaller. So I would suggest to increase J to see when you get spiking. Don't worry
about increasing J by factors rather than small steps.
To look at details, you could also attach a voltmeter to a few neurons so you can see the
membrane potential evolution.
Best regards,
Hans Ekkehard
--
Prof. Dr. Hans Ekkehard Plesser
Department of Data Science
Faculty of Science and Technology
Norwegian University of Life Sciences
PO Box 5003, 1432 Aas, Norway
Phone +47 6723 1560
Email hans.ekkehard.plesser@nmbu.no<mailto:hans.ekkehard.plesser@nmbu.no>
Home
http://arken.nmbu.no/~plesser
From: Evgenia Kartsaki <evgenia.kartsaki(a)inria.fr>
Date: Friday, 25 August 2023 at 10:41
To: users(a)nest-simulator.org <users(a)nest-simulator.org>
Subject: [NEST Users] Network simulation of Hanuschkin (2010) - precise spike times
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Hello,
I am trying to simulate the network of a model with precise spike times as in Hanuschkin
(2010), which is based on the balanced random network of Brunel (2000).
As far as I understand the model of Hanuschkin exists already in NEST here:
https://nest-simulator.readthedocs.io/en/v3.5/models/iaf_psc_exp_ps.html .
However, I haven't found an example of the network simulation. I have tried using the
Brunel network
(
https://nest-simulator.readthedocs.io/en/stable/auto_examples/brunel_delta_…)
with the iaf_psc_exp_ps model, but I got a firing rate (excitatory or inhibitory) of 0
Hz.
I would appreciate any advice on that!
Thanks in advance,
Jenny
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