From f77d2bf1ae199a3aae19324f55e534451ecbe627 Mon Sep 17 00:00:00 2001
From: pgleeson
Date: Mon, 18 Dec 2023 11:01:41 +0000
Subject: [PATCH] Regenerate nmldb notebook; use interactive izh as guide 1
---
source/Userdocs/GettingStarted.md | 4 +-
.../NML2_examples/IzhikevichNetwork.ipynb | 2 +-
.../Userdocs/NML2_examples/NeuroML-DB.ipynb | 390 ++++++++----------
.../Userdocs/NML2_examples/SingleNeuron.ipynb | 2 +
4 files changed, 181 insertions(+), 217 deletions(-)
diff --git a/source/Userdocs/GettingStarted.md b/source/Userdocs/GettingStarted.md
index dfb8c4e7..57721363 100644
--- a/source/Userdocs/GettingStarted.md
+++ b/source/Userdocs/GettingStarted.md
@@ -6,7 +6,7 @@ We present below a set of step-by-step guides to illustrate how models are writt
- |
+ |
|
|
|
@@ -16,7 +16,7 @@ We present below a set of step-by-step guides to illustrate how models are writt
| Link to guide | Description | Model life cycle stages |
| :------ | ----------- | ----------------------- |
-| [Guide 1](https://docs.neuroml.org/Userdocs/SingleNeuronExample.html) | Create and simulate a simple regular spiking Izhikevich neuron in NeuroML | Create, Validate, Simulate |
+| [Guide 1](https://docs.neuroml.org/Userdocs/NML2_examples/SingleNeuron.html) | Create and simulate a simple regular spiking Izhikevich neuron in NeuroML | Create, Validate, Simulate |
| [Guide 2](https://docs.neuroml.org/Userdocs/IzhikevichNetworkExample.html) | Create a network of two synaptically connected populations of Izhikevich neurons | Create, Validate, Visualise, Simulate |
| [Guide 3](https://docs.neuroml.org/Userdocs/SingleCompartmentHHExample.html) | Build and simulate a single compartment Hodgkin-Huxley neuron | Create, Validate, Visualise, Simulate |
| [Guide 4](https://docs.neuroml.org/Userdocs/MultiCompartmentOLMexample.html) | Create and simulate a multi compartment hippocampal OLM neuron | Create, Validate, Visualise, Simulate |
diff --git a/source/Userdocs/NML2_examples/IzhikevichNetwork.ipynb b/source/Userdocs/NML2_examples/IzhikevichNetwork.ipynb
index 39d3d16c..7c0f36ad 100644
--- a/source/Userdocs/NML2_examples/IzhikevichNetwork.ipynb
+++ b/source/Userdocs/NML2_examples/IzhikevichNetwork.ipynb
@@ -907,7 +907,7 @@
"name": "python",
"nbconvert_exporter": "python",
"pygments_lexer": "ipython3",
- "version": "3.10.7"
+ "version": "3.9.16"
}
},
"nbformat": 4,
diff --git a/source/Userdocs/NML2_examples/NeuroML-DB.ipynb b/source/Userdocs/NML2_examples/NeuroML-DB.ipynb
index c14a7a2d..efe4212b 100644
--- a/source/Userdocs/NML2_examples/NeuroML-DB.ipynb
+++ b/source/Userdocs/NML2_examples/NeuroML-DB.ipynb
@@ -12,7 +12,9 @@
{
"cell_type": "code",
"execution_count": 1,
- "metadata": {},
+ "metadata": {
+ "tags": []
+ },
"outputs": [],
"source": [
"from pyneuroml import pynml\n",
@@ -34,35 +36,35 @@
"cell_type": "code",
"execution_count": 2,
"metadata": {
- "scrolled": false
+ "tags": []
},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
- "NMLCH000023: NaF Inactivating Fast Sodium, None De Schutter 1998\n",
- "NMLCH001490: NaTs Fast Inactivating Sodium, Berg Feng 2018\n",
- "NMLCH001398: NaTa Fast Inactivating Sodium, None Hill 2011\n",
- "NMLCH000171: NaF Fast Transient Inactivating Sodium, None Contreras 2005\n",
- "NMLCH000170: NaF Fast Transient Inactivating Sodium, None Contreras 2005\n",
- "NMLCH000169: NaF Fast Transient Inactivating Sodium, None Contreras 2005\n",
- "NMLCH000168: NaF Fast Transient Inactivating Sodium, None Contreras 2005\n",
- "NMLCH000167: NaF Fast Transient Inactivating Sodium, None Contreras 2005\n",
- "NMLCH000166: NaF Fast Transient Inactivating Sodium, None Contreras 2005\n",
- "NMLCH000165: NaF Fast Transient Inactivating Sodium, None Contreras 2005\n",
- "NMLCH000164: NaP Persistent Noninactivating Sodium, None Buhl 2003\n",
- "NMLCH000163: NaF Fast Transient Inactivating Sodium, None Contreras 2005\n",
- "NMLCH000162: NaF Fast Transient Inactivating Sodium, None Contreras 2005\n",
- "NMLCH000161: NaF Fast Transient Inactivating Sodium, None Contreras 2005\n",
- "NMLCH000160: NaF Fast Transient Inactivating Sodium, None Buhl 2003\n",
- "NMLCH000159: NaF Fast Transient Inactivating Sodium, None Contreras 2005\n",
- "NMLCH000158: NaF Fast Transient Inactivating Sodium, None Contreras 2005\n",
- "NMLCH000157: NaF Fast Transient Inactivating Sodium, None Buhl 2003\n",
- "NMLCH000131: NaF Fast Sodium, None Toledo-Rodriguez 2008\n",
- "NMLCH000111: NaTs Fast Inactivating Sodium, None Pan 2002\n",
- "NMLCH000110: NaTa Fast Inactivating Sodium, None Pan 2002\n",
- "NMLCH000008: NaF Inactivating Fast Sodium, None De Schutter 1998\n"
+ "NMLCH000023: NaF Inactivating Fast Sodium, Maex De Schutter 1998\n",
+ "NMLCH001490: NaTs Fast Inactivating Sodium, Gouwens Berg 2018\n",
+ "NMLCH001398: NaTa Fast Inactivating Sodium, Hay Hill 2011\n",
+ "NMLCH000171: NaF Fast Transient Inactivating Sodium, Traub Contreras 2005\n",
+ "NMLCH000170: NaF Fast Transient Inactivating Sodium, Traub Contreras 2005\n",
+ "NMLCH000169: NaF Fast Transient Inactivating Sodium, Traub Contreras 2005\n",
+ "NMLCH000168: NaF Fast Transient Inactivating Sodium, Traub Contreras 2005\n",
+ "NMLCH000167: NaF Fast Transient Inactivating Sodium, Traub Contreras 2005\n",
+ "NMLCH000166: NaF Fast Transient Inactivating Sodium, Traub Contreras 2005\n",
+ "NMLCH000165: NaF Fast Transient Inactivating Sodium, Traub Contreras 2005\n",
+ "NMLCH000164: NaP Persistent Noninactivating Sodium, Traub Buhl 2003\n",
+ "NMLCH000163: NaF Fast Transient Inactivating Sodium, Traub Contreras 2005\n",
+ "NMLCH000162: NaF Fast Transient Inactivating Sodium, Traub Contreras 2005\n",
+ "NMLCH000161: NaF Fast Transient Inactivating Sodium, Traub Contreras 2005\n",
+ "NMLCH000160: NaF Fast Transient Inactivating Sodium, Traub Buhl 2003\n",
+ "NMLCH000159: NaF Fast Transient Inactivating Sodium, Traub Contreras 2005\n",
+ "NMLCH000158: NaF Fast Transient Inactivating Sodium, Traub Contreras 2005\n",
+ "NMLCH000157: NaF Fast Transient Inactivating Sodium, Traub Buhl 2003\n",
+ "NMLCH000131: NaF Fast Sodium, Pospischil Toledo-Rodriguez 2008\n",
+ "NMLCH000111: NaTs Fast Inactivating Sodium, Colbert Pan 2002\n",
+ "NMLCH000110: NaTa Fast Inactivating Sodium, Colbert Pan 2002\n",
+ "NMLCH000008: NaF Inactivating Fast Sodium, Maex De Schutter 1998\n"
]
}
],
@@ -98,7 +100,9 @@
{
"cell_type": "code",
"execution_count": 3,
- "metadata": {},
+ "metadata": {
+ "tags": []
+ },
"outputs": [
{
"name": "stderr",
@@ -154,9 +158,9 @@
},
{
"cell_type": "code",
- "execution_count": 19,
+ "execution_count": 4,
"metadata": {
- "scrolled": false
+ "tags": []
},
"outputs": [
{
@@ -167,68 +171,58 @@
"pyNeuroML >>> INFO - Loading NeuroML2 file: NaTa_t.channel.nml\n",
"pyNeuroML >>> INFO - Loading NeuroML2 file: NaTa_t.channel.nml\n",
"pyNeuroML >>> INFO - Loading LEMS file: /Users/padraig/git/Documentation/source/Userdocs/NML2_examples/LEMS_Test_NaTa_t.xml and running with jNeuroML\n",
- "pyNeuroML >>> INFO - Executing: (java -Xmx400M -Djava.awt.headless=true -jar \"/Users/padraig/anaconda/envs/py37/lib/python3.7/site-packages/pyNeuroML-0.7.5-py3.7.egg/pyneuroml/lib/jNeuroML-0.12.1-jar-with-dependencies.jar\" \"/Users/padraig/git/Documentation/source/Userdocs/NML2_examples/LEMS_Test_NaTa_t.xml\" -nogui -I '') in directory: .\n",
+ "pyNeuroML >>> INFO - Executing: (java -Xmx400M -Djava.awt.headless=true -jar \"/opt/homebrew/anaconda3/envs/py39n/lib/python3.9/site-packages/pyneuroml/lib/jNeuroML-0.13.0-jar-with-dependencies.jar\" /Users/padraig/git/Documentation/source/Userdocs/NML2_examples/LEMS_Test_NaTa_t.xml -nogui -I '') in directory: .\n",
"pyNeuroML >>> INFO - Command completed successfully!\n"
]
},
{
"data": {
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\n",
+ "image/png": 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",
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