From a944454c1f3bcc425c77d0584cf0ef3b901d2247 Mon Sep 17 00:00:00 2001 From: Johannes Hjorth Date: Thu, 25 Jul 2024 12:03:05 +0200 Subject: [PATCH] Updated SBML parser --- .../data/SBML/Nair_2016_optimized.xml | 4261 + ...omodulation_example_anu_on_real_dspn.ipynb | 529664 +-------------- snudda/utils/sbml_to_snudda.py | 15 +- 3 files changed, 4366 insertions(+), 529574 deletions(-) create mode 100644 examples/notebooks/neuromodulation/data/SBML/Nair_2016_optimized.xml diff --git a/examples/notebooks/neuromodulation/data/SBML/Nair_2016_optimized.xml b/examples/notebooks/neuromodulation/data/SBML/Nair_2016_optimized.xml new file mode 100644 index 000000000..e2cf87568 --- /dev/null +++ b/examples/notebooks/neuromodulation/data/SBML/Nair_2016_optimized.xml @@ -0,0 +1,4261 @@ + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + 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CaMKII_CaM_Ca4_psd + + + + kr_R134 + CaMKII_CaM_Ca4_psd_CaMKII_CaM_Ca4_psd + + + V1 + + + + + + + + + + + + + + + + + kf_R135 + CaMKII_CaM_Ca4_psd_CaMKII_CaM_Ca4_psd + V1 + + + + + + + + + + + + + + + + + + + + + kf_R136 + pCaMKII_CaM_Ca4_psd + CaMKII_CaM_Ca4_psd + + + + kr_R136 + pCaMKII_CaM_Ca4_psd_CaMKII_CaM_Ca4_psd + + + V1 + + + + + + + + + + + + + + + + + kf_R137 + pCaMKII_CaM_Ca4_psd_CaMKII_CaM_Ca4_psd + V1 + + + + + + + diff --git a/examples/notebooks/neuromodulation/neuromodulation_example_anu_on_real_dspn.ipynb b/examples/notebooks/neuromodulation/neuromodulation_example_anu_on_real_dspn.ipynb index bd125726e..0ae2380ab 100644 --- a/examples/notebooks/neuromodulation/neuromodulation_example_anu_on_real_dspn.ipynb +++ b/examples/notebooks/neuromodulation/neuromodulation_example_anu_on_real_dspn.ipynb @@ -27,6 +27,14 @@ "```" ] }, + { + "cell_type": "markdown", + "id": "8f73162b-5ed5-40bc-a557-b73994a94bbd", + "metadata": {}, + "source": [ + "TODO: Ska vi ha jämn placering av alla DA synapser för att få en jämnare fördelning av DA?" + ] + }, { "cell_type": "markdown", "id": "1746feed-04de-4020-a2cb-f884e8e9698a", @@ -41,56 +49,10 @@ }, { "cell_type": "code", - "execution_count": 1, + "execution_count": null, "id": "5b55f23d-62ac-4433-8639-07870af8c40a", "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Reading connectivity from data/connectivity.json\n", - "Adding neurons: dspn from dir data/dspn\n", - "Writing networks/neuromodulation_example_anu_with_real_dspn/network-config.json\n", - "Writing networks/neuromodulation_example_anu_with_real_dspn/network-config.json\n", - "Placing neurons\n", - "Network path: networks/neuromodulation_example_anu_with_real_dspn\n", - "Reading SNUDDA_DATA=None from networks/neuromodulation_example_anu_with_real_dspn/network-config.json\n", - "Reading SNUDDA_DATA=/home/hjorth/HBP/Snudda/snudda/utils/../data from networks/neuromodulation_example_anu_with_real_dspn/network-synapses.hdf5\n", - "No n_putative_points and putative_density, setting n_putative_points = 63\n", - "(this must be larger than the number of neurons you want to place)\n", - "Generating 63 points for networks/neuromodulation_example_anu_with_real_dspn/mesh/Cube-cube-mesh-2.917951293943981e-05.obj\n", - "Filtering, keeping inside points: 4 / 26\n", - "neuron_name = 'dspn_0', num = 2, neuron_path = 'data/dspn/str-dspn-e150602_c1_D1-mWT-0728MSN01-v20211026'\n", - "stop_parallel disabled, to keep pool running.\n", - "\n", - "Execution time: 0.0s\n", - "Touch detection\n", - "Network path: networks/neuromodulation_example_anu_with_real_dspn\n", - "Reading SNUDDA_DATA=None from networks/neuromodulation_example_anu_with_real_dspn/network-config.json\n", - "Reading SNUDDA_DATA=/home/hjorth/HBP/Snudda/snudda/utils/../data from networks/neuromodulation_example_anu_with_real_dspn/network-synapses.hdf5\n", - "No d_view specified, running distribute neurons in serial\n", - "Processing hyper voxel : 0/27 (2 neurons)\n", - "Processing hyper voxel : 1/27 (2 neurons)\n", - "Processing hyper voxel : 3/27 (2 neurons)\n", - "Processing hyper voxel : 4/27 (2 neurons)\n", - "Processing hyper voxel : 9/27 (2 neurons)\n", - "Processing hyper voxel : 10/27 (2 neurons)\n", - "Processing hyper voxel : 12/27 (2 neurons)\n", - "Processing hyper voxel : 13/27 (2 neurons)\n", - "Reading SNUDDA_DATA=None from networks/neuromodulation_example_anu_with_real_dspn/network-config.json\n", - "stop_parallel disabled, to keep pool running.\n", - "\n", - "Execution time: 0.9s\n", - "Prune synapses\n", - "Network path: networks/neuromodulation_example_anu_with_real_dspn\n", - "No file networks/neuromodulation_example_anu_with_real_dspn/pruning_merge_info.json\n", - "stop_parallel disabled, to keep pool running.\n", - "\n", - "Execution time: 0.9s\n" - ] - } - ], + "outputs": [], "source": [ "import os\n", "from snudda import Snudda\n", @@ -115,98 +77,22 @@ }, { "cell_type": "code", - "execution_count": 2, + "execution_count": null, "id": "41e96e4a-0f52-4d77-8a1f-ba8d270b9b78", "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Setting up inputs, assuming input.json exists\n", - "Reading SNUDDA_DATA=None from networks/neuromodulation_example_anu_with_real_dspn/network-config.json\n", - "Reading SNUDDA_DATA=/home/hjorth/HBP/Snudda/snudda/utils/../data from networks/neuromodulation_example_anu_with_real_dspn/network-synapses.hdf5\n", - "Writing input spikes to networks/neuromodulation_example_anu_with_real_dspn/input-spikes.hdf5\n", - "Reading SNUDDA_DATA=None from networks/neuromodulation_example_anu_with_real_dspn/network-config.json\n", - "Reading SNUDDA_DATA=/home/hjorth/HBP/Snudda/snudda/utils/../data from networks/neuromodulation_example_anu_with_real_dspn/network-synapses.hdf5\n", - "!!! Warning, combining definition of cortical with cortical input for neuron dspn_0 0 (meta modified by input_config)\n", - "Writing spikes to networks/neuromodulation_example_anu_with_real_dspn/input-spikes.hdf5\n", - "stop_parallel disabled, to keep pool running.\n", - "\n", - "Execution time: 1.1s\n" - ] - }, - { - "data": { - "text/plain": [ - "" - ] - }, - "execution_count": 2, - "metadata": {}, - "output_type": "execute_result" - } - ], + "outputs": [], "source": [ - "input_config = os.path.join(\"data\", \"input_v2.json\")\n", + "#input_config = os.path.join(\"data\", \"input_v2.json\")\n", + "input_config = os.path.join(\"data\", \"input_v3.json\")\n", "snudda.setup_input(input_config=input_config)" ] }, { "cell_type": "code", - "execution_count": 3, + "execution_count": null, "id": "d019b580-4193-4321-9ee8-9bdd3988209f", "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Using input file networks/neuromodulation_example_anu_with_real_dspn/input-spikes.hdf5\n", - "NEURON mechanisms already compiled, make sure you have the correct version of NEURON modules.\n", - "If you delete x86_64, aarch64, arm64 directories (or nrnmech.dll) then you will force a recompilation of the modules.\n", - "Reading SNUDDA_DATA=None from networks/neuromodulation_example_anu_with_real_dspn/network-config.json\n", - "Reading SNUDDA_DATA=/home/hjorth/HBP/Snudda/snudda/utils/../data from networks/neuromodulation_example_anu_with_real_dspn/network-synapses.hdf5\n", - "Using network_file: networks/neuromodulation_example_anu_with_real_dspn/network-synapses.hdf5\n", - "Using input_file: networks/neuromodulation_example_anu_with_real_dspn/input-spikes.hdf5\n", - "Using output_file: networks/neuromodulation_example_anu_with_real_dspn/simulation/output.hdf5\n", - "Using logFile: networks/neuromodulation_example_anu_with_real_dspn/log/network-simulation-log.txt-0\n", - "Worker 0 : Loading network from networks/neuromodulation_example_anu_with_real_dspn/network-synapses.hdf5\n", - "Loading config file networks/neuromodulation_example_anu_with_real_dspn/network-config.json\n", - "0 : Memory status: 59% free\n", - "Distributing neurons.\n", - "Setup neurons\n", - "Node 0 - cell 0 dspn_0\n", - "Neuron dspn_0 (0) resting voltage = -86.0\n", - "!!! Popping extra segment from neuron -- temp fix!\n", - "Node 0 - cell 1 dspn_0\n", - "Neuron dspn_0 (1) resting voltage = -86.0\n", - "!!! Popping extra segment from neuron -- temp fix!\n", - "Build node cache dspn_0 (dspn_0[0])\n", - "Forcing rxd update...\n", - "Updating node data... (takes ≈ 1 microcentury)\n", - "RxD update completed.\n", - "Node cache built.\n", - "Build node cache dspn_0 (dspn_0[1])\n", - "Node cache built.\n", - "0 : Memory status: 63% free\n", - "Adding gap junctions.\n", - "connect_network_gap_junctions_local\n", - "Finding node local gap junctions...\n", - "Added 0.0 gap junctions to simulation (0 total)\n", - "Adding synapses.\n", - "connect_network_synapses\n", - "Added 0 on worker 0\n", - "Added 0 synapses to simulation (0 total)\n", - "0 : Memory status: 63% free\n", - "Adding external (cortical, thalamic) input from networks/neuromodulation_example_anu_with_real_dspn/input-spikes.hdf5\n", - "0 : Memory status: 63% free\n", - "0 : Memory status: 63% free\n", - "Time set to 0 ms. No simulation run.\n", - "Program run time: 3.4s\n" - ] - } - ], + "outputs": [], "source": [ "mech_dir = os.path.join(\"..\", \"..\", \"..\", \"..\", \"BasalGangliaData\", \"data\", \"neurons\", \"mechanisms\")\n", "sample_dt = None # 0.00005\n", @@ -224,7 +110,7 @@ }, { "cell_type": "code", - "execution_count": 4, + "execution_count": null, "id": "88bf71a5-19da-4e2e-8e90-29546a56cea1", "metadata": {}, "outputs": [], @@ -237,7 +123,7 @@ }, { "cell_type": "code", - "execution_count": 5, + "execution_count": null, "id": "27ec8a70-1fbc-4093-9d8c-cb73494b626e", "metadata": {}, "outputs": [], @@ -258,7 +144,7 @@ }, { "cell_type": "code", - "execution_count": 6, + "execution_count": null, "id": "6b9f2c09-d17f-4848-990d-9cc9b7859c39", "metadata": {}, "outputs": [], @@ -271,7 +157,7 @@ }, { "cell_type": "code", - "execution_count": 7, + "execution_count": null, "id": "4d9216d8-8a84-4370-bfc1-88f6cc496a13", "metadata": {}, "outputs": [], @@ -281,7 +167,7 @@ }, { "cell_type": "code", - "execution_count": 8, + "execution_count": null, "id": "a9f436d4-4b12-4aca-87bc-1aebb9475456", "metadata": {}, "outputs": [], @@ -291,7 +177,7 @@ }, { "cell_type": "code", - "execution_count": 9, + "execution_count": null, "id": "65a75d7a-fdcb-46b0-8148-d4752a3d0748", "metadata": {}, "outputs": [], @@ -302,57 +188,20 @@ }, { "cell_type": "code", - "execution_count": 10, + "execution_count": null, "id": "9f5f9b57-9e65-4a09-87ab-cc6da2ce332e", "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Running simulation for 0.2 s\n", - "Running Neuron simulator 200 ms, with dt=0.025\n", - " 1% done. Elapsed: 0.8 s, estimated time left: 75.5 s\n", - " 2% done. Elapsed: 1.5 s, estimated time left: 72.7 s\n", - " 3% done. Elapsed: 2.0 s, estimated time left: 64.1 s\n", - " 4% done. Elapsed: 2.5 s, estimated time left: 59.4 s\n", - " 5% done. Elapsed: 3.0 s, estimated time left: 56.2 s\n", - " 10% done. Elapsed: 5.4 s, estimated time left: 48.4 s\n", - " 20% done. Elapsed: 10.2 s, estimated time left: 40.8 s\n", - " 30% done. Elapsed: 16.6 s, estimated time left: 38.8 s\n", - " 40% done. Elapsed: 22.8 s, estimated time left: 34.2 s\n", - " 50% done. Elapsed: 27.7 s, estimated time left: 27.7 s\n", - " 60% done. Elapsed: 32.6 s, estimated time left: 21.8 s\n", - " 70% done. Elapsed: 37.5 s, estimated time left: 16.1 s\n", - " 80% done. Elapsed: 42.3 s, estimated time left: 10.6 s\n", - " 90% done. Elapsed: 47.2 s, estimated time left: 5.2 s\n", - "100% done. Elapsed: 52.1 s, estimated time left: 0.0 s\n", - "Neuron simulation finished\n", - "Simulation done.\n", - "Simulation run time: 55.5 s\n" - ] - } - ], + "outputs": [], "source": [ - "sim.run(t=200)" + "sim.run(t=5000)" ] }, { "cell_type": "code", - "execution_count": 11, + "execution_count": null, "id": "053125fc-9117-459b-a3e8-725ef45db53a", "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Writing network output to networks/neuromodulation_example_anu_with_real_dspn/simulation/output.hdf5\n", - "Using sample dt = None (sample step size None)\n", - "Worker 1/1 writing data to networks/neuromodulation_example_anu_with_real_dspn/simulation/output.hdf5\n" - ] - } - ], + "outputs": [], "source": [ "sim.record.write()" ] @@ -367,18 +216,10 @@ }, { "cell_type": "code", - "execution_count": 12, + "execution_count": null, "id": "d84ee6f3-4193-4509-ad4a-0d93dff5e3d9", "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Loading networks/neuromodulation_example_anu_with_real_dspn/simulation/output.hdf5\n" - ] - } - ], + "outputs": [], "source": [ "from snudda.utils import SnuddaLoadSimulation\n", "\n", @@ -395,7 +236,7 @@ }, { "cell_type": "code", - "execution_count": 13, + "execution_count": null, "id": "bd0f4edf-a622-490b-b39f-18f516975737", "metadata": {}, "outputs": [], @@ -407,529255 +248,14 @@ }, { "cell_type": "code", - "execution_count": 14, + "execution_count": null, "id": "a63a7152-730e-4868-a81a-cc87fccaf9f4", "metadata": {}, - "outputs": [ - { - "data": { - "text/html": [ - " \n", - " " - ] - }, - "metadata": {}, - "output_type": "display_data" - }, - { - "data": { - "application/vnd.plotly.v1+json": { - "config": { - "plotlyServerURL": "https://plot.ly" - }, - "data": [ - { - "name": "AC5", - "type": "scatter", - "x": [ - 0, - 2.5e-05, - 5e-05, - 7.5e-05, - 9.999999999999999e-05, - 0.00012499999999999998, - 0.00015, - 0.00017500000000000003, - 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", - "text/html": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ "import plotly.graph_objects as go\n", + "import plotly.io as pio\n", + "pio.renderers.default = \"iframe\" # Do not save plots in the notebook, they can get BIG\n", "\n", "fig = go.Figure()\n", "for data_type in all_species_data:\n", @@ -529665,6 +265,44 @@ "fig.show()" ] }, + { + "cell_type": "code", + "execution_count": null, + "id": "1e49669a-1e97-4e19-8586-4acff6e21d69", + "metadata": {}, + "outputs": [], + "source": [ + "import numpy as np\n", + "import plotly.graph_objects as go\n", + "\n", + "fig = go.Figure()\n", + "for data_type in all_species_data:\n", + " yy = all_species_data[data_type][0][0].T[0]\n", + " fig.add_trace(go.Scatter(x=time, y=yy/np.max(yy), name=data_type))\n", + "\n", + "fig.update_layout(xaxis_title=\"Time (s)\", yaxis_title=\"Concentration\", width=1000, height=800)\n", + "fig.show()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "0b572560-b42f-4920-bdf3-6718800d01f1", + "metadata": {}, + "outputs": [], + "source": [ + "import numpy as np\n", + "import plotly.graph_objects as go\n", + "\n", + "fig = go.Figure()\n", + "for data_type in all_species_data:\n", + " yy = all_species_data[data_type][0][0].T[0]\n", + " fig.add_trace(go.Scatter(x=time, y=yy/yy[0], name=data_type))\n", + "\n", + "fig.update_layout(xaxis_title=\"Time (s)\", yaxis_title=\"Concentration\", width=1000, height=800)\n", + "fig.show()" + ] + }, { "cell_type": "code", "execution_count": null, @@ -529675,21 +313,10 @@ }, { "cell_type": "code", - "execution_count": 15, + "execution_count": null, "id": "e6554026-bb50-4209-a1f7-37565af50529", "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ "import matplotlib.pyplot as plt\n", "\n", @@ -529704,43 +331,20 @@ }, { "cell_type": "code", - "execution_count": 16, + "execution_count": null, "id": "3febf45e-b1a0-45ce-b791-266ed03ed741", "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "array([1.00003623, 1.00003623, 1.00003623, ..., 1.00004218, 1.00004219,\n", - " 1.00004219])" - ] - }, - "execution_count": 16, - "metadata": {}, - "output_type": "execute_result" - } - ], + "outputs": [], "source": [ "all_species_data[data_type][0][0].T[0]" ] }, { "cell_type": "code", - "execution_count": 17, + "execution_count": null, "id": "d98d057c-752c-458b-bd52-a726f42dc90a", "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ "import matplotlib.pyplot as plt\n", "plt.figure()\n", @@ -529753,21 +357,10 @@ }, { "cell_type": "code", - "execution_count": 18, + "execution_count": null, "id": "d3bda015-1674-45ae-96f0-69167fd2cc89", "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ "import matplotlib.pyplot as plt\n", "plt.figure()\n", @@ -529780,21 +373,10 @@ }, { "cell_type": "code", - "execution_count": 19, + "execution_count": null, "id": "0e281a93-c7de-45cf-9723-98f3a19bbca0", "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ "import matplotlib.pyplot as plt\n", "plt.figure()\n", @@ -529816,29 +398,10 @@ }, { "cell_type": "code", - "execution_count": 20, + "execution_count": null, "id": "d31a7d49-55b1-479c-942a-17cbd87fa412", "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Loading networks/neuromodulation_example_anu_with_real_dspn/simulation/output.hdf5\n", - "Saving figure to networks/neuromodulation_example_anu_with_real_dspn/figures/spike-raster.png\n" - ] - }, - { - "data": { - "image/png": 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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ "from snudda.plotting import SnuddaPlotSpikeRaster2\n", "fig_file_raster = f\"spike-raster.png\"\n", @@ -529851,33 +414,10 @@ }, { "cell_type": "code", - "execution_count": 21, + "execution_count": null, "id": "fc082055-9e38-4ed1-b842-40e166548071", "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Loading network info from networks/neuromodulation_example_anu_with_real_dspn/network-synapses.hdf5\n", - "Loading input info from networks/neuromodulation_example_anu_with_real_dspn/input-spikes.hdf5\n", - "Loading networks/neuromodulation_example_anu_with_real_dspn/simulation/output.hdf5\n", - "Plotting traces: [0, 1]\n", - "Plotted 2 traces (total 2)\n", - "Saving to figure /home/hjorth/HBP/Snudda/examples/notebooks/neuromodulation/networks/neuromodulation_example_anu_with_real_dspn/figures/Network-voltage-trace--dspn-0-1.pdf\n" - ] - }, - { - "data": { - "image/png": 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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ "%matplotlib inline\n", "\n", @@ -529886,7 +426,7 @@ "from snudda.plotting.plot_traces import PlotTraces\n", "pt = PlotTraces(output_file=sim_file)\n", "# Use trace_id to specify which traces\n", - "ax = pt.plot_traces(offset=0, time_range=(0,0.5),fig_size=(10,4))" + "ax = pt.plot_traces(offset=0, time_range=(0,1),fig_size=(10,4))" ] }, { @@ -529899,42 +439,20 @@ }, { "cell_type": "code", - "execution_count": 22, + "execution_count": null, "id": "97789ccd-8c45-47e8-aeec-3b752b4c9942", "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "19.67872706705603" - ] - }, - "execution_count": 22, - "metadata": {}, - "output_type": "execute_result" - } - ], + "outputs": [], "source": [ "sim.neurons[0].icell.soma[0](0.5).naf_ms.gbar" ] }, { "cell_type": "code", - "execution_count": 23, + "execution_count": null, "id": "7b2a5b48-6450-475e-b842-478e75d2cf32", "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "0.0005424674497187078" - ] - }, - "execution_count": 23, - "metadata": {}, - "output_type": "execute_result" - } - ], + "outputs": [], "source": [ "sim.neurons[0].icell.soma[0](0.5).pas.g" ] diff --git a/snudda/utils/sbml_to_snudda.py b/snudda/utils/sbml_to_snudda.py index 687d11ced..f6d429a42 100644 --- a/snudda/utils/sbml_to_snudda.py +++ b/snudda/utils/sbml_to_snudda.py @@ -131,6 +131,10 @@ def extract_rates(self, reaction, model, global_parameters): print(f"Removing volume {current_expression.getLeftChild().getName()}") current_expression = current_expression.getRightChild() + if operator == "times" and current_expression.getRightChild().getName() in compartment_list: + print(f"Removing volume {current_expression.getRightChild().getName()}") + current_expression = current_expression.getLeftChild() + operator = current_expression.getOperatorName() if operator == "minus": @@ -148,6 +152,8 @@ def extract_rates(self, reaction, model, global_parameters): def _get_rate_helper(self, expression, global_parameters, compartment_list): + orig_expression = expression + while expression.getOperatorName() == "times": left_child = expression.getLeftChild() @@ -160,7 +166,14 @@ def _get_rate_helper(self, expression, global_parameters, compartment_list): expression = left_child rate_name = expression.getName() - rate = global_parameters[rate_name] + + try: + rate = global_parameters[rate_name] + except: + import traceback + print(traceback.format_exc()) + import pdb + pdb.set_trace() return rate