Electrical Coupling within Thalamocortical Networks Cumulatively Reduces Cortical Correlation to Sensory Inputs.
The 2 matches
- [1] § Materials and Methods ↔ Models.jl/src/TRNnetwork.jl, lines 43–104 · score 0.74 · delayed rectifier, regular sodium, rise, Na, Kd, Kt
- [2] § Materials and Methods ↔ Models.jl/src/TRNmodel.jl, lines 52–126 · score 0.72 · delayed rectifier, regular sodium, Kd, Kt, NaT, K2
Paper
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The authors' code
Julia · 153 lines · 4.2 KB · no license · 1 match
- @kwdef mutable struct simParams
- names::Vector{String}
- n::Int
- per_neuron::Int
- # mS/cm^2
- g_caT::Float64 = 0.75
- g_nat::Float64 = 60.5
- g_kd::Float64 = 60.0
- g_nap::Float64 = 0.0
- g_kt::Float64 = 5.0
- g_k2::Float64 = 0.5
- g_ar::Float64 = 0.025
- g_GtACR::Float64 = 10.0
- g_L::Vector{Float64} = fill(0.1,n)
- # mV
- E_na::Float64 = 50.0
- E_k::Float64 = -100.0
- E_ca::Float64 = 125.0
- E_ar::Float64 = -40.0
- E_L::Float64 = -75.0
- E_GtACR::Float64 = -70.0
- E_AMPA::Float64 = 0.0
- E_GABA::Float64 = -100.0
- C::Float64 = 1.0 # membrance capacitance uF/cm^2
- # DC pulses # uA/cm^2
- bias::Vector{Float64} = zeros(n)
- iDC::Vector{Float64} = zeros(n)
- iStart::Vector{Vector{Float64}} = fill([0.0],n)
- iStop::Vector{Vector{Float64}} = fill([0.0],n)
- iexp::Vector{Float64} = zeros(n)
- ieStart::Vector{Float64} = zeros(n)
- iedecay::Vector{Float64} = fill(30.0,n)
- # Silencing
- GtACR_on::Vector{Vector{Float64}} = fill([0.0],n)
- GtACR_off::Vector{Vector{Float64}} = fill([0.0],n)
- # Alpha/Beta Synapses # uA/cm^2
- Te1::Float64 = 5.0 #Exc rise time constant
- Te2::Float64 = 35.0 #fall time constant
- Ti1::Float64 = 5.0 #Inh
- Ti2::Float64 = 35.0
- A::Vector{Vector{Float64}} = fill([0.0],n)
- tA::Vector{Vector{Float64}} = fill([0.0],n)
- AI::Vector{Vector{Float64}} = fill([0.0],n)
- tAI::Vector{Vector{Float64}} = fill([0.0],n)
- # Electrical Synapses # mS/cm^2
- gj::Matrix{Float64} = zeros(n,n)
- end
- function dsim!(du, u, p, t)
- for i = 1:p.n
- idx = p.per_neuron*(i-1)
- v, m_nat, h_nat, m_nap, m_kd, m_kt, h_kt, m_k2, h_k2, m_caT, h_caT, m_ar = u[idx+1:idx+12]
- # Inputs
- ## Applied current
- Iapp = Iapp_f(p.bias[i],p.iDC[i],t,(p.iStart[i],p.iStop[i]))
- Iapp += Iexp_f(p.iexp[i],p.iedecay[i],t,p.ieStart[i])
- ## External Synapses
- ### AMPAergic
- A, vpre = ExtSyn_f(t,p.tA[i],p.A[i])
- ### GABAergic
- AI, vpreI = ExtSyn_f(t,p.tAI[i],p.AI[i])
- # Channels
- ## Regular sodium
- dm_nat, dh_nat = Na_t(v, m_nat, h_nat)
- ## Persistent sodium
- dm_nap = Na_p(v, m_nap)
- ## Delayed rectifier
- dm_kd = K_rect(v, m_kd)
- ## Transient K = A current, McCormick/Huguenard 1992
- dm_kt, dh_kt = K_A(v, m_kt, h_kt)
- ## GK2
- dm_k2, dh_k2 = K2(v, m_k2, h_k2)
- ## T current, as implemented by Traub 2005, which cites Destexhe 1996
- dm_caT, dh_caT = Ca_T(v, m_caT, h_caT)
- ## Anonymous rectifier, AR; Traub 2005 calls this 'h'. ?!
- dm_ar = AR(v, m_ar)
- Ina = (p.g_nat*(m_nat^3.0)*h_nat + p.g_nap*m_nap) * (v-p.E_na)
- Ik = (p.g_kd*(m_kd^4.0) + p.g_kt*(m_kt^4.0)*h_kt + p.g_k2*m_k2*h_k2) * (v-p.E_k)
- ICa = (p.g_caT*(m_caT^2.0)*h_caT) * (v-p.E_ca)
- if endswith(p.names[i],"SOM")||endswith(p.names[i],"HO")
- ICa *= 0.5
- end
- IAR = (p.g_ar*m_ar) * (v-p.E_ar)
- IL = (p.g_L[i]) * (v-p.E_L)
- IGtACR = GtACR_f(p.g_GtACR,t,(p.GtACR_on[i],p.GtACR_off[i])) * (v-p.E_GtACR)
- # Synapses
- ## Excitatory input
- du[idx+13] = p.Te1*K_syn(vpre)*(1.0-u[idx+13]) - p.Te2*u[idx+13]
- Esyn1 = A*u[idx+13] * (v-p.E_AMPA)
- ## Inhibitory input
- du[idx+14] = p.Ti1*K_syn(vpreI)*(1.0-u[idx+14]) - p.Ti2*u[idx+14]
- Isyn1 = AI*u[idx+14] * (v-p.E_GABA)
- ## Electrical synapses TRN
- Gsyn = Gsyn_f(v,u[1:p.per_neuron:end],p.gj[:,i])
- Summed_Isyn = Esyn1 + Isyn1 + Gsyn
- # Final equations
- du[idx+1] = (-1.0/p.C)*(Ina + Ik +ICa + IAR + IL + IGtACR + Iapp + Summed_Isyn)
- du[idx+2] = dm_nat
- du[idx+3] = dh_nat
- du[idx+4] = dm_nap
- du[idx+5] = dm_kd
- du[idx+6] = dm_kt
- du[idx+7] = dh_kt
- du[idx+8] = dm_k2
- du[idx+9] = dh_k2
- du[idx+10] = dm_caT
- du[idx+11] = dh_caT
- du[idx+12] = dm_ar
- end
- return nothing
- end
- function initialconditions(numNeurons, bias = true)
- u_init = [-70.0, 0.039, 0.85, 0.1, 0.023, 0.24, 0.21, 0.029, 0.76, 0.043, 0.12, 0.29]
- if bias == false
- u_init = [-72.8, 0.03, 0.9, 0.076, 0.018, 0.18, 0.3, 0.024, 0.8, 0.03, 0.19, 0.4]
- end
- u_init = [u_init; zeros(2)]
- per_neuron = length(u_init)
- u0 = repeat(u_init, numNeurons)
- return u0, per_neuron
- end
TRNnetwork.jl at commit 98ca09d, no license · at the source
Overview
Abstract
Thalamocortical (TC) cells relay sensory information to the cortex as well as driving their own feedback inhibition through collateral excitation of the thalamic reticular nucleus (TRN). Inhibitory TRN cells are extensively coupled through electrical synapses. While electrical synapses are most often noted for synchronizing rhythmic forms of neuronal activity, their modulation of transient neuronal signals is less understood. Here we sought to characterize how electrical synapses embedded within a network of TRN neurons regulate the processing of ongoing sensory inputs during relay from thalamus to cortex. We constructed a thalamocortical network consisting of reciprocally connected Hodgkin–Huxley-style TC and TRN cells and one cortical output cell summing the TC activity. TRN cells were each electrically coupled to two neighboring cells, forming a ring topology. TC cells received synaptic inputs in sequence, with inputs separated by 10–50 ms, allowing us to assess the functional radius of an electrical synapse by comparing the cumulative effects of each additional TRN electrical synapse on responses within the network. Electrical synapse strength altered both TRN and TC spike response rates and latencies with each additional electrical synapse. Coupling within TRN modulated cortical integration of TC inputs by unexpectedly increasing response rates, duration, and reducing spike correlation to the input sequence that was presented to the TC layer. Thus, embedded TRN electrical synapses exert powerful influence on thalamocortical relay, highlighting the multisynaptic influences of electrically coupled cells on more complex and realistic networks of the brain.
Reproduced under the paper's license (CC BY), from the paper cited above.
Repository
Its files are read in the Code ↔ Paper reader above, with 2 matches between paragraphs and lines of code.
jhaaslab/RingModel
98ca09d0c59885497564791baa94f1b79a9045a7, 16 September 2025Availability: 1 check, the latest on 27 September 2026: the link answers
- 27 September 2026: the link answers
33 files
- Models.jl/
src/ , Julia, 105 linesChannels.jl - Models.jl/
src/ , Julia, 49 linesInputs.jl - Models.jl/
src/ , Julia, 84 linesModels.jl - Models.jl/
src/ , Julia, 57 linesRunUtils.jl - Models.jl/
src/ , Julia, 106 linesSynapses.jl - Models.jl/
src/ , Julia, 208 linesTC_TRNnetwork.jl - Models.jl/
src/ , Julia, 128 lines, 1 matchTRNmodel.jl - Models.jl/
src/ , Julia, 153 lines, 1 matchTRNnetwork.jl - Run_templates/
RunTC_TRNnetwork.jl , Julia, 147 lines - Run_templates/
RunTRNmodel.jl , Julia, 111 lines - Run_templates/
RunTRNnetwork.jl , Julia, 146 lines - Run_templates/
Run_simple.jl , Julia, 49 lines - Run_templates/
Run_vminit.jl , Julia, 30 lines - matlab/
dataAnalysis.m , MATLAB, 64 lines - matlab/
plotFR.m , MATLAB, 246 lines - matlab/
plotVm.m , MATLAB, 170 lines - networks/
createGJnetwork.jl , Julia, 104 lines - networks/
run_scripts/ , Julia, 81 linescalcBias.jl - networks/
run_scripts/ , Julia, 72 linescalcCC.jl - networks/
run_scripts/ , Julia, 68 linescalcRin.jl - networks/
run_scripts/ , Julia, 61 linescalcUinit.jl - simulations/
no_noise/ , Julia, 165 linesRunTC_TRNnetwork.jl - simulations/
no_noise/ , MATLAB, 185 linesdataAnalysis.m - simulations/
no_noise/ , MATLAB, 150 linesmakePlots.m - simulations/
no_noise/ , MATLAB, 155 linestestCorr.m - simulations/
w_noise/ , Julia, 170 linesRunTC_TRNnetwork.jl - simulations/
w_noise/ , Julia, 159 linescontrol/ RunTC_TRNnetwork.jl - simulations/
w_noise/ , MATLAB, 190 linescontrol/ dataAnalysis.m - simulations/
w_noise/ , MATLAB, 219 linescontrol/ makePlots.m - simulations/
w_noise/ , MATLAB, 230 linesdataAnalysis.m - simulations/
w_noise/ , Julia, 123 linesgetVMplot.jl - simulations/
w_noise/ , MATLAB, 60 linesmakePlots.m - README.md, Text, 52 lines
Code accessibility
The code/
Reproduced under the paper's license (CC BY), from the paper cited above.
Tracing map
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What the map holds:
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Version 2, 28 September 2026
- Authors: added Austin J. Mendoza (0000-0001-6823-6624); Julie S. Haas (0000-0002-1571-8512); removed Austin J. Mendoza; Julie S. Haas
Version 1, 27 September 2026: the first record
Recorded: type, language, journal, volume, issue, pages, dates, 2 authors, 6 keywords, 9 MeSH terms, 1 funder, 80 references.
Cite
This paper
Mendoza, A. J., & Haas, J. S. (2026). Electrical Coupling within Thalamocortical Networks Cumulatively Reduces Cortical Correlation to Sensory Inputs. eNeuro, 13(6), ENEURO.0029-26.2026. https://
BibTeX
@article{mendoza2026elec
author = {Mendoza, Austin J. and Haas, Julie S.},
title = {{Electrical Coupling within Thalamocortical Networks Cumulatively Reduces Cortical Correlation to Sensory Inputs}},
journal = {eNeuro},
year = {2026},
month = jun,
volume = {13},
number = {6},
pages = {ENEURO.0029--26.2026},
publisher = {Society for Neuroscience},
issn = {2373-2822},
doi = {10.1523/
url = {https://
pmid = {42230149},
pmcid = {PMC13271814}
}
RIS
TY - JOUR
AU - Mendoza, Austin J.
AU - Haas, Julie S.
TI - Electrical Coupling within Thalamocortical Networks Cumulatively Reduces Cortical Correlation to Sensory Inputs
T2 - eNeuro
J2 - eNeuro
PY - 2026
DA - 2026/
VL - 13
IS - 6
SP - ENEURO.0029
EP - 26.2026
SN - 2373-2822
PB - Society for Neuroscience
DO - 10.1523/
UR - https://
LA - en
ER -
CSL-JSON
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