(Beta) JSim Consolidated Model Database

This database indexes 73775 models across 5 archives:

Data is currently not up to date as the database is under development.
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Displaying 16201 - 16220 of 73359

CML0341 : Modelling the actions of chaperones and their role in ageing.
CML0342 : An in silico model of the ubiquitin-proteasome system that incorporates normal homeostasis and age-related decline
CML0343 : LabHEART: an interactive computer model of rabbit ventricular myocyte ion channels and Ca transport
CML0344 : Ionic Current Model of a Hypoglossal Motoneuron
CML0345 : Intrinsic Bursters Increase the Robustness of Rythm Generation in an Excitatory Network
CML0346 : Dynamics of the Cell Cycle: Checkpoints, Sizers, and Timers
CML0347 : Dynamic rerouting of the carbohydrate flux is key to counteracting oxidative stress
CML0348 : Mathematical analysis of canine atrial action potentials: rate, regional factors, and electrical remodeling
CML0349 : Survival and apoptotic pathways initiated by TNF-alpha: modeling and predictions
CML0350 : A minimal mathematical model of calcium homeostasis
CML0351 : Modeling of bone formation and resorption mediated by parathyroid hormone: response to estrogen/PTH therapy
CML0352 : Stiffness-distortion sacromere model for muscle stimulation
CML0353 : Different Myofilament Nearest-Neighbor Interactions Have Distinctive Effects on Contractile Behavior
CML0354 : A mathematical model of the methionine cycle
CML0355 : Model of Calcium Oscillations Due to Negative Feedback in Olfactory Cilia
CML0356 : Fighting a virus with a virus: a dynamic model for HIV-1 therapy
CML0357 : Modeling Activation and Desensitisation of G-Protein Coupled Receptors Provides Insight into Ligand Efficacy
CML0358 : Modeling short-term interval-force relations in cardiac muscle
CML0359 : Approximate model of cooperative activation and crossbridge cycling in cardiac muscle using ordinary differential equations
CML0360 : Comparison of putative cooperative mechanisms in cardiac muscle: length dependence and dynamic responses (model 1)