Team:Valencia/Simulations
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+ | <div align="justify" style="position:relative; top:-5px; left:60px; width:600px"> | ||
+ | <span style="color:black; align:justify; font-size:10pt; font-family:Verdana"> | ||
+ | =='''Try Your Own Simulations'''== | ||
- | + | Here you have a "demo" where you can see our system's response with differents parameters (a further explanation is available below): | |
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- | + | Click on the following image to download the application and try your own simulations! | |
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== '''Our Simulations''' == | == '''Our Simulations''' == | ||
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+ | Before simulating how intracellular calcium concentration changes in time, we have approximated the '''excitatory post-synaptic potential''' function (our "input" in neurons) as follows: | ||
[[Image:Voltage_neurons.jpg|480px|center]] | [[Image:Voltage_neurons.jpg|480px|center]] | ||
- | + | Then, taking into account all the factors listed in [https://2009.igem.org/Team:Valencia/OurModel '''Our Model'''] (Calcium current through VDCCs, Calcium Buffering and Calcium pumps), the result of simulating '''free intracellular calcium concentration''' after the electrical stimulation in '''neurons''' is this: | |
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- | + | On the other hand, '''cardiomyocytes''' have a '''different response''' to an electrical stimulus, as now our “input” '''voltage function''' is different: unlike neurons, its plasma membrane is held at a high voltage for a few hundred milliseconds. | |
[[Image:Voltage_muscle.jpg|540px|center]] | [[Image:Voltage_muscle.jpg|540px|center]] | ||
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- | + | The numeric values for the '''simulation parameters''' are shown in the following table: | |
- | [[Image:Tabla.jpg|center]] | + | [[Image:Tabla.jpg|center|300px]] |
Revision as of 16:53, 19 October 2009
Try Your Own Simulations
Here you have a "demo" where you can see our system's response with differents parameters (a further explanation is available below):
Click on the following image to download the application and try your own simulations!
Our Simulations
Before simulating how intracellular calcium concentration changes in time, we have approximated the excitatory post-synaptic potential function (our "input" in neurons) as follows:
Then, taking into account all the factors listed in Our Model (Calcium current through VDCCs, Calcium Buffering and Calcium pumps), the result of simulating free intracellular calcium concentration after the electrical stimulation in neurons is this:
On the other hand, cardiomyocytes have a different response to an electrical stimulus, as now our “input” voltage function is different: unlike neurons, its plasma membrane is held at a high voltage for a few hundred milliseconds.
The numeric values for the simulation parameters are shown in the following table: