Pressures are additive over multiple cycles error

Provides a system for patient-specific cardiovascular modeling and simulation.
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Joanne Sarsam
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Joined: Tue Oct 25, 2022 11:44 am

Pressures are additive over multiple cycles error

Post by Joanne Sarsam » Fri Feb 16, 2024 6:03 pm

Hello,

I am running a rigid wall simulation, prescribing pulsatile flow to the input (aorta model). I am running the simulation through SV GUI, using svPre as the solver. For some reason, in every simulation, i get a result that shows additive pressures over the course of multiple cardiac cycles, instead of the pressures stabilizing as they should. Could someone guide me as to why this may be happening? I run the simulation for 500 time steps with a step size of 0.0043 secs, to simulate 5 cardiac cycles for a cycle of length 0.43 secs. When I convert my result files after the completion of the simulation, I convert from steps 0 to steps 500. Is the conversion of all 500 timesteps causing the additive nature of my results?

For reference, here are plots of the pressures at different outlets in the model. These numbers were derived from the all_pressures.txt file.
Screenshot (16).png
Screenshot (16).png (97 KiB) Viewed 297 times
Thanks!
Joanne

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David Parker
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Joined: Tue Aug 23, 2005 2:43 pm

Re: Pressures are additive over multiple cycles error

Post by David Parker » Tue Feb 20, 2024 1:11 pm

Hi Joanne,

What do you mean by in every simulation, i get a result that shows additive pressures ?

Cheers,
Dave

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Martin Pfaller
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Joined: Tue Oct 01, 2019 10:23 am

Re: Pressures are additive over multiple cycles error

Post by Martin Pfaller » Mon Feb 26, 2024 10:20 pm

You probably have RCR boundary conditions. Since they include a capacitor, it can take several cardiac cycles to be "charged." This means that when you initialize your simulation from zero velocity and pressure, you will see the pressure building up over several cardiac cycles as you did. The time constant R_d * C [s] will give you a metric for how many cardiac cycles it will take to reach a periodic state. Have a look at this paper for more explanations and a method of how to use fewer cardiac cycles: https://link.springer.com/article/10.10 ... 21-02796-x

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