Presentation is loading. Please wait.

Presentation is loading. Please wait.

Sarah Kosta. Cardiovascular system model (CVS) Active contraction R mt R av R tc R pv R sys R pul.

Similar presentations


Presentation on theme: "Sarah Kosta. Cardiovascular system model (CVS) Active contraction R mt R av R tc R pv R sys R pul."— Presentation transcript:

1 Sarah Kosta

2 Cardiovascular system model (CVS) Active contraction R mt R av R tc R pv R sys R pul

3 Hemodynamics Flow through the vessels Volume variation Cardiac valves (mitral, tricuspid, aortic and pulmonary) = unidirectionnality of the blood flow

4 Pressure-volume relationship : –Passive chamber : –Active chamber (both ventricles) : elastance of the chamber Varying-elastance model Input function Hemodynamics

5 Cardiac contraction From macroscopic to microscopic scale From microscopic to macroscopic properties: Franck-Starling law Shiels, H. a & White, E. The Frank-Starling mechanism in vertebrate cardiac myocytes. J. Exp. Biol. 211, 2005–2013 (2008). Adapted from Klabunde, R. (2011). Cardiovascular physiology concepts. Lippincott Williams & Wilkins.

6 Modeling cardiac contraction Varying elastance model cell-based model Cardiac cell Sarcomere contraction Calcium release from the sarcoplasmic reticulum Electrical stimulation (action potential)

7 Varying elastance model cell-based model Electrophysiological model (ten Tusscher & Panfilov 2006) Mechanical model (Negroni & Lascano 2008) Modeling cardiac contraction

8 Electrophysiology Time (ms) Intracellular calcium (µM)

9 Sarcomere contraction elastic length inextensible length

10 elastic length inextensible length sliding velocity Sarcomere contraction

11 Excitation-contraction coupling

12 From cell to organ Both ventricles are assimilated to simple spheres and the pressure and volume can be related to the force and half-sarcomere length: Shim, E. B., Amano, A., Takahata, T., Shimayoshi, T. & Noma, A. The cross-bridge dynamics during ventricular contraction predicted by coupling the cardiac cell model with a circulation model. J Physiol Sci 57, 275–285 (2007).

13 Results : Results : Baseline Cardiovascular system model (CVS)

14 Results : Results : Fogarty balloon Cardiovascular system model (CVS) P lv V lv Left V. P ao V ao Aorta P vc V vc Vena cava P rv V rv Right V. P pa V pa Pul. Art. P pu V pu Pul. V. R mt R av R tc R pv R sys R pul Active contraction

15 Results : Results : Fogarty balloon Cardiovascular system model (CVS) P lv V lv Left V. P ao V ao Aorta P vc V vc Vena cava P rv V rv Right V. P pa V pa Pul. Art. P pu V pu Pul. V. R mt R av R tc R pv R sys R pul Active contraction

16 Results : Results : Ventricular failure Cardiovascular system model (CVS)

17 Future perspectives: Fluid therapy: « Will a patient be fluid responsive ? » -> Need for indicators of fluid responsiveness Cardiovascular system model (CVS)

18 Future perspectives: Fluid therapy: « Will a patient be fluid responsive ? » -> Need for indicators of fluid responsiveness Contractility index: « What is the contractile state of a patient’s heart ? » -> Need for a contractility index that is not load dependent (and preferably available with non-invasive measures) -> comparison of different proposed indices Cardiovascular system model (CVS)


Download ppt "Sarah Kosta. Cardiovascular system model (CVS) Active contraction R mt R av R tc R pv R sys R pul."

Similar presentations


Ads by Google