70752570 arrythmia simulator

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    ARRHYTHMIA

    SIMULATOR

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    Introduction

    Two mechanisms that produce arrhythmias are automaticityand conductivity.

    These physiological properties of cardiac cells are represented by

    a phase response curve and an excitability recovery curve,respectively.

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    Defibrillator

    Electrophysiological stimulationSinus

    Atrium

    AV node

    Ventricle

    Atrial ectopic focus

    Ventricular ectopic focus

    User commandantegrade conduction

    retrograde conductionextra stimuli

    Figure 1. Cardiac model using six types of

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    Description of the system

    The simulation system consisted of the cardiac module

    The cardiac module was composed of six types of autorhythmic

    cardiac cells (Fig. 1).

    The cardiac cells run independently at every timer event from

    the cardiac module.The antegrade and retrograde conduction between these cells

    were controlled by the user's operation on the check boxes in the

    window.

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    Model of cardiac cells

    Electrophysiological properties of the cardiac autorhythmic

    cells are characterized by the automaticity and conductivity. Theautorhythmic cells can periodically generate spontaneous

    electrical impulses.

    The oscillatory systems have a phase dependent property; theresponse of the cell to the external stimuli varies depending on

    the phase at which the stimuli were applied.

    The conductivity is represented by an excitability recoverycurve (ERC). The ERC of the AV-node, AV-nodal conduction

    curve, defines the conduction delay and a timing to stimulate the

    ventricle in this system

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    ac

    b

    w

    Figure 2. Electrophysiological properties of the

    cardiac cell. PRC(left) and ERC(right).

    Xmin

    Ymin

    Y0

    T0

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    PRC

    The PRC that specified the cell activity was defined by four

    parameters, slopes of three line (a,c,b), and intersection on the

    time axis (w) by the line c.

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    ERC

    The ERC was approximated by the decaying exponential

    functionconduction time = (Y0-Ymin)*Exp(-(x-Xmin)/T0) +Ymin,where x is the extrastimulus coupling interval (H1A2), Xmin

    corresponds to the effective refractory period, Y0 is a maximum

    connection delay at Xmin, Ymin means an intrinsic conductiontime, and T0 means a time constant of the curve. For simplicity,

    these parameters are not dependent on the autorhythmic rate.

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    Figure 3. Sample window: normal state

    of the heart.

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    Figure 3 shows the control panel and the ECG panel of

    the cardiac module. Each electrical activity of the cells is drawnat the predefined position on a ladder diagram. The predicted

    conduction is drawn with a blue line at the activation of the cell.

    The slanted yellow lines show the spread of activation

    transmitted actually. The ECG waveforms are drawn in real timeas the integrated activity of all cells.

    In addition, the dynamic state of contraction and relaxation of

    the atrium and the ventricle are presented graphically.

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    Figure 4. Wenckebach sequence

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    Figure 4 shows a Wenckebach sequence with 5:4 ratios

    produced by the special condition of the ERC of the AV-node at a

    sinus rate of 70/min. User could modify the parameters of PRC

    and ERC in the dialog box.Figure 5 shows a simulation of cardiac rhythm disturbances

    induced by the conduction between the atrium and the ectopic

    focus.

    Figure 6 shows the ECG sequence of the ventricular flutter,

    fibrillation, and the defibrillation procedure achieved by the user

    operation. It shows a pause period caused by the defibrillationthat resumed all the activity of the heart.

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    Figure 5. Reentry in the atrium

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    Figure 6. Defibrillation