Quantification of AR Severity Flashcards
(30 cards)
Definition of Regurgitant Volume (RV)
Volume of blood through the leaky valve
Definition of Regurgitant Fraction (RF)
- Regurgitant volume divided by total volume
- % of stroke volume through the leaky valve
Definition of Regurgitant Orifice Area (EROA)
Size of ‘hole’ in the leaky valve
Which calculations can be derived via stroke volume method?
- RV
- RF
- EROA
(All can be derived via SV method)
Which calculations can be derived via PISA?
- RV
2. EROA
Concept for stroke volume through the LVOT in the presence of AR?
- In diastole, regurgitant volume (RV) enters LV and combines with inflow stroke volume coming through MV
- Therefore, SV LVOT = SV MV + RV
Stroke Volume Method: Formula to calculate AR Regurgitant Volume?
RV(AR) = SV LVOT - SV MV
Stroke Volume Method: Formula to calculate SV LVOT
SV LVOT = LVOT area x LVOT VTI
Stroke Volume Method: Formula to calculate mitral annular SV
SV MV = MV area x MV VTI
Stroke Volume Method: How to measure mitral annular diameter?
- Zoomed view of A4V
- MV measured in early diastole (open valve leaflets) at leaflet insertion (inner edge to inner edge)
Stroke Volume Method: How to measure MV VTI?
- Different to normal
- Cursor placed at MV annulus level with 1-2mm sample volume
- Trace modal velocity (dense part of signal) and avoid ‘fluffy’ bits
Normal mitral annulus diameter
3.0 - 3.5cm
Normal mitral annulus VTI
10 - 13cm
Normal LVOTd
1.8 - 2.2cm
Normal LVOT VTI
18 - 22cm
Stroke Volume Method: RVol formula for AR
RV (mL) = SV LVOT – SV MV
Stroke Volume Method: RF formula
RF (%) = (RV / SV regurgitant valve) x 100
Stroke Volume Method: EROA formula
EROA (cm2) = RV / VTI regurgitant valve
Limitations of Stroke Volume Methods
- Diameter measurement errors
- VTI measurement errors
- Assumptions of calculation
- Significant learning curve in performing calculation - especially mitral annular stroke volume
Assumptions of Stroke Volume Method Calculations
- Assumes flow occurs in a rigid, circular tube
- Assumes uniform velocity across vessel
- Assumes circular annulus areas
PISA Method Principles/Assumptions
- Assumes flow proximal to a narrowed orifice must flow through the narrowed orifice (continuity principle)
- Assumes as flow converges towards narrowed orifice, it conforms concentric hemispheric shells
- Assumes flow rate proximal to narrowed opening (Q1) = flow rate through narrowed opening (Q2)
PISA Method: Equation for EROA
EROA= (2πr^2×VN)/VRJ
VN = Nyquist limit VRJ = peak velocity of regurgitant jet (CW Doppler)
PISA Technique
- Zoom in on AV
- Move colour baseline in direction of AR jet
- Cine to find optimal hemispheric PISA dome
- Measure PISA dome radius from regurgitant orifice to 1st aliased zone (red-blue interface)
Which Nyquist limit to note when performing PISA calculation?
- If flow towards the Tx (red), note top of colour bar
2. If flow away from Tx (blue), note bottom of colour bar