AE 1.6 - Aortic Valve/AS/AI & Mitral Valve/MS/MR

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Last updated 1:18 AM on 10/17/26
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32 Terms

1
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Common causes of aortic stenosis across different age groups

younger = bicuspid aortic valve / congenital defects, rhematic disease

older = senile calcification/degenerative disease

<p><strong>younger </strong>= bicuspid aortic valve / congenital defects, rhematic disease </p><p><strong>older </strong>= senile calcification/degenerative disease </p>
2
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Secondary cardiac changes associated with chronic aortic stenosis

- SOB, angina, syncope, CHF

- LVH

- LV becomes less compliant —> LVEDP (end diastolic pressure) increases —> LV dilates

- LA enlargement

- aortic dilation

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Hemodynamic consequences of pressure overload

increased afterload (more resistance through the AV)

4
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Echocardiographic appearance of a bicuspid aortic valve

- possible eccentric closure line in m-mode

- PLAX view “doming” into the aorta when open

- fusion/seam of 2 cusps

- 2 equal sized cusps & “football” shape

<p><span style="background-color: transparent;">- possible eccentric closure line in m-mode</span></p><p>- PLAX view “doming” into the aorta when open</p><p>- fusion/seam of 2 cusps</p><p>- 2 equal sized cusps &amp; “football” shape</p>
5
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Best imaging view and timing for evaluating a bicuspid aortic valve

PSAX

systole (when valve is open)

<p>PSAX </p><p>systole (when valve is open) </p>
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Parameters used to grade aortic stenosis severity

- Peak velocity (A5C, A3C) 

- Mean pressure gradient 

- Aortic valve area (AVA) 

- Indexed aortic valve area

- Dimensionless severity index (velocity ratio) (velocity before & after valve) 

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Pressure gradients involved in aortic stenosis

Peak pressure gradient (Δ Pmax)

- is calculated from max aortic jet velocity

- Bernoulli equation ΔPmax = 4V2 max


Mean pressure gradient (ΔPmean)

- is calculated by digitally tracing the aortic jet velocity curve & averaging the instantaneous gradients over the systolic ejection period

- ΔPmean = 4V12+V22+V32+... / n

- only comparable gradient between cath & echo 

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Continuity Equation

- AS

- based on the assumption that the SV proximal to the narrowing is = the SV across the narrowing


PWLVOT = CWAV


AVA = VTILVOT x 0.785 x D2 / VTIAS jet

<p>- AS</p><p>- based on the assumption that the SV proximal to the narrowing is = the SV across the narrowing</p><p></p><p>PW<sub>LVOT</sub> = CW<sub>AV</sub></p><p></p><p><span style="background-color: transparent;">AVA = VTI<sub>LVOT</sub> x 0.785 x D<sup>2 </sup>/ VTI<sub>AS jet</sub></span></p>
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Why multiple acoustic windows are used during Doppler evaluation

10
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Importance of obtaining the highest transaortic velocity

11
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Common sources of error when calculating aortic valve area

12
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Causes of aortic regurgitation

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Hemodynamic effects of chronic aortic regurgitation

14
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Secondary cardiac changes associated with chronic volume overload

15
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Parameters used to assess severity

16
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Purpose of serial echocardiograms in patients with chronic AI

17
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Most common cause of mitral stenosis

18
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Typical echocardiographic appearance of rheumatic mitral stenosis

19
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Secondary cardiac changes associated with mitral stenosis

20
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Hemodynamic effects of mitral stenosis

21
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Methods used to calculate mitral valve area

22
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Advantages of 3D planimetry

23
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Primary vs. secondary mechanisms of mitral regurgitation

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Common causes of mitral valve prolapse and flail leaflets

25
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Expected direction of a regurgitant jet based on leaflet pathology

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Parameters used to determine MR severity


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Common clinical findings associated with mitral valve prolapse

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Pressure gradients associated with aortic stenosis and mitral stenosis

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Pressure waveform changes associated with common valvular diseases

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Timing of systolic and diastolic Doppler waveforms

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Selection of the appropriate Doppler modality for valve assessment

32
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Basic principles behind continuity equation calculations