LP203206-0
PISA radius.diastole
Active
Description
The Proximal Isovelocity Surface Area (PISA) method is based on convergent flow dynamics and the Continuity Principle. Proximal to the orifice, flow converges in hemispheric layers of equal velocity. The flow rate across any of these hemispherical isovelocity surfaces is equal to the area of the surface (which can be calculated from its radius) multiplied by the flow velocity at the surface. Choosing a PISA velocity equal to the aliasing velocity of the system is an easy way to visualize an isovelocity surface (which will appear as the surface where the Doppler color switches between red and blue) and measure the corresponding PISA radius from the center of the orifice to the surface. The Continuity Principle states that in the absence of a leak or additional flow into a conduit, the flow rate will be constant along the length of the conduit, whether the conduit is the heart or the regurgitant jet. So the flow rate through the regurgitant orifice is the same as the flow rate across the PISA surface. Dividing the flow rate by the peak velocity through the orifice (measured using continuous wave Doppler of the regurgitant jet) provides the effective regurgitant orifice area (EROA). Source: DICOM
Basic Part Properties
- Part Display Name
- PISA radius during diastole
- Part Type
- Component (Describes the core component or analyte measured)
- Created On
- 2015-11-17
- Construct for LOINC Short Name
- PISA radius dias
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Language Variants Get Info
Tag | Language | Translation |
---|---|---|
zh-CN | Chinese (China) | PISA 半径.舒张期 Synonyms: PISA 半径(半径范围、 |
it-IT | Italian (Italy) | Raggio PISA.diastole Synonyms: Raggio PISA durante diastole |
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