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April 18, 2000Circulation267 citations

Pressure-Derived Fractional Flow Reserve to Assess Serial Epicardial Stenoses

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BBBernard De BruyneNPNico H.J. PijlsGHGuy R. Heyndrickx

Structured PICO

Does a derived equation using multiple pressure measurements more accurately predict true FFR of individual sequential stenoses compared to apparent FFR in a canine model?

P
Population
5 dogs with 2 stenoses of varying severity in the left circumflex coronary artery
I
Intervention
Calculation of predicted FFR (FFR(pred)) using derived equations taking into account arterial pressure (P(a)), pressure between the 2 stenoses (P(m)), distal coronary pressure (P(d)), and coronary occlusive pressure (P(w))
C
Comparator
Apparent FFR (FFR(app)) calculated as the ratio of pressure just distal to that just proximal to each stenosis
O
Outcome
Comparison of the overestimation of true FFR (FFR(true)) by FFR(app) versus FFR(pred)surrogate

In sequential coronary stenoses, FFR of each lesion cannot be accurately calculated using the standard isolated stenosis equation but can be predicted using a more complete equation incorporating multiple pressure measurements.

Abstract

Background-Fractional flow reserve (FFR) is an index of stenosis severity validated for isolated stenoses. This study develops the theoretical basis and experimentally validates equations for predicting FFR of sequential stenoses separately. Methods and Results-For 2 stenoses in series, equations were derived to predict FFR (FFR(pred)) of each stenosis separately (ie, as if the other one were removed) from arterial pressure (P(a)), pressure between the 2 stenoses (P(m)), distal coronary pressure (P(d)), and coronary occlusive pressure (P(w)). In 5 dogs with 2 stenoses of varying severity in the left circumflex coronary artery, FFR(pred) was compared with FFR(app) (ratio of the pressure just distal to that just proximal to each stenoses) and to FFR(true) (ratio of the pressures distal to proximal to each stenosis but after removal of the other one) in case of fixed distal and varying proximal stenoses (n=15) and in case of fixed proximal and varying distal stenoses (n=20). The overestimation of FFR(true) by FFR(app) was larger than that of FFR(true) by FFR(pred) (0.070+/-0.007 versus 0.029+/-0.004, P<0.01 for fixed distal stenoses, and 0.114+/-0.01 versus 0.036+/-0. 004, P<0.01 for fixed proximal stenoses). This overestimation of FFR(true) by FFR(app) was larger for fixed proximal than for fixed distal stenoses. Conclusions-The interaction between 2 stenoses is such that FFR of each lesion separately cannot be calculated by the equation for isolated stenoses (P(d)/P(a) during hyperemia) applied to each separately but can be predicted by more complete equations taking into account P(a), P(m), P(d), and P(w).

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Cite This Study

Bruyne et al. (2000) studied this question.

synapsesocial.com/papers/6a02ab90a7089d6435651367https://doi.org/10.1161/01.cir.101.15.1840
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Also Consider

Synapse has enriched 5 closely related papers on similar clinical questions. Consider them for comparative context:

  1. 1Assessing coronary artery stenosis severity: In vitro validation of the concept of fractional flow reserve1999 · 16 citations
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