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Updated: Jun 5, 2026

Lumped-Parameter and Finite Element Modeling of Heart Failure with Preserved Ejection Fraction
Published on: February 13, 2021
Heart failure--concepts and significance. Birth of a prognostic model
1Department of Cardiology, Bagdasar-Arseni Emergency Hospital, Bucharest, Romania. cardiologie.bagdasar@gmail.com
Abstract:
Heart failure (HF) is a syndrome characterized by high prevalence in society, frequent hospitalization, reduced quality of life and high mortality (overall, 50% of patients are dead at an interval of 4 years, annual mortality varying from 5% to 75%). Outcomes in heart failure are highly variable, prognosis of individual patients differs considerably and trial data, though valuable, does not often give an adequate direction. Taking into account the high prevalence of heart failure in society and its complexity physicians need a model to predict the risk of death, to estimate the survival of heart failure patients. A key element of interest in this area is the survival function, usually noted by S and defined as S(t) = exp(-H0(t)e(a)Tx) = e(-H)0(t)e(a)Tx.
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