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J Thorac Cardiovasc Surg 2003;125:S50-S52
© 2003 The American Association for Thoracic Surgery


Editorials

New heart failure therapy: The shape of things to come?

Daniel Burkhoff, MD, PhD

From the Department of Medicine, Divisions of Circulatory Physiology and Cardiology, Columbia University, New York, NY.

Received for publication March 20, 2001. Accepted for publication March 27, 2001. Address for reprints: Daniel Burkhoff, MD, PhD, Department of Medicine, Divisions of Circulatory Physiology and Cardiology, Columbia University, 812 Black Building, 650 W 168th St, New York, NY 10032.

The first 20% of the full text of this article appears below.

Laplace's law, which can be used to estimate myocardial wall stress ({sigma}) from intraventricular pressure (LVP), radius of curvature (R), and wall thickness (h), has long been recognized as a fundamental physical principle in understanding cardiac function in health and disease: {sigma} = LVP x R/h. On the basis of this law, the enlarged chamber radius of the chronically failing heart exposes myocytes to increased systolic wall stress. This leads to cellular and chamber hypertrophy, which, in an adaptive process, acts to renormalize wall stress.Go 1 As the chamber continues to dilate over time, the limits of hypertrophy appear to be reached so that wall stress ultimately increases. This increased afterload further impairs the ability of the already weakened myocytes to shorten, and cardiac performance deteriorates. Globally referred to as ventricular remodeling, this process is partially preventable and reversible as demonstrated in studies of angiotensin-converting enzyme inhibitors,Go 2 ß-blockers,Go 3 and during hemodynamic unloading by prolonged support with a left ventricular assist device.Go 4

Several surgical therapies, such as the Myocor ventricular shape change device (Myocor, Inc, Plymouth, Minn), described in this issue by McCarthy and colleagues,Go 5 are being developed for treating heart failure by physically remodeling the dilated heart. Stress reduction via Laplace's law is usually sited as the rationale for these . . . [Full Text of this Article]




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