Biomedical Engineering II
Euler's Method is a numerical technique used to approximate solutions to ordinary differential equations (ODEs) by iteratively calculating the slope at discrete points. This method is especially useful in the context of modeling physiological systems, as it allows for the prediction of system behavior over time without requiring exact analytical solutions. By using small step sizes, Euler's Method provides a straightforward approach to simulating dynamic processes, making it applicable in various biomedical scenarios, such as drug delivery and population dynamics.
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