Heat and Mass Transport
Local truncation error refers to the error made in a single step of a numerical method, specifically when approximating a solution to a differential equation. It measures the difference between the exact solution and the numerical approximation at a given point, resulting from the discretization of derivatives. Understanding local truncation error is crucial for assessing the accuracy and stability of finite difference methods used in solving differential equations.
congrats on reading the definition of local truncation error. now let's actually learn it.