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Next: Interpolation with cubic splines Up: Coupled neutronics thermal-hydraulics model Previous: Overview Contents Index

Implementation of the interface

The purpose of the interface is to transform a given set of discrete points

$\begin{displaymath} \{x_i,y_i\} \qquad {\mbox{for}} \qquad i={0,1,\ldots,M} \end{displaymath}$

(13.1)

where for notational reasons $x_0 < x_1 < \cdots < x_M$ into a interpolating function g(x) which satisfies

$\begin{displaymath} g(x_i) = y_i \qquad {\mbox{for}} \qquad i={0,1,\ldots,M} \end{displaymath}$

(13.2)

and can be evaluated for all values of x in the interval [x₀;x_M].

This interpolation can be done in many different ways but one of the best and widely used methods is interpolation with cubic splines.

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