packageFunctions
Package with mathematical functions
Extends from Modelica.Icons.VariantsPackage (Icon for package containing variants).
Information
This package contains functions for commonly used mathematical operations. The functions are used in the blocks Buildings.Utilities.Math.
Contents
| Name | Description |
|---|---|
| Average of a vector | |
| Bessel function of the first kind of order 0, J0 | |
| Bessel function of the first kind of order 1, J1 | |
| Bessel function of the second kind of order 0, Y0 | |
| Bessel function of the second kind of order 1, Y1 | |
| Bicubic function | |
| Returns the binomial coefficient | |
| Biquadratic function | |
| Replicates Boolean signals | |
| Interpolate using a cubic Hermite spline with linear extrapolation | |
| Exponential integral, E1 | |
| Returns the value n! as an integer | |
| Returns the k-th falling factorial of n | |
| Replicates integer signals | |
| Function for cubic hermite spline interpolation of table data | |
| Function that approximates 1/x by a twice continuously differentiable function | |
| Returns true if the argument is a monotonic sequence | |
| Polynomial function | |
| Power function that is linearized below a user-defined threshold | |
| Function that is quadratic in first argument and linear in second argument | |
| Quintic Hermite spline function for interpolation between two functions with a continuous second derivative | |
| Power function, regularized near zero, but nonzero value for x=0 | |
| Approximation of a general step, such that the approximation is continuous and differentiable | |
| Round real number to specified digits | |
| Once continuously differentiable approximation to exp(-|x|) in interval |x| < delta | |
| Twice continuously differentiable approximation to the Heaviside function | |
| Interpolate using a cubic Hermite spline with linear extrapolation for a vector xSup[], ySup[] and independent variable x | |
| Once continuously differentiable approximation to the limit function | |
| Once continuously differentiable approximation to the maximum function | |
| Once continuously differentiable approximation to the minimum function | |
| Function to compute the derivatives for cubic hermite spline interpolation | |
| Integration using the trapezoidal rule | |
| Collection of models that illustrate model use and test models | |
| Package with base classes for Buildings.Utilities.Math.Functions |