This package contains functions for commonly used mathematical operations. The functions are used in the blocks BuildingSystems.Utilities.Math.
| 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 | |
| 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 BuildingSystems.Utilities.Math.Functions |