This package contains examples for the use of models that can be found in Buildings.Utilities.Math.Functions.
| Name | Description |
|---|---|
| BesselJ0 | Test case for Bessel function J0 |
| BesselJ1 | Test case for Bessel function J1 |
| BesselY0 | Test case for Bessel function Y0 |
| BesselY1 | Test case for Bessel function Y1 |
| Binomial | Test case for evaluation of binomial coefficients |
| CubicHermite | Test problem for cubic hermite splines |
| ExponentialIntegralE1 | Test case for the exponential integral, E1 |
| Factorial | Test case for evaluation of factorials |
| FallingFactorial | Test case for evaluation of falling factorials |
| Interpolate | Test model for the interpolation function |
| InverseXDerivativeCheck | Model that checks the correct implementation of the 1st order derivative of InverseXRegularized |
| InverseXDerivative_2_Check | Model that checks the correct implementation of the 2nd order derivative of InverseXRegularized |
| InverseXRegularized | Test problem for function that replaces 1/x around the origin by a twice continuously differentiable function |
| IsMonotonic | Tests the correct implementation of the function isMonotonic |
| Polynomial | |
| PowerLinearized | Test problem for function that linearizes y=x^n below some threshold |
| QuinticHermite | Example model using quintic Hermite spline |
| RegNonZeroPower | |
| RegNonZeroPowerDerivativeCheck | |
| RegNonZeroPowerDerivative_2_Check | |
| RegStep | Example for inlined regStep function |
| Round | Example for round function |
| SmoothExponentialDerivativeCheck | |
| SmoothHeavisideDerivatives | Test model for the derivatives of the smoothHeavisidefunction |
| SmoothInterpolation | Test problem for cubic hermite splines that takes a vector of values as an argument |
| SpliceFunction | |
| SpliceFunctionDerivativeCheck | |
| TrapezoidalIntegration | Tests the correct implementation of the function trapezoidalIntegration |