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SimGauss™ V2.0
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| !The model simulation code is written in GAUSS. You can use GAUSS' high level functions such as probability density functions, FFTs, matrix inverse, eigenvalue/eigenvector and SVD functions to quickly simulate complex models and control algorithms. | !State vectors and vector derivative equations, e.g. d_x = Ax + Bu where d_x, x and u are vectors and A and B are matrices. Printing and plotting of state vectors is fully supported. You can run multiple versions of the model in one run using parameter vectors. | !Parameter optimization using GAUSS' optimization and non-linear equation solvers. With these procedures you can solve two-point boundary value problems and adjust the model's parameters to meet specifications or to match measured data. |
| !Fully interactive. All the model variables can be displayed and modified from the GAUSS command level. The major simulation control variables can be displayed and edited. | !8 Integration algorithms:- Euler, 2nd and 4th order Runge-Kutta, 2nd/3rd and 4th/5th order Runge-Kutta-Fehlberg, Richardson-Bulirsch-Stoer, Adams-Moulton and Gear's stiff method. | !Extensive simulation operators including:- Backlash, Bound, Deadband, Delay, Quantization, Limited Integration, Table Lookups and an algebraic equation solver. |
| !Change integration algorithms during the simulation and log the data at each integration step. | !Special SimGauss keywords simplify plotting of time and phase plots for both scalars and vectors. | !On-line help and 160 page manual with numerous examples. |
| !Powerful user events. GAUSS keywords can be scheduled to execute at any time during the simulation to introduce disturbances, change parameter values, turn debugging on, etc. | !Extensive error checking on model code, state dimensions and procedure arguments and a special debug command. | !The simulation can be halted at any time and the entire workspace saved so you can continue later from the same point. |
| !Extendable using GAUSS, Fortran, C or Assembler. |
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