Modelica
Modelica is an equation-based, acausal language for modeling complex physical and cyber-physical systems, used in fields like automotive, HVAC, and motorsports for large-scale, multi-domain simulations. Commenters contrast it with tools such as Simulink, SPICE, and symbolic math libraries, highlighting advantages like composability, standardization, FMU/FMI interoperability, and an open specification, while noting trade-offs in tooling maturity, learning curve, and commercial ecosystem. The thread also surfaces emerging alternatives built on Julia and other DSLs, plus criticism of Modelica’s web presence for not clearly showcasing examples to newcomers.
What Modelica Is and Use Cases
- Declarative, equation-based language for modeling cyber-physical systems (multi-domain: mechanical, electrical, fluids, thermals, etc.).
- Used heavily in automotive and motorsports (including F1 and NASCAR), HVAC, and electromagnetic systems.
- Capable of very large models (hundreds of thousands of equations) spanning engines, transmissions, multibody dynamics, hydraulics, etc.
- Can model CNC-like systems and stepper motors, though off‑the‑shelf libraries for niche components may be limited.
Acausal Modeling and Technical Characteristics
- “Acausal” means users specify relationships/equations, not explicit input→output causality; the compiler infers causality and does index reduction, state selection, etc.
- This improves composability: adding components can change optimal causality without refactoring models.
- Under the hood, models become systems of DAEs; strong numerical methods exist, but stochastic systems (SDEs) are noted as a weak spot.
- Supports discrete events and synchronous (clocked) systems directly in the language.
Tooling: OpenModelica, Commercial Tools, and Julia
- OpenModelica is the main open-source implementation; considered close to being a viable Simulink alternative, especially with strong FMU support.
- Dymola is a leading commercial tool; praised for advanced vehicle dynamics libraries but criticized for licensing, bugs, and limited advantages over free tools in some areas.
- Wolfram SystemModeler and some MATLAB products are also Modelica-based or comparable.
- Julia’s ModelingToolkit and commercial JuliaSim adopt similar acausal ideas; JuliaSim adds GUIs and embedded-target work but is proprietary/source-available.
FMUs and Interoperability
- FMI/FMUs are highlighted as a major strength: packaged models can be embedded into other environments (e.g., Python via fmpy, Simcenter, etc.).
- Third‑party support for model‑exchange FMUs on Linux is reported as weak.
Comparisons and Alternatives
- Compared to SPICE/Verilog‑A: Modelica covers more domains and has richer libraries (e.g., multibody, two‑phase fluids).
- Compared to Simulink: Simulink is causal and math‑block oriented; Modelica is acausal and physics‑component oriented. Simscape narrows this gap.
- Compared to SymPy/System Dynamics tools: Modelica is aimed at large, detailed physical models with graphical composition, not generic CAS work or high‑level system dynamics.
Strengths, Limitations, and Pain Points
- Strengths: composability, multi-physics scope, open specification, FMU export, mature standard library, vendor diversity (reduces lock‑in).
- Limitations/pain points: challenging debugging when solvers struggle, weaker stochastic support, inconsistent library coverage for some domains, and incomplete ecosystem vs. Simulink toolboxes.
Documentation, Website, and Accessibility
- Several commenters found the landing page unclear, with merch and logos more prominent than examples.
- Others note that tutorials and “Modelica by Example” are easy to reach after a few clicks.
- Searchability across docs and libraries is considered limited; finding specific models often requires broader web search or conference proceedings.
Related Languages and Research Directions
- Mention of NESTML (for hybrid dynamical systems with events), a new MARCO compiler for large-scale optimization, and discussion of bond graphs, with disagreement on how central they are to Modelica’s conceptual basis.