Hello Xyce team,
I have a netlist where the results are exactly what I mathematically sought, but they are being dismissed by reviewers as a solver error.
Specifically, the simulation shows that the internal current is substantially and consistently greater than the source power at steady-state. Because of this outcome, I am being told this is impossible and must be a failure in the Xyce solver.
To try and break the simulation or smooth out artifacts, I have already forced GEAR integration and tightened tolerances to 1e-6, but the results remain rock solid. The console output confirms the matrix isn't just failing to converge; it is executing cleanly:
Number Successful Steps Taken: 160,102
Number Failed Linear Solves: 0
Number Nonlinear Convergence Failures: 0
I need to know: is Xyce accurately calculating the mathematics of this netlist, or did I genuinely find a bug/artifact in how the engine handles this specific configuration?
I have attached the .cir netlist and .mt0.
I would greatly appreciate any insight into whether the solver is executing this accurately or failing.
Regards, Ben
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Dr. Cirit: Cross-platform verification has already been successfully conducted in LTspice and Siemens AMESIM, yielding the identical steady-state equilibrium and power parity shown above.
XUG Team: Because these steady-state metrics fundamentally challenge conventional textbook assumptions, they are routinely dismissed by external observers as a "simulator artifact" or a numerical solver error. I brought this specific netlist directly to this group because Xyce is recognized as the apex standard for high-assurance DAE matrix evaluation.
The core query is not whether other simulators agree, but whether the Xyce KLU solver is accurately resolving this boundary equilibrium without undocumented integration artifacts. I am requesting the core team's attestation on the mathematical integrity of the solver in this specific topology.
The complete dataset, comparative netlists, and open documentation are cataloged on Zenodo for independent review,
(DOI: 10.5281/zenodo.18719728).
Should the matrix stability of this baseline prove of interest, the dataset also contains the RR-GPI_5D-LCFVR_Resilient-Resonance_Netlist. This evaluates the identical phase boundary under significantly higher computational stress, demonstrating the configuration's ability to maintain thermodynamic parity even when a non-linear Jiles-Atherton inductive branch is subjected to severe, near-critical kinetic impedance (20,500 Ω).
Thank you for your time and for maintaining an invaluable tool.
Just FYI, I did a wrapper script for xyce to emulate LTspice and Qspice on Windows using WSL.
https://github.com/kev-cam/ltz
It's using an alternative compiler for the Verilog-A, so YMMV.
Kev.
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