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reading correctly credits the proposal and results to Songyang Zhang, Yuzhong Zhang and Venkata Dinavahi, and keeps the results attributed with phrasing like 'the authors report'.","excerpt":"Authors:Songyang Zhang, Yuzhong Zhang, Venkata Dinavahi"},{"dimension":"summary","status":"uncertain","explanation":"A non-specialist cannot readily follow the reading. It never explains that a PMSM is a type of electric motor, or why a digital twin matters. The abstract's own context is omitted: the twin lets drive controllers be tested in hardware-in-the-loop before they meet the real machine, and today its maps are regenerated offline when the machine changes. Central terms are left unexplained, including kernel latency, residual model, grey-box model, held-out runs and heads. The title is the raw jargon-heavy paper title. Smallest repair: add one plain sentence giving the motor-controller-testing purpose and the offline-regeneration problem the work addresses.","excerpt":"allows drive controllers to be tested in hardware-in-the-loop (HIL) before they meet the real machine"},{"dimension":"date","status":"pass","explanation":"originalPublished is 2026-10-28, which matches the arXiv v1 submission date. The feed date of 2026-10-30 is correctly not used.","excerpt":"[Submitted on 28 Oct 2026]"},{"dimension":"support","status":"uncertain","explanation":"The summary calls the damper-circuit, shifted-parameter and FEA-calibrated tests 'simulated machine conditions', but the abstract never says they were simulated. It also says the architecture allows the model to adapt 'without interrupting its execution', which is an unlabeled inference; the source only says the FPGA runs the last accepted weights while the GPU retrains. The listed claims and their excerpts otherwise match the source. Repair: drop 'simulated', or label it as an interpretation, and attribute or condition the no-interruption point.","excerpt":"For damper circuits, shifted parameters, and an FEA-calibrated saturated machine, one kernel form reaches average normalized mean absolute errors (NMAEs) of 0.19%-0.67%"},{"dimension":"media","status":"pass","explanation":"The selected media is the verified arXiv abstract page for this paper, which is the direct original source.","excerpt":null}],"createdAt":"2026-11-13T20:16:07.485Z","model":"anthropic/claude-opus-5.5"}],"correctionUrl":"https://escapemeridian.com/corrections/"}