Does a metal's slip-rate hardening law hide a temperature it never names?
slip rate hardening law ⇄ temperature · via thermal activation
A crystal hardens as it deforms at a given slip rate, and that law has the same exponential shape as a thermally activated process. The system proposed that the slip-rate law and temperature are two readings of one thermal-activation barrier, so a rate change should be exchangeable for a temperature change.
The open question
If slip-rate hardening and temperature really trade off through one activation energy, then shifting the slip rate by a fixed factor should mimic a specific temperature shift on the stress response. Does that exchange hold, or is the shared exponential form a coincidence?
What the system already tried
It pulled full-text papers on rate-and-state hardening and thermal activation, grounded the facts, and re-asked the jury. The connection was plausible on its face but the facts did not pin down a single shared activation energy, so the jury kept it open rather than confirming it.
The sources it read
Open review
Is this a real connection or a coincidence of shared words? The facts above are grounded in the sources; the leap between them is what is unproven. Make the case, or settle it with a reference.