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Cadmium (Cd2+) exposure induces chronic kidney disease and renal cancers, which originate from injury and cancerization of renal tubular cells. Previous studies have shown that Cd2+ induced cytotoxicity by disrupting the intracellular Ca2+ homeostasis that is physically regulated by the endoplasmic reticulum (ER) Ca2+ store. However, the molecular mechanism of ER Ca2+ homeostasis in Cd2+-induced nephrotoxicity remains unclear. In this study, our results firstly revealed that the activation of calcium-sensing receptor (CaSR) by NPS R-467 could protect against Cd2+ exposure-induced cytotoxicity of mouse renal tubular cells (mRTEC) by restoring ER Ca2+ homeostasis through the ER Ca2+ reuptake channel sarco/endoplasmic reticulum Ca2+-ATPase (SERCA). Cd2+-induced ER stress and cell apoptosis were effectively abrogated by SERCA agonist CDN1163 and SERCA2 overexpression. In addition, in vivo, and in vitro results proved that Cd2+ reduced the expressions of SERCA2 and its activity regulator phosphorylation phospholamban (p-PLB) in renal tubular cells. Cd2+-induced SERCA2 degradation was suppressed by the treatment of proteasome inhibitor MG132, which suggested that Cd2+ reduced SERCA2 protein stability by promoting the proteasomal protein degradation pathway. These results suggested that SERCA2 played pivotal roles in Cd2+-induced ER Ca2+ imbalance and stress to contribute to apoptosis of renal tubular cells, and the proteasomal pathway was involved in regulating SERCA2 stability. Our results proposed a new therapeutic approach targeting SERCA2 and associated proteasome that might protect against Cd2+-induced cytotoxicity and renal injury.

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Eigenvalue Method can analyze the operating features of the system. The trajectory section eigenvalue method combines the model and trajectory, and extends the equilibrium point eigenvalue to the unbalanced point of the cross section at any time on the disturbed trajectory, which well solves the non-linearity and the time-varying issues of the system. Based on the theoretical basis of clarifying the trajectory section eigenvalue (TSE) method, the paper establishes a stability evaluation framework based on the time-varying second-order resonant circuit, which extrates the damping feature and frequency feature information in the eigenvalue sequence of the trajectory section, then compares it with the results of signal processing. The influence mechanism of time-varying factors on system stability is clarified, and the advantages of the trajectory section eigenvalue method in stability evaluation are demonstrated.