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The deformable pseudospin Mitsui model is modified in order to take intoaccount interactions of the ordering dipoles of Rochelle salt with dipoles,associated with switchable crystal defects. Using the Glauber-type kinetics ofthe ordering and defect pseudospins, we calculate the linear, second, and thirdorder dynamic susceptibilities and piezoelectric coefficients of the system.The defect-assisted dispersion of the dynamic characteristics below 1 kHz isdescribed. Behavior of the linear and non-linear susceptibilities close toT_C1,2 is also satisfactorily described by the presented model.

Defect-mediated relaxation and non-linear susceptibilities of Rochelle salt