Answers are grounded in this paper and cite their sources.
Stress-strain curves for a Rochelle salt crystal for 16 to 36^∘{}C.---A crystal cut so as to give maximum piezo-electric response under compression, was mounted so that a known force was applied to the center of a brass block resting on the top, and the corresponding strain was measured to within 10^-6mm by means of an optical extensometer described by S. R. Williams. Variation with piezo-electric charge. When the load is applied, the initial strain is less than the final strain by an amount proportional to the initial piezo-electric charge, the difference varying with the temperature and reaching a maximum for 22.25^∘{}, the temperature of maximum piezo-electric response. For a stress of 2225 gm/cm², the strain with the charge is less than the "no charge" strain by an amount 0.7 ×{} 10³ per coulomb per cm²; for this stress the initial and final strains were 9.5 and 13.4 ×{} 10^-5, the corresponding moduli being 2.32 and 1.62, both times 10¹⁰ dynes. The final strain is independent of temperature; it is not proportional to stress, being 7.5 ×{} 10^-5 for 1 kg/cm² and 12.5 ×{} 10^-5 for 2 kg/cm².
No takes yet. Share an insight, caveat, or question.
Frank C. Isely (1924) studied this question.
Synapse has enriched 10 related papers. Consider them for comparative context: