Measurement mechanism and measurement method of ferroelectric materials electric hysteresis loop wire
A technology of hysteresis loops and ferroelectric materials, which is applied in measuring devices, hysteresis curve measurement, and electrical variable measurement, can solve problems such as inability to compare and analyze, and achieve the effect of ensuring accuracy
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example 1
[0049] Test sample 1 is a ferroelectric ceramic Ba 0.9 Sr 0.1 TiO 3 , sample thickness d=9.8×10 -4 m, electrode area S=7.329×10 -5 m 2 , the sinusoidal excitation voltage U i The amplitude is 1800V, the frequency is 1Hz, measured according to step a of the aforementioned method, the J-E relationship curve and the P-E relationship curve are obtained, and the coercive field strength E c , the remanent polarization P r , the spontaneous polarization P s , the maximum polarization P max . In this example, the leakage conduction resistance R x =1.677×10 8 Ω, linearly polarized capacitance C x =2.028nF, loss current density J Rx , Linear polarization current density J Cx The relationship curve J with the electric field intensity E Rx -E and J Cx -E As shown in Figure 4, the current density J before and after compensation 0 and J C The relationship curve J with the electric field intensity E 0 -E and J C -E As shown in Figure 5, the polarization strength P before a...
example 2
[0056] Test sample 1 is ferroelectric ceramic BaTi 0.9 sn 0.1 o 3 , sample thickness d=1.0×10 -3 m, electrode area S=7.329×10 -5 m 2 , after adding a DC bias voltage of 1500V to the test sample 1 for 60 seconds, superimpose a sinusoidal alternating signal with a frequency of 1Hz and an amplitude of 10V. The resulting P-E curve is shown in Figure 7. The reversible dielectric constant of test sample 1 was calculated to be 4092. It can be seen from Figure 7 that the upper and lower branches of the curve coincide and form a linear relationship, and an accurate and reliable reversible permittivity is obtained.
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