机电耦合系数 | 介电常数 | 介质损耗 | 压电常数 | 弹性柔顺常数 | 机械品质因数 | 声速(m/s) | 体积密度 | 居里温度 | 杨氏模量 | 泊松比 | |||||||||
Kp | K31 | K33 | Kt | ε Tr3 | Tg δ% | d31 (-10-12m/v) | d33(-10-12m/v) | g31(-10-3m/v) | g33(-10-3vm/n) | Se11(-10-12m2/n) | Qm | Vd | V1 | V3 | Vt | ρ(103kg/m3) | Tc(℃) | YE11﹤109N/m3 | σ E |
What's Aging rate C?
The aging rate indicates the relative change in a given property per unit time, over intervals expressed on a decimal ex-ponent basis ("decades"). The following variables are used: cε: capacitance aging rate cf: resonance frequency aging rate ck: aging rate of the electromechanical coupling factor Thus, if the capacitance aging rate of He Shuai Ltd P4 ceramics is given as -4.5 % per decade, the aging curve is as for example: 1 day after polarization: 100 nF 10 days after polarization:96.6 nF (-3.4 %) 100 days after polarization:93.3 nF (-3.4 %) 1000 days after polarization:90.1 nF (-3.4 %)
What's the piezoelectric ceramic Capacitance C?
The capacitance of a piezoelectric transducer, measured at a frequency far below its minimum resonance frequency (usually 1 kHz). By using the relative dielectric permittivity, this parameter can be computed from the datasheet for a defined component geometry and material by means of the following formula:- = εrT εO · (A/d)
- electrode area
- d: electrode spacing
- A good approximation of the capacitance (in pF) of a piezoceramic body can be achieved by means of the following simplified equations: Round disk/cylinder: C= εrT εO · (A/d)
