Piezo
Ceramics Tutorial 4 of 15
Piezoelectric
Ceramic Vibrations & Displacements
When the
crystalline structure of a material has no centre of symmetry, it
is noncentrosymmetric. A single crystal with this structure has
anisotropic characteristics: the properties of the material differ
according to the direction of measurement. Piezoelectricity is an
anisotropic characteristic. The non-centrosymmetric crystalline
structure provides a net electric dipole moment within the crystal
unit cell. Any dipoles aligned in the same direction will arrange
themselves into regions called domains.
Piezoelectric
ceramics are ferroelectric materials. These materials have
noncentrosymmetric unit cells below a certain temperature and a
centrosymmetric structure above that temperature. That temperature
is the Curie temperature. Above the Curie temperature, these
ceramics have a centrosymmetric structure and have no
piezoelectric characteristics. Below the Curie temperature, these
ceramics have a noncentrosymmetric structure.
A
ceramic material is composed of many randomly oriented
crystals or grains, each having one or a few domains. With
the dipoles randomly oriented, the material is isotropic and
does not exhibit the piezoelectric effect. By applying
electrodes and a strong d.c. electric field, the dipoles
will tend to align themselves parallel to the field, so that
the material will have a permanent (or remanent)
polarization. Refer to Figure 5. Not as many domains can
align their dipoles in ceramic materials as in single
crystals, but enough do so that the material will become
piezoelectric. After poling, the material has a remanent
polarization (Pr) and remanent stress (Sr) as shown in
Figures 6A and B.
| Fig
5 Poling |
|
| Unpoled |
Poled |
 |
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| Fig
6 Hysteresis |
|
| Fig
6A |
Fig
6B
|
 |
 |
As this
"poled" ceramic is subjected to stress, the
crystal lattice or grains distort causing some of the
domains to grow at the expense of others. This changes the
total dipole moment of the material. Within a certain range
of stress, this change of dipole moment with stress gives
rise to piezoelectric property (and its converse) can be
used practically, because the material's response is nearly
linear.
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