Piezoelectric sound-generating body and electronic device using the same
09837597 · 2017-12-05
Assignee
Inventors
Cpc classification
H04R2499/11
ELECTRICITY
H04R17/00
ELECTRICITY
International classification
Abstract
A piezoelectric drive element includes piezoelectric layers, electrode layers between the piezoelectric layers, and electrode layers as the surfaces of the laminated layers. The piezoelectric layers are arranged on the upper side and on the lower side with reference to the center in the thickness direction, and are polarized in opposite directions. The thicknesses of piezoelectric layers at the center which have the least displacement are the thickest. The thicknesses of the piezoelectric layers above and under the thickest piezoelectric layers decrease gradually in an outward direction. A piezoelectric sound-generating body is constructed by affixing the piezoelectric driving element to a support plate and supporting the piezoelectric driving element with a frame.
Claims
1. A piezoelectric sound-generating body using a piezoelectric driving element constituted by a laminate of multiple piezoelectric layers, wherein: an electrode layer is formed between the respective piezoelectric layers, wherein the piezoelectric layers and electrode layers extend in a longitudinal direction of the piezoelectric driving element, and the displacement is defined along the longitudinal direction; the piezoelectric layer in an area associated with a smallest displacement of the piezoelectric driving element is a thickest among the piezoelectric layers; and other piezoelectric layers have thickness becoming thinner layer by layer-consecutively in a lamination direction from the thickest piezoelectric layer, all the piezoelectric layers being connected to two shared side electrodes which are all side electrodes provided in the piezoelectric driving element, wherein the other piezoelectric layers are provided above and below the thickest piezoelectric layer and polarized in opposite directions so as to produce flexural displacement when driving current is applied to the side electrodes.
2. A piezoelectric sound-generating body comprising a support plate supporting a bimorph piezoelectric driving element constituted by two sets of piezoelectric layers constituting a laminate of four or more piezoelectric layers of an even number contributing to displacement, wherein: an electrode layer is formed between the respective piezoelectric layers, wherein the piezoelectric layers and electrode layers extend in a longitudinal direction of the piezoelectric driving element, and the displacement is defined along the longitudinal direction; the two sets of piezoelectric layers, each set having a same number of piezoelectric layers disposed above and below a center boundary along a lamination direction, are polarized in opposite directions so as to produce flexural displacement when driving current is applied to the side electrodes; the piezoelectric layers in the two sets have thickness becoming thinner layer by layer consecutively upward and downward in the lamination direction from the center boundary, respectively; and the piezoelectric layers in the two sets at a same position in the laminate above and below the center boundary as a reference point have a same thickness, all the piezoelectric layers in each set being connected to two shared side electrodes which are all side electrodes provided in the piezoelectric driving element.
3. A piezoelectric sound-generating body according to claim 2, wherein, when a thickness of the thickest piezoelectric layer among the piezoelectric layers contributing to displacement is given by t.sub.dmost, a thickness from the reference point to an nth layer (n is a natural number) satisfies t.sub.dmost×(√n), where the reference point represents a center boundary-side surface of the thickest piezoelectric layer.
4. A piezoelectric sound-generating body according to claim 3, wherein, when the thickness of the thickest piezoelectric layer among the piezoelectric layers contributing to displacement is given by tamest and a number of piezoelectric layers contributing to displacement is given by 2n, a total layer thickness satisfies 2×t.sub.dmost×(√n).
5. A piezoelectric sound-generating body according to claim 2, wherein, when the thickness of the thickest piezoelectric layer among the piezoelectric layers contributing to displacement is given by t.sub.dmost and a thickness of an nth electrode layer (n is a natural number) from the center boundary is given by t.sub.ie(n), a thickness from the base point to the nth layer satisfies t.sub.dmost×(√n)+Σt.sub.ie(n−1), where the base point represents a center boundary-side surface of the thickest piezoelectric layer.
6. A piezoelectric sound-generating body being a unimorph type wherein a piezoelectric driving element constituted by a single set of piezoelectric layers constituting a laminate of two or more piezoelectric layers contributing to displacement is polarized in a single direction and attached to only one of main sides of a support plate, wherein: an electrode layer is formed between the respective piezoelectric layers, wherein the piezoelectric layers and electrode layers extend in a longitudinal direction of the piezoelectric driving element, and the displacement is defined along the longitudinal direction; and the piezoelectric layers have thickness becoming thinner layer by layer consecutively in a lamination direction from the piezoelectric layer facing the support plate, all the piezoelectric layers being connected to two shared side electrodes which are all side electrodes provided in the piezoelectric driving element, so as to produce flexural displacement when driving current is applied to the side electrodes.
7. A piezoelectric sound-generating body according to claim 6, wherein: the support plate is a vibration plate made of metal material; and, when a thickness of the thickest piezoelectric layer among piezoelectric layers contributing to displacement is given by t.sub.dmost, a thickness from a reference point to an nth layer (n is a natural number) satisfies t.sub.dmost×(√n), where the reference point represents a surface of the thickest piezoelectric layer facing the support plate.
8. A piezoelectric sound-generating body according to claim 6, wherein: the support plate is a vibration plate made of metal material; and, when a thickness of the thickest piezoelectric layer among piezoelectric layers contributing to displacement is given by t.sub.dmost and a thickness of an nth electrode layer (n is a natural number) from the reference point is given by t.sub.ie(n), a thickness from the reference point to the nth layer satisfies t.sub.dmost×(√n)+Σt.sub.ie(n−1), where the reference point represents a surface of the thickest piezoelectric layer facing the support plate.
9. A piezoelectric sound-generating body according to claim 3, wherein a margin of error up to ±10% relative to the calculated value of the equation is allowed for the thickness of each of the piezoelectric layers.
10. An electronic device characterized by utilizing a piezoelectric sound-generating body according to claim 1.
11. A piezoelectric sound-generating body according to claim 5, wherein a margin of error up to ±10% relative to the calculated value of the equation is allowed for the thickness of each of the piezoelectric layers.
12. A piezoelectric sound-generating body according to claim 7, wherein a margin of error up to ±10% relative to the calculated value of the equation is allowed for the thickness of each of the piezoelectric layers.
13. A piezoelectric sound-generating body according to claim 8, wherein a margin of error up to ±10% relative to the calculated value of the equation is allowed for the thickness of each of the piezoelectric layers.
14. An electronic device characterized by utilizing a piezoelectric sound-generating body according to claim 2.
15. An electronic device characterized by utilizing a piezoelectric sound-generating body according to claim 6.
Description
BRIEF DESCRIPTION OF THE DRAWINGS
(1)
(2)
(3)
(4)
(5)
MODES FOR CARRYING OUT THE INVENTION
Example 1
(6) The best modes for carrying out the present invention are explained in detail below based on examples.
(7) As shown in
(8) In this example, the piezoelectric layers 20, 30 in the areas associated with the smallest displacement (smallest expansion and contraction in the lateral direction) of the piezoelectric driving element 10 are formed the thickest. Then, the piezoelectric layers 20, 22 and 24 become gradually thinner in this order, while the piezoelectric layers 30, 32 and 34 also become gradually thinner in this order. The piezoelectric layers 20 and 30 have the same thickness, piezoelectric layers 22 and 32 have the same thickness, and piezoelectric layers 24 and 34 have the same thickness. In other words, the thickness of each piezoelectric layer is set in such a way to achieve a vertically symmetrical layer structure and thicknesses with reference to the electrode layer 40 used as the plane of symmetry. This means that, when adopting the bimorph structure as is the case in this example, there are always four or more piezoelectric layers (piezoelectric layers contributing to displacement) of an even number that constitute the piezoelectric driving element. The thickness ratios of piezoelectric layers are explained in detail later.
(9) The piezoelectric driving element 10 can be produced with a normal method comprising forming PZT or other piezoelectric sheets, printing a paste containing electrodes on the sheets and stacking/pressure-bonding the printed sheets, and then sintering the stacked/pressure-bonded sheets at a specified temperature. The element dimensions in planar directions are not specified in any way, but a circle of approx. 20 to 25 mm in diameter or rectangle of approx. 15 to 20 mm per side is desired when use of the element for normal mobile devices is assumed. In this example, the element is rectangular. In the example of
(10) Next, the piezoelectric layers 20 through 24, 30 through 34 of the laminate thus formed are impressed with polarization voltage using the electrode layers 40 through 46, 52 through 56, and polarized as specified. For instance, in the example shown in
(11) When the piezoelectric driving element 10 has a four-layer structure, on the other hand, the electrode layer 42 provides a positive electrode pattern, while the electrode layer 52 provides a negative electrode pattern, as shown in
(12) Sintering of the laminate and formation of the electrodes are followed by polarization. A voltage equal to or greater than the coercive electric field of the material is applied as the polarization voltage, but the voltage applied must be appropriate for the thickest layer. Also, the temperature may be raised to lower the voltage at the time of polarization. Polarization is implemented based on three poles associated with positive voltage, negative voltage, and common voltage of 0 V, respectively, using the positive electrode pattern, negative electrode pattern, and common pattern, as shown in
(13) Then, signals are input to these connected electrodes and common electrode to cause the top half and bottom half of the piezoelectric driving element 10 to expand and contract in opposite directions, thereby producing flexural displacement. In the example of the six-layer structure in
(14) The overall thickness of the piezoelectric driving element 10 is 50 to 200 μm. If the thickness is smaller than this range, insufficient strength is produced to overcome air or the rigidity of a support plate 70 described layer, thus preventing the element from displacing fully. If the thickness is greater than this range, on the other hand, the piezoelectric driving element 10 cannot also displace fully, due to excessive rigidity of the element itself. While the example in
(15) The thickness ratios of multiple piezoelectric layers can be given by Equation 1 below when flexural displacement is assumed and the total number of layers is given by 2n (n is a natural number) from the amount of expansion/contraction required of each layer as calculated from the radius of curvature:
√{square root over (n)}−√{square root over (n−1)};√{square root over (n−1)}−√{square root over (n−2)}; . . . √{square root over (2)}−√{square root over (1)}:1:1:√{square root over (2)}−√{square root over (1)};√{square root over (3)}−√{square root over (2)}; . . . √{square root over (n−1)}−√{square root over (n−2)};√{square root over (n)}−√{square root over (n−1)} [Equation 1]
(16) When Equation 1 above is used, the thickness ratios of piezoelectric bodies are √2−1:1:1:√2−1 from the bottom layer when there are four layers (n=2). They are √3−√2:√2−1:1:1:√2−1:√3−√2 when there are six layers (n=3), and 2−√3:√3−√2:√2−1:1:1:√2−1:√3−√2:2−√3 when there are eight layers (n=4). Note that an acceptable margin of error for the thickness of each layer is up to ±10% of the above ratio. It has been shown that, when the thicknesses of respective layers having these ideal thickness ratios are added up, the total layer thickness is expressed by the relationship of 2×t.sub.dmost×(√n), where t.sub.dmost indicates the thickness of the thickest piezoelectric layer among the piezoelectric layers contributing to displacement and the number of piezoelectric layers contributing to displacement is given by 2n. In other words, when the thickness of the thickest piezoelectric layer among the piezoelectric layers contributing to displacement is given by t.sub.dmost, the thickness from the base point to the nth layer (n is a natural number) satisfies t.sub.dmost×(√n), where the base point represents the boundary surface between the thickest piezoelectric layer and the center electrode layer. Since the piezoelectric driving element in this example is of the bimorph structure, the piezoelectric layer thickness of the element as a whole is twice that, or specifically 2×t.sub.dmost×(√n) as mentioned above.
(17) However, the actual laminate must have an electrode layer formed between layers. These electrodes must be formed simultaneously as the ceramics (piezoelectric layers) are sintered, and therefore use silver, platinum, palladium, or alloy thereof that does not melt but is only sintered at the sintering temperature of the ceramics. Unlike the piezoelectric layers, the electrode layers do not deform under voltage and thus Equation 1 above is modified according to the presence of electrode layers. Given this inhibition of the amount of displacement of the piezoelectric driving element 10 according to the presence of electrode layers, the electrode layers should be as thin as possible, such as 1 to 2 μm when the printing method is used. In addition, having more layers means a higher electrode ratio, so the practical number of piezoelectric layers to be stacked is no more than eight. Also, at least four layers are required because if there are only two layers, there is no gradient or difference in layer thickness.
(18) Equation 1 above can be modified to account for greater overall thickness and higher bending rigidity by giving the thickness of this electrode layer by t.sub.ie, thickness of the thickest piezoelectric layer by t.sub.dmost, and ratio A of the thickness of this electrode layer to the thickness of the thickest piezoelectric layer by (t.sub.ie/t.sub.dmost) but such modified equation cannot be solved analytically. When the Young's modulus of the electrode material is assumed as 50 to 150 GPa, overall thickness of the piezoelectric driving element 10 is assumed as 50 to 200 μm, and maximum electrode thickness is assumed as 5 μm; however, the equation can be calculated approximately. When there are four piezoelectric layers, optimum characteristics can be achieved by adjusting the thicknesses of piezoelectric layers 32, 30, 20, and 22 to the ratios given by Equation 2 below:
√{square root over (2)}−1−A:1−4A:1−4A:√{square root over (2)}−1−A [Equation 2]
(19) Similarly, when there are six piezoelectric layers, the thickness ratios of piezoelectric layers 34, 32, 30, 20, 22, and 24 that provide optimum characteristics are given by Equation 3 below:
√{square root over (3)}−√{square root over (2)}−A:√{square root over (2)}−1−2A:1−4A:1−4A:√{square root over (2)}−1−2A:√{square root over (3)}−√{square root over (2)}−A [Equation 3]
(20) Furthermore, when there are eight piezoelectric layers, the thickness ratios of piezoelectric layers 36, 34, 32, 30, 20, 22, 24, and 26 that provide optimum characteristics are given by Equation 4 below:
(21)
(22) The effects of the present invention can be demonstrated so long as the margin of error of the thickness of each piezoelectric layer is within ±10%. Since this example applies to the bimorph type, however, each layer on the outer side must be thinner than other layer present on the inner side of it. If this condition is not met, the element capacity will increase and driving current will rise, thereby preventing the desired effects from manifesting.
(23) It has been shown that, when the electrode layer thickness is also considered, as mentioned above, the thickness from the base point to the nth layer is expressed by the relationship of t.sub.dmost×(√n)+Σt.sub.ie(n−1), where t.sub.dmost represents the thickness of the thickest piezoelectric layer among the piezoelectric layers contributing to displacement and the base point represents the boundary surface between the thickest piezoelectric layer and the center electrode layer.
(24) This is explained in concrete terms by referring to
(25) As shown in
(26) The aforementioned frame may be a simple frame shape with an opening 82 like a frame 80 shown in
(27) Table 1 below lists the sound pressure (average of sound pressures at 800, 1000, 1500, and 2000 Hz) and current in driven state of each speaker produced in this method. The elements tested were 14×18 mm in size, each attached to the support plate 70 using a 100 μm thick elastomer and to the lid-shaped metal frame 90 as shown in
(28) TABLE-US-00001 TABLE 1 Current when Number Electrode Element Average sound 10 kHz sine of Layer formation layer thickness thickness pressure level wave is input layers (μm) (μm) (μm) (dB) (mA) Example 1 4 12:24:24:12 2 72 97.0 220 Comparative 4 18:18:18:18 2 72 96.9 380 Example 1 Comparative 4 8:28:28:8 2 72 96.8 420 Example 2 Example 2 4 16:32:32:16 3 96 96.9 280 Comparative 4 24:24:24:24 3 96 96.7 490 Example 3 Comparative 4 12:36:36:12 3 96 97.0 540 Example 4 Example 3 6 11:12:31:31:12:11 2 108 97.0 600 Comparative 6 18:18:18:18:18:18 2 102 96.8 820 Example 5 Example 4 8 15:17:20:48:48:20:17:15 2 200 96.8 860 Comparative 8 25:25:25:25:25:25:25:25 2 200 96.9 1240 Example 6
As is evident from the results of Examples 1 through 4 and Comparative Examples 1 through 6 in Table 1, the elements within the scope of the present invention had sufficiently small current, while those outside the scope of the present invention had large current and could not achieve desired effects.
(29) As explained, Example 1 involves a piezoelectric sound-generating body using a bimorph piezoelectric driving element 10 constituted by a laminate of multiple piezoelectric layers, where the piezoelectric layer at the center where the amount of displacement is the smallest is made the thickest. It also has the same number of layers above and below the center in the thickness direction and a vertically symmetrical layer structure, and its piezoelectric layers become gradually thinner from the center toward the outer side. This way, the capacity can be reduced and current can be kept low even when high frequency signals are input, without affecting the amount of displacement of the element. As a result, failures due to heat generation can be prevented, while size reduction also becomes possible because there is no longer a need to use thick conductive wires for the driving circuit.
(30) <Variation Example 1> . . . Next, Variation Example 1 of this example is explained by referring to
<Variation Example 2> . . . Next, Variation Example 2 of this example is explained by referring to
Example 2
(31) Next, Example 2 of the present invention is explained by referring to
(32) It suffices that there are at least two piezoelectric layers, but if there are n number of layers (n is a natural number), for example, ideally the thickness ratios of piezoelectric layers correspond to the ratios given by Equation 5 below from the vibration plate 122 side toward the upper layers. Needless to say, a margin of error of up to ±10% is allowed for the ratio of each piezoelectric layer, as is the case in Example 1 above. To apply Equation 5 below, the vibration plate 122 to be used is one whose Young's modulus is 50 to 200 GPa and thickness is one half or less that of the laminate piezoelectric body 12.
1:√{square root over (2)}−√{square root over (1)}:√{square root over (3)}−√{square root over (2)}: . . . √{square root over (n−1)}−√{square root over (n−2)}:√{square root over (n)}−√{square root over (n−1)} [Equation 5]
(33) Furthermore, desirably the total layer thickness is specified as t.sub.dmost×(√n) where t.sub.dmost represents the thickness of the thickest piezoelectric layer among the piezoelectric layers contributing to displacement and n represents the number of piezoelectric layers contributing to displacement.
(34) In addition, Equation 5 above can be modified according to the presence of electrode layers in between piezoelectric layers by defining the ratio A of the thickness of the electrode layer (t.sub.ie) to the thickness of the thickest piezoelectric layer (t.sub.dmost) as A=(t.sub.ie/t.sub.dmost), as is the case in Example 1 above. For example, the equation can be calculated approximately by assuming the Young's modulus of the electrode material to be 50 to 150 GPa, total thickness of the piezoelectric driving element 120 to be 50 to 200 μm, and maximum electrode thickness to be 5 μm. When there are two piezoelectric layers, optimal characteristics can be achieved by adjusting the thicknesses of piezoelectric layers 20, 22 to the ratios given by Equation 6 below:
1−4A:√{square root over (2)}−1−A [Equation 6]
(35) Similarly, when there are three piezoelectric layers, the thickness ratios of piezoelectric layers 20, 22, 24 that provide optimal characteristics are given by Equation 7 below:
1−4A:√{square root over (2)}−1−2A:√{square root over (3)}−√{square root over (2)}−A [Equation 7]
(36) Furthermore, when there are four piezoelectric layers, the thickness ratios of piezoelectric layers 20, 22, 24, 26 that provide optimal characteristics are given by Equation 8 below:
(37)
(38) The effects of the present invention can be demonstrated so long as the margin of error of the thickness of each piezoelectric layer is within ±10%. Since this example applies to the bimorph type, however, each layer on the outer side must be thinner than the piezoelectric layer 20 present on the vibration plate 122 side of it. If this condition is not met, the element capacity will increase and driving current will rise, thereby preventing the desired effects from manifesting. So long as the foregoing is met, effects similar to those described in Example 1 can be achieved even when the unimorph type is used as in this example. When the thickness of the electrode layer is considered, the thickness from the base point (boundary surface between the vibration plate 122 and piezoelectric layer 20 in this example) to the nth layer is expressed by t.sub.dmost ×(√n)+Σt.sub.ie(n−1) as described above in Example 1.
(39) The present invention is not limited to the aforementioned examples in any way, and various changes can be added to the extent that doing so does not deviate from the key points of the present invention. For example, the following are also permitted as included in the scope of the present invention: (1) The shape of the piezoelectric driving element as shown in the above examples is an example and it can be changed to a circle, etc., as deemed appropriate if necessary. (2) The dimensions of the piezoelectric driving element in planar directions as shown in the above examples are also an example and the design can be changed as deemed appropriate if necessary. (3) The material shown in the above examples is also an example and any of various known materials can be used. (4) The mechanism to support the piezoelectric driving element using the support plate 70 and frame 80 or 90 as shown in Example 1 above is also an example and the design can be changed as deemed appropriate to the extent that similar effects are achieved. (5) The lamination method of the piezoelectric driving element as shown in Example 1 above is also an example and it can be changed as deemed appropriate if necessary. In the case of a bimorph type of four-layer structure whose piezoelectric layers 20, on the center side are roughly twice as thick as the piezoelectric layers 22, 32 on the outer side, two of the piezoelectric sheets used as the piezoelectric layer 22 or 32 are stacked on top of each other to form the piezoelectric layer 20 or 30, as shown in
INDUSTRIAL FIELD OF APPLICATION
(40) According to the present invention, a piezoelectric sound-generating body using a piezoelectric driving element constituted by a laminate of multiple piezoelectric layers is formed in such a way that the piezoelectric layer in the area associated with the smallest displacement is the thickest and the piezoelectric layers become gradually thinner toward the outer side. This way, the capacity can be reduced and current can be kept low without affecting the amount of displacement of the element, and as this prevents failures and allows for size reduction, the present invention can be applied to a piezoelectric sound-generating body installed in electronic devices, etc. In particular, the present invention is suitable for mobile electronic devices, etc., representative examples of which include mobile phones and smartphones.
DESCRIPTION OF THE SYMBOLS
(41) 10: Piezoelectric driving element, 12, 14: Laminate piezoelectric body, 20 to 26, 30 to 36: Piezoelectric layer, 40 to 46, 52 to 58: Electrode layer, 50, 60 to 68: Side electrode, 70: Support plate, 80, 90: Frame, 82: Opening, 92: Space, 94: Bottom surface, 96: Sound emitting hole, 100: Piezoelectric driving element, 102: Inactive layer, 110: Piezoelectric driving element, 112: Shim plate (support plate), 120: Piezoelectric driving element, 122: Vibration plate