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Piezoelectric actuators |
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| Apr10-08, 04:10 AM | #1 |
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Piezoelectric actuators
Hi
I have a question about piezoelectric actuators. I'm not an engineer and have no experience with actuators, but in looking over the first item in the data sheet here, I see that the maximum displacement is 5 µm with a resonant frequency of 17 khz. Does that mean the surface of the actuator is able to move 5 µm every 1/17,000 of a second? Is the above linked actuator capable of sustaining 17 khz for extended periods? Or does it require rest. Thanks for any help |
| Apr10-08, 08:52 AM | #2 |
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No, the resonant frequency is the frequency the actuator vibrates at to move. So anything the actuator is moving should not have a natural mode close to that resonant frequency. The data sheet does not say how fast the actuator is able to move from one limit to another, but 5um isn't much...
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| Apr10-08, 09:23 AM | #3 |
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| Apr10-08, 09:44 AM | #4 |
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Piezoelectric actuators
I think what you're looking for is a raw piezoelectric element, and a fast-switching power source. Piezoelectric actuators are made to move things, not necessarily switch very quickly.
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| Apr10-08, 10:00 AM | #5 |
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Can a raw piezoelectric element also move things? I haven't worked out exactly how much weight I'd need, but as a rough estimate, say 1 to 3 pounds, 5um to 50um per cycle at 10K+ cycles per second. The linear motion doesn't need to be much, just a lot of them per second. |
| Apr10-08, 10:26 PM | #6 |
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Well I Googled for several hours and found that Quartz is probably a good material to look into, but one thing I couldn't find was any information about how much Quartz deforms for various thicknesses and voltages. Does anyone know of a chart that shows this voltage -to-distortion relationship?
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| Apr10-08, 11:19 PM | #7 |
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This isn't a field that I know a lot about, but that seems to be an awful lot of mass to oscillate that rapidly, regardless of how small the movement is. There's a lot of inertia involved.
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| Apr11-08, 01:20 AM | #8 |
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I don't know if this is even possible, but if the interface between the piezoelectric material and the secondary material was stiff enough, the bond between the two materials strong enough, a second material would be essentially an extension of the piezoelectric material. It may be that as the size of a quartz crystal increases, the frequency of its piezoelectric distortion decreases but I can't find any hard numbers on the voltage/thickness/distortion/frequency relationships for quartz Just at an observational level, as a piece of metal gets thicker, the sound it makes when you hit it gets higher so, my gut instinct would be that quartz might behave the same. |
| Apr19-10, 03:35 AM | #9 |
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Hi, mech_engineer,
I'm working on project of active vibration control using piezoelectric patches . I'm using ANSYS for analysis part for optimal placement of smart structures on plate and also applying voltages to piezo actuators to suppress vibration. But i'm finding difficulty in analysis part in ANSYS ,can u help me ? |
| May4-10, 05:24 AM | #10 |
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No it is not necessary i guess...
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