Inclination Sensor Based on Fiber Bragg Grating and Its Inclination Measurement Method
A fiber optic Bragg and inclination sensor technology, applied in the direction of measuring devices, measuring inclination, instruments, etc., can solve the problems of not being able to expand the range detection range, limit the practical application of sensors, and measure uncertainty errors, so as to improve design flexibility, Easy replacement and improved measurement accuracy
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Embodiment 1
[0056] The thin-walled equal-section metal beam 9 is made of beryllium bronze with good elasticity and toughness, and its modulus of elasticity is E=131GPa. The upper end of the beryllium bronze is fixed on the fixed bottom plate by the fixed briquetting block 6 and the first movable briquetting block 10 12 Above, the lower end of the thin-walled equal-section metal beam 9 is closely connected with the mass block 17 through the second movable pressure block 16 and the sixth screw 15. The length of beryllium bronze is L=52mm, the width is a=6mm, and the thickness is b= 1.5mm, mass block 17 adopts cylindrical brass with high density, and its mass m=0.1kg. When the structure deviates from the vertical plane to produce an inclination angle, the external force load produced by the mass block 17 makes the strain at the lower end L2=9mm of the thin-walled equal-section metal beam 9 change, and then the optical fiber Bragg grating stuck there Stretching causes the center wavelength to...
Embodiment 2
[0064] Similar to Embodiment 1, the difference is that the width of the thin-walled equal-section metal beam becomes b=8mm, and the sensor inclination response curve obtained from the experiment is as follows Figure four shown by Figure four It can be seen that after increasing the width of the thin-walled equal-section metal beam, the sensor has a linear range of 0-80°, that is, increasing the width of the thin-walled equal-section metal beam reduces the sensitivity of the sensor and expands the inclination detection of the sensor range, so that it can be effectively applied to the application requirements of different engineering environments.
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