• Chinese Journal of Lasers
  • Vol. 46, Issue 1, 106003 (2019)
Yan Han, Yang Yuanhong*, and Yang Fuling
Author Affiliations
  • [in Chinese]
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    DOI: 10.3788/CJL201946.0106003 Cite this Article Set citation alerts
    Yan Han, Yang Yuanhong, Yang Fuling. Response Model and Compensation Technology of Thermal Diffusion Delay in Fiber Optic Gyro Coil[J]. Chinese Journal of Lasers, 2019, 46(1): 106003 Copy Citation Text show less
    Schematic of fiber coil expansion
    Fig. 1. Schematic of fiber coil expansion
    Temperature distribution of fiber coil. (a) Overall distribution; (b) equivalent semi-infinite thermal diffusion model
    Fig. 2. Temperature distribution of fiber coil. (a) Overall distribution; (b) equivalent semi-infinite thermal diffusion model
    Schematic of temperature change at position d in fiber coil under different diffusion coefficients
    Fig. 3. Schematic of temperature change at position d in fiber coil under different diffusion coefficients
    Structural diagram of experimental system
    Fig. 4. Structural diagram of experimental system
    Experimental photos. (a) System photo; (b) installation photo of turntable with temperature chamber
    Fig. 5. Experimental photos. (a) System photo; (b) installation photo of turntable with temperature chamber
    Output diagrams of FOG for -25 ℃→-45 ℃→-25 ℃
    Fig. 6. Output diagrams of FOG for -25 ℃→-45 ℃→-25 ℃
    Original zero bias and compensated zero bias of gyro for -25 ℃→-45 ℃→-25 ℃
    Fig. 7. Original zero bias and compensated zero bias of gyro for -25 ℃→-45 ℃→-25 ℃
    Relationship between thermal diffusion delay response time and temperature
    Fig. 8. Relationship between thermal diffusion delay response time and temperature
    Gyroscope output in full-temperature
    Fig. 9. Gyroscope output in full-temperature
    Original gyro output and compensated gyro output in full temperature
    Fig. 10. Original gyro output and compensated gyro output in full temperature
    T /℃abcd
    -25→-45→-25-4.89×10-6-3.08×10-5-0.0002930.99998
    10→-10→10-6.12×10-6-1.29×10-5-0.0002781.00012
    45→65→45-1.24×10-5-3.22×10-5-0.0005311.00141
    Average value-7.80×10-6-2.53×10-5-0.0003671.00017
    Table 1. Parameter values of no-delay model
    T /℃abcdτd /(102 s)τ'd /(102 s)
    -25→-45→-25-5.11×10-6-3.45×10-5-0.0003281.000318.638.12
    10→-10→10-7.66×10-6-1.94×10-5-0.0003621.000435.475.24
    45→65→45-1.95×10-5-3.75×10-5-0.0006781.001023.093.21
    Average value-1.08×10-5-2.87×10-5-0.0004561.00059
    Table 2. Parameter values of delay model
    T /℃Original biasdrift ΩB /[(°)·h-1]Bias driftwithoutdelay ΩC /[(°)·h-1]Bias driftwith delayΩD /[(°)·h-1]
    -25→-45→-250.00710.00370.0023
    10→-10→100.00420.00300.0021
    45→65→450.01130.00550.0031
    Table 3. Zero biases of gyro before and after compensation
    Yan Han, Yang Yuanhong, Yang Fuling. Response Model and Compensation Technology of Thermal Diffusion Delay in Fiber Optic Gyro Coil[J]. Chinese Journal of Lasers, 2019, 46(1): 106003
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