• High Power Laser Science and Engineering
  • Vol. 1, Issue 3-4, 3-43-4000126 (2013)
Yanwen Xia1、*, Yue Liang1, Sen Li1, Junpu Zhao1, Zhitao Peng1, Hongguang Li2, Hua Liu1, Zhihong Sun1, Kuixing Zheng1, and Xiaofeng Wei1
Author Affiliations
  • 1Research Center of Laser Fusion, CAEP, Mianyang 621900, China
  • 2Xi’an Institute of Optics and Fine Mechanics, Chinese Academy of Sciences, Xi’an 710119, China
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    DOI: 10.1017/hpl.2013.21 Cite this Article Set citation alerts
    Yanwen Xia, Yue Liang, Sen Li, Junpu Zhao, Zhitao Peng, Hongguang Li, Hua Liu, Zhihong Sun, Kuixing Zheng, Xiaofeng Wei. Energy measurement system of a large-aperture high power laser experiment platform[J]. High Power Laser Science and Engineering, 2013, 1(3-4): 3-43-4000126 Copy Citation Text show less
    Schematic view of the energy diagnostic system of the large-aperture High PowerLaser Experiment Platform.
    Fig. 1. Schematic view of the energy diagnostic system of the large-aperture High Power Laser Experiment Platform.
    After-crystal energy relationship diagram.
    Fig. 2. After-crystal energy relationship diagram.
    Comparison of the energy balancing relationship between the two approaches.(a) the relationship curve between $\Sigma =h_{1}W_{1}+h_{2}W_{2}+h_{3}W_{3}$ and energy reading from three-wavelength calorimeterreading $W_{4}$ and (b) their corresponding relative errors.
    Fig. 3. Comparison of the energy balancing relationship between the two approaches. (a) the relationship curve between $\Sigma =h_{1}W_{1}+h_{2}W_{2}+h_{3}W_{3}$ and energy reading from three-wavelength calorimeter reading $W_{4}$ and (b) their corresponding relative errors.
    Comparison between the energy balancing relationships from two approaches. (a)The relationship curve between $A={K}'_{1} W_{1}+{K}'_{2} W_{2}+{K}'_{3}W_{3}$ and energy reading from the 420 calorimeter, $E_{420}$, in back of the third-harmonics sampling mirror 1and (b) their corresponding relative errors.
    Fig. 4. Comparison between the energy balancing relationships from two approaches. (a) The relationship curve between $A={K}'_{1} W_{1}+{K}'_{2} W_{2}+{K}'_{3}W_{3}$ and energy reading from the 420 calorimeter, $E_{420}$, in back of the third-harmonics sampling mirror 1 and (b) their corresponding relative errors.
    The relationship curve (a) between the total output energy from calibration andthat derived from the main amplifier, and (b) their corresponding relativeerrors.
    Fig. 5. The relationship curve (a) between the total output energy from calibration and that derived from the main amplifier, and (b) their corresponding relative errors.
    Under different harmonics conversion efficiencies, the relationship curvebetween (a) the main amplifier energy and the total output energy from thecrystal, and (b) their corresponding relative errors.
    Fig. 6. Under different harmonics conversion efficiencies, the relationship curve between (a) the main amplifier energy and the total output energy from the crystal, and (b) their corresponding relative errors.
    Items$h_{1}$$h_{2}$$h_{3}$
    Direct Calibration2.514680.178862.62612
    Combinational Calibration2.482890.192742.58239
    Table 1. Energy balancing coefficients from two approaches.
    Items${K}'_{1}$${K}'_{2}$${K}'_{2}$$K_{1}$$K_{2}$$K_{3}$
    Direct Calibration0.091790.023860.103060.09630.02440.1085
    Combinational Calibration0.091410.023810.103030.09590.02430.1084
    Coefficients from MA calorimeter0.09480.02510.1051
    Table 2. The energy sampling coefficients from two approaches.
    Yanwen Xia, Yue Liang, Sen Li, Junpu Zhao, Zhitao Peng, Hongguang Li, Hua Liu, Zhihong Sun, Kuixing Zheng, Xiaofeng Wei. Energy measurement system of a large-aperture high power laser experiment platform[J]. High Power Laser Science and Engineering, 2013, 1(3-4): 3-43-4000126
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