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Volume 25 Issue 6
Sep.  2013
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Citation:
shu

Study on green problem of SHG

  • 1.

    National Laboratory of Laser Technology, HUST, Wuhan, 430074;

  • 2.

    Inst it ute of Physics, Chinese Academy of Sciences, Beijing, 100080;

  • 3.

    Optisches, Institute, TU-Berlin, Str. d. Juni 135. 10623 Berlin, Germany

  • Received Date: 2000-09-07
    Accepted Date: 2000-11-30
  • An extended physical model on intracavity binary wave plates based on the Jones matrix formalism that gives the prerequisite for independently intracavity frequency doubling under CW multi longitudinal mode operation has been obtained. The formulas for eliminating the noise of the frequency doubled output in phase matching type Ⅱ and type Ⅰ conditions are presented. A general condition concerning the round-trip Jones matrix has been achieved. The eigenvectors for the phase matching type Ⅱ and type Ⅰ have been determined analytically.
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    W ilson J,Hankes J F B.Lsers,London:Prentice Hall International (UK)Ltd 1987:144
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    Baer T.J 0 S A,1986;B3:1175
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    James G E,Harrell E,M Ⅱ.Roy R.Phys Rev,1990;A41(5):2778~2790
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    Oka M,Kubota S.Opt Lett,1988;13(10):805
    [5]

    Zhu Ch H.Working Report at Optical Institute of TC-Berlin,1999
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  • 1. 

    沈阳化工大学材料科学与工程学院 沈阳 110142

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Study on green problem of SHG

  • 1. National Laboratory of Laser Technology, HUST, Wuhan, 430074;
  • 2. Inst it ute of Physics, Chinese Academy of Sciences, Beijing, 100080;
  • 3. Optisches, Institute, TU-Berlin, Str. d. Juni 135. 10623 Berlin, Germany
  • Received Date: 2000-09-07
  • Accepted Date: 2000-11-30
  • Available Online: 2001-11-25

Abstract: An extended physical model on intracavity binary wave plates based on the Jones matrix formalism that gives the prerequisite for independently intracavity frequency doubling under CW multi longitudinal mode operation has been obtained. The formulas for eliminating the noise of the frequency doubled output in phase matching type Ⅱ and type Ⅰ conditions are presented. A general condition concerning the round-trip Jones matrix has been achieved. The eigenvectors for the phase matching type Ⅱ and type Ⅰ have been determined analytically.

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