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Volume 16 Issue 3
Sep.  2013
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Lie algebraic approach to the problem of computing the third-order aberrations of optical systems

  • Received Date: 1991-08-07
  • The seidel third-order aberration coefficients of a thick lens imaging system are derived analytically with the aid of Lie algebra and optical symplectic map.We have shown that the expressions obtained in this paper are general and applicable to analyzing aberrations of the conventional optical imaging systems such as thin lens,concave(or convex)-planar lens and spherical lens etc.By a suitable choice of geometrical parameters.
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  • [1] 范淇元.激光与红外,1991;21(2):12-17.

    [2]

    Born M,Wolf E.Principles of Optics.Oxford-London,Edinburgh-New York,Paris-Frankfeert:Pergamon Press,1964:203-232.
    [3]

    Dragt A J.L O S A,1982;72(3):372-379.
    [4]

    Dragt A J.Finn M.J Math Phys,1976:17(12):2215-2227.
    [5] 王绍民.应用激光,1983;3(4):29-32.

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    沈阳化工大学材料科学与工程学院 沈阳 110142

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Lie algebraic approach to the problem of computing the third-order aberrations of optical systems

  • 1. Department of Opto-Electronic Science & Technology, Sichuan University

Abstract: The seidel third-order aberration coefficients of a thick lens imaging system are derived analytically with the aid of Lie algebra and optical symplectic map.We have shown that the expressions obtained in this paper are general and applicable to analyzing aberrations of the conventional optical imaging systems such as thin lens,concave(or convex)-planar lens and spherical lens etc.By a suitable choice of geometrical parameters.

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