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Concave refractive index optical fiber for shaping Gaussian beam into flat-topped beam

A flat-hat beam and Gaussian beam technology, which is applied in the direction of graded-index fiber core/cladding fiber, cladding fiber, optics, etc., can solve the problems of high cost and high refractive index in the center of the fiber core, and achieve low cost , Reduce light intensity, easy to use

Active Publication Date: 2020-12-01
NORTHEASTERN UNIV LIAONING
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  • Summary
  • Abstract
  • Description
  • Claims
  • Application Information

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Problems solved by technology

For graded fiber, the refractive index from the center of the fiber core to the cladding is gradually reduced, which can make the light of the high-order mode propagate in a sinusoidal form, reduce inter-mode dispersion, increase the fiber width, and increase the transmission distance, but its cost is higher. , the current multimode fiber is mostly graded fiber, its cladding refractive index is uniform, the central refractive index of the fiber core is the largest, and gradually decreases along the direction of the core radius
[0007] However, neither of the above two forms of fiber can shape a Gaussian beam into a flat-hat beam.

Method used

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  • Concave refractive index optical fiber for shaping Gaussian beam into flat-topped beam
  • Concave refractive index optical fiber for shaping Gaussian beam into flat-topped beam
  • Concave refractive index optical fiber for shaping Gaussian beam into flat-topped beam

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Effect test

Embodiment 1

[0040] 1. A schematic diagram of the structure of a concave-refractive-index optical fiber used to shape a Gaussian beam into a flat-hat beam is shown in Figure 2(a). With the fiber core 102 having a diameter of 12 μm, the material is made of quartz (SiO 2 ) doped with high refractive index GeO 2 , the specific refractive index distribution n of the core region core The range is 1.45~1.46; the cladding 201 is made of pure quartz (SiO 2 ), whose refractive index n 1 =1.444, the diameter is preferably 50 μm.

[0041] 2. The corresponding refractive index distribution diagram of ordinary step-type optical fiber is shown in Figure 1(b), in which the refractive index of the core is 1.4578, the refractive index of the cladding is 1.444, and the refractive index of the fiber core is in a uniform step distribution.

[0042] Use the simulation software to theoretically simulate the transmission performance of the concave refractive index optical fiber shaped by the optical mode fie...

Embodiment 2

[0058] A concave-refractive-index fiber for shaping a Gaussian beam into a top-hat beam. The fiber core diameter is 10 μm, the cladding diameter is 50 μm, and the concave-type structure distribution of the fiber core refractive index is given by the formula: n core =n s ·sqrt(1+2delta·(r / 5) 2 ) is determined, after the Gaussian beam of the laser passes through the concave-type refractive index fiber used to shape the Gaussian beam into a flat-topped beam in this embodiment, the shaped flat-topped beam is obtained, and its flat-topped area is 20 μm 2 , the effective mode field area will reach 114μm 2 .

Embodiment 3

[0060] A concave-type optical fiber for shaping a Gaussian beam into a top-hat beam, the same as embodiment 2, the difference is that the fiber core diameter is 80 μm, and the concave-type refractive index structure distribution of the fiber core is obtained by the formula :n core =n s ·sqrt(1+2delta·(r / 40) 2 ) is determined, after the Gaussian beam of the laser passes through the concave-type refractive index fiber for shaping the Gaussian beam into a flat-topped beam in this embodiment, the flat-topped beam after the shaping is obtained, and its flat-topped area is 366 μm 2 , the effective mode field area will reach 3400μm 2 .

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Abstract

The invention discloses a concave refractive index optical fiber for shaping a Gaussian beam into a flat-topped beam, and belongs to the field of laser beam shaping. The concave refractive index optical fiber for shaping the Gaussian beam into the flat-topped beam can shape the Gaussian beam into the flat-topped beam and comprises a fiber core and a cladding, the fiber core is arranged in the cladding, and the refractive index of the fiber core is larger than that of the cladding; the refractive index of the fiber core is concave refractive index structure distribution; and the concave refractive index structure distribution satisfies the following functional relationship: n<core>=ns*sqrt(1+2delta*(r / a)<2>), wherein n<core> is the refractive index distribution of the fiber core area, ns isthe refractive index value of the lowest concave point of the fiber core area, r is the radial variable of the fiber core under polar coordinates, a is the radius of the fiber core of the optical fiber, the relative refractive index difference delta is equal to (n2<2>-ns<2>) / 2 / ns<2>, wherein n2 is the maximum refractive index value of the fiber core area. The concave refractive index optical fiber has the advantages of being simple and stable in structure, easy to manufacture, convenient to use, low in cost, good in shaping effect, adjustable, capable of reducing light intensity, convenient to combine with an optical system and the like.

Description

technical field [0001] The invention designs a concave refractive index optical fiber for shaping a Gaussian beam into a flat-top beam, and belongs to the field of laser beam shaping. Background technique [0002] Flat-hat beam refers to the beam whose light intensity is uniformly distributed in the cross-section of the beam transmission direction. Due to the uniform energy distribution, it has important applications in the fields of display, holography, laser processing, and laser medical treatment. Since the light intensity of the laser beam generally obeys the Gaussian distribution, it is necessary to shape the Gaussian beam in order to obtain a flat-hat beam with good uniformity. In 1994, Gori et al. proposed another model called flat Gaussian beam, whose mode field can be described as a superposition of finite Laguerre-Gaussian modes or Hermitian-Gaussian modes; Li also proposed a new The theoretical model is used to describe circular or non-circular flat-hat beams, an...

Claims

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Application Information

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Patent Type & Authority Applications(China)
IPC IPC(8): G02B6/028G02B27/09
CPCG02B6/0281G02B27/0927G02B27/0994
Inventor 程同蕾张继伟汪国瑞张函李曙光闫欣王方张学楠
Owner NORTHEASTERN UNIV LIAONING