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JP2004205368A - Multipoint strain measuring system using ofdr method - Google Patents

Multipoint strain measuring system using ofdr method Download PDF

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Publication number
JP2004205368A
JP2004205368A JP2002375302A JP2002375302A JP2004205368A JP 2004205368 A JP2004205368 A JP 2004205368A JP 2002375302 A JP2002375302 A JP 2002375302A JP 2002375302 A JP2002375302 A JP 2002375302A JP 2004205368 A JP2004205368 A JP 2004205368A
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fbg
light
optical fiber
fbgs
wave number
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JP3740500B2 (en
Inventor
Hirotaka Igawa
寛隆 井川
Tokio Kasai
時雄 葛西
Isao Yamaguchi
功 山口
Hideaki Murayama
英晶 村山
征蔵 ▲高▼木
Seizo Takagi
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DATA SCIENCE KK
National Aerospace Laboratory of Japan
National Space Development Agency of Japan
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DATA SCIENCE KK
National Aerospace Laboratory of Japan
National Space Development Agency of Japan
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    • GPHYSICS
    • G01MEASURING; TESTING
    • G01MTESTING STATIC OR DYNAMIC BALANCE OF MACHINES OR STRUCTURES; TESTING OF STRUCTURES OR APPARATUS, NOT OTHERWISE PROVIDED FOR
    • G01M11/00Testing of optical apparatus; Testing structures by optical methods not otherwise provided for
    • G01M11/30Testing of optical devices, constituted by fibre optics or optical waveguides
    • G01M11/31Testing of optical devices, constituted by fibre optics or optical waveguides with a light emitter and a light receiver being disposed at the same side of a fibre or waveguide end-face, e.g. reflectometers
    • G01M11/3172Reflectometers detecting the back-scattered light in the frequency-domain, e.g. OFDR, FMCW, heterodyne detection

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  • Physics & Mathematics (AREA)
  • Optics & Photonics (AREA)
  • Chemical & Material Sciences (AREA)
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  • General Physics & Mathematics (AREA)
  • Optical Transform (AREA)
  • Length Measuring Devices By Optical Means (AREA)

Abstract

<P>PROBLEM TO BE SOLVED: To upgrade a real-time property and a speed of response of a measurement by improving a data analyzing method in a multipoint strain measuring system using an OFDR (optical frequency domain reflectometry) method in which a plurality of FBGs are arranged in an optical fiber. <P>SOLUTION: In the multipoint strain measuring system, the plurality of fiber Bragg gratings (FBGs) which make up a periodic structure of refractive index inside the core of the optical fiber, are arranged in one optical fiber, and the measuring method (OFDR) which uses periodic changes in interferential intensity of light, is conducted. The system also has such a function that signals from the FBG on a specific position are quickly separated by using a band-pass filter with a preset bandpass range which filters out detected light signals. <P>COPYRIGHT: (C)2004,JPO&NCIPI

Description

【0001】
【発明の属する技術分野】
本発明は、ファイバーブラッググレーティング(FBG)を1本の光ファイバーに複数個配置したOFDR方式の多点歪み計測装置に関する。
【0002】
【従来の技術】
光ファイバ埋め込み型のセンサーは、その軽量性、強度、小さなサイズそして柔軟性より、スマート構造・材料への適用が期待されるものであり、その適用先としては、航空・宇宙機器の健全性評価、大型人工衛星等の柔軟構造物の振励計測などが考えられる。最初の健全性評価としては、運用中の航空・宇宙機器の歪みを計測することによる機体構造の健全性評価が可能である。その際必要となるセンサーとしての条件は、高い空間分解能、計測のリアルタイム性が挙げられよう。また、各運用間の構造残留歪みの経年変化をモニタリングすることによる健全性の評価も考えられる。この際必要となる条件は、絶対、歪みが計測可能であるかということになる。
人工衛星の振動計測には、加速度センサーが主に使用されているが、衛星全体システムの制限から、チャンネル数の制限がある。しかし、光ファイバセンサーのような単純構成の分布型センサーが可能となれば、人工衛星の振動特性把握に対する寄与は大きなものとなる。その際には、当然ながら計測周波数に対応した応答性が要求される。
【0003】
これまで光ファイバを用いたセンサー系としては様々なものが提案されている。その一つに光ファイバのコア内に周期的な屈折率構造を持たせたFiber Bragg Grating (FBG)を、1本の光ファイバに複数個配置し、FBGが存在する位置の歪み、温度を計測するシステムがある。この方法では、広帯域の波長を有する入射光を用い、反射光の波長の変化量を観測して歪み、温度の計測を行う。FBGは10mm程度の大きさであり一般的な歪みゲージのように局所的な計測を行うことが可能であり、さらに歪みゲージと異なり絶対歪みの計測も可能である。また、現在製品化されているシステムでは、数十Hz程度の応答速度を有する。因みにこの種のものとして特許文献1「多点型歪み及び温度センサ」がある。これは多点での計測に適し、しかも温度と共に正確な歪みを計測できる多点型歪み及び温度センサを提供することを目的としたもので、図10に示すように歪みに応じて光反射ピーク波長が変化するFBGaを光ファイバbに直列に複数挿入し、この光ファイバbの一端より各FBGaからの特定波長lの反射光量をOTDR(Optica1 Time Domain Ref1ectometory)で測定すると共に、光ファイバb中からの後方散乱光をBOTDR(Brillouin Optica1 Time Domain Ref1ectometory)で測定することにより光ファイバbの長手方向に沿った温度分布を求め、この温度分布に基づき各FBGaの温度依存による反射光量変化分を補正し、この温度補正された反射光量から各FBGaにおける正確な歪み量を求めるというものである。パルス状の入力光を使用し、反射光の到達時間により位置の特定を行う。しかし、この測定方式は反射光の波長のシフト量を検出するため、計測レンジ及び光源帯域の広さにより、1本の光ファイバ当たりの計測点数(FBGセンサーの数)が制限される。多重化の方法もいくつか提案されているが、システムが複雑化するため、いずれも安定性、コストなどの面の問題を有している。
【0004】
これらを踏まえ、本発明者らが注目したのは、Optical Flequency Domain Reflectometry(OFDR)を使用したシステムである。このシステムは、FBG型センサーの多重化技術の一つにも分類できるもので、光ファイバーのコア内に周期的な屈折率構造を持たせたファイバー・ブラッグ・グレーティング(FBG)を1本の光ファイバーに複数個配置すると共に、波長可変型の狭帯域光源を用い、計測部からの反射光と参照反射面からの反射光の干渉による光強度変化を見てFBGセンサーの位置を測定し特定するものである。これまで、Childersらによる8mの光ファイバーに800個のFBGを配置し、4本の光ファイバーで計3000点以上の歪み同時計測を行った例が報告(非特許文献1,非特許文献2)されているが、計測とデータのオフライン解析には数分の時間を要している。
すなわち、従来の解析方式では高速フーリエ変換及びその逆変換を用いて、個別のFBGに対して反射特性を求めていた。従来技術では静的計測のみを行っていたが、将来的な構造物等の動的計測を念頭に置いた場合、従来の解析手法では計測の高速化は困難であると考える。また、従来の解析手法では、個々のFBGの反射特性を求める方法に関して十分な記載がなされていない。更には、従来の解析手法では、光源の波長出力値を基準にFBGセンサー部での歪み量を求めていた。この場合、計測精度が光源の波長出力精度大きく左右されるといった問題点があった。
【0005】
【特許文献1】特開平10−141922号公報
【非特許文献1】Brook A. Childers aand etc.,“Use of 3000 Bragg Grating Strain Sensor Distributed on Four Eight-Meter Optical Fibers During Static Load Tests of a Composite Structure,”SPIE's 8th International Symposium on Smart Structure and Materials, Newport Beach, Califorornia, March4-8, 2001.
【非特許文献2】Mark Frogatt and Jason Moore “Distributed measurement of static strain in an optical fober with multiple Bragg gratingsat nominally equal wavelengths”APPLIDE OPTICS Vol.37 No.10, 1 April 1998.
【0006】
【発明が解決しようとする課題】
本発明の課題は、上記の問題点を踏まえ、光ファイバーに複数個のFBGを配置し、OFDRを用いた多点歪み計測システムにおいて、データ解析手法の改善を行い、計測のリアルタイム性、応答速度の向上を目指すことを目的とする。
【0007】
【課題を解決するための手段】
提案するOFDR式光ファイバー多点歪み計測装置は、光ファイバーのコア内に周期的な屈折率構造を持たせたファイバー・ブラッグ・グレーティング(FBG)を1本の光ファイバーに複数個配置して、光の干渉強度の周期的変化を利用してFBGセンサーの位置を特定し各FBGの反射光中心光波数の変化量からFBGセンサーが存在する位置の歪みや温度を計測するシステムを応用したものであり、新規の技術的思想として
▲1▼ 従来の解析方式では個別のFBG毎に高速フーリエ変拠及びその逆変換を用いていたが、本方式ではこれをデジタルのバンドパスフィルターを利用することでその処理速度を高速化できる。
▲2▼ 上記、バンドパスフィルター後の取得データに対して、その絶対値に対してさらににローパスフィルターをかけることで光強度の包絡線を求めて歪み量の解析を行うことで計測時の安定性を確保することが可能となる。
▲3▼ FBGアレイの応用として、FBGのひとつを光源波長補正及び温度補正のための参照(リファレンス)として利用することで、歪み計測精度の飛躍的な向上が可能となる。
▲4▼ ファイバ上にFBGを配置する間隔と同じ光路差の全反射終端をもつ参照用干渉器を備え、該参照用干渉器のディテクタで計測される光強度をトリガーとして、各FBGからの反射光の強度をディテクタで計測する。
【0008】
【発明の実施の形態】
本発明のOFDRによる歪計測手法の原理について説明する。光ファイバ多点歪み計測において、問題になるのは、計測点の位置と歪みを、如何に特定するかという点である。ここでは、簡単な1個のFBGを有するOFDR光ファイバセンサ系を例に挙げ、センサ位置と歪みがその反射特性に与える影響を示す。
まず、光ファイバセンサー系の反射特性についてであるが、波長可変型レーザ光源(VS)、光強度ディテクタ(D)、全反射終端(R)、及びFBGセンサー(FBG)を図1に示すように配置して光ファイバで結線する。波長可変型光源から入射されたある波長を持ったレーザー光は、カプラ(C)で分岐され、反射終端及びFBGセンサー部で反射し、その後カプラで再び合成され、ディテクタでその強度が検出される。FBGからの反射光は、ある波長の光のみを強く反射するため、横軸を光波数kとその反射光強度の関係は、図1下段右のような形となる。また、ピークを示す光波数kの値は、FBGの特性に基づき当該FBG部での歪みの大きさに依存して変化する。ここで、光波数kと波長λの値は以下の関係を有する。
k=2π/λ (1)
一方、FBGからの反射光と全反射終端Rからの反射光は光路差2Lを有するので、光ファイバの屈折率をnとするとその光には2nLの位相差が生じ、合成された光信号は以下に示すように、光波数kに依存して正弦関数的に変化する。全反射終端Rからの反射光とFBGからの反射光の光強度が等しかったとすると次式のように
Amp_ITF=ACOS(2nLk) (2)
すなわち、この関係は図1下段中央に示すようになる。
前述した二つの作用により、ディテクタで検出される光強度は、光波数kに対して図1下段左に示すように、ある周期とピークを持った形で変化するものとなる。この周期から行路差2LつまりFBGセンサーの位置を、ピークを示す光波数kの値から歪みの値を推定することが可能となる。
FBGが複数個存在する場合においても、それぞれのFBGに対応して光路差が異なるため、その光路差に依存する周波数に着目することによりそれぞれのFBGの位置が決定され、またそれぞれピークを示す光波数を求めることにより各FBGでの否みの値を決定することができる。
【0009】
次ぎにデータの解析手法について説明する。データ解析の大まかな流れを、図2に示した。図中左側にChildersらが行った解析(非特許文献1,2)の流れを、右側に本発明の解析の流れを示している。Childersらは、最初にディテクタで観測された光強度を、光波数kの関数としてPCに取り込んだ後に解析を行っている。前述したように、観測される光強度を光波数の関数として表した場合、行路差2Lは周波数のように作用する。従って、光波数の関数に対して高速フーリエ変換(FFT)を行なうと、光ファイバ上に複数のFBGが存在する場合には、各FBGからの反射光強度が、図中上のグラフのようにそれぞれの位置に対応して分離された形で表される。一つのFBGに着目して、フィルターを介してその位置の成分のみを抜き出し逆高速フーリエ変換を施すと、着目したFBGからの反射光の強度のみが、図中下のグラフのように光波数の関数として求まる。ここで、ピークを示す光波数はFBGでの歪みの値に比例して変化するので、その変化量を観測することにより、着目したFBGでの歪み量を検出することができる。Childersらは、上記のデータ処理をオフラインで行っている。
【0010】
ところで、光ファイバ上にFBGを複数配置したとしても、それぞれのセンサーの光ファイバ上での位置を予め把握し確定しておくことは一般に可能なことである。即ち各FBG間の距離Lを既知としておけば、前述したように光路差2Lに基づく位相差2nLが周波数のように作用するので、予め各FBGに対応してバンドパスフィルターを設計しておき、ディテクタで計測される光強度に対してフィルタリングを行えば、着目したFBGからの反射光を選択的に観測することができる。これが本発明の基本的技術思想である。すなわち、従来手法のFFT処理から逆FFT処理までのプロセスを抜きにして直接下のグラフの信号を抽出する。この信号抽出手法は従来の高速フーリエ変換を行う信号処理に比べ格段に処理時間が短縮できる。その後は、上記と同様の手順で光波数のピーク値の遷移量を求め、着目したFBGでの歪み値が求められる。この信号処理手法は、バンドパスフィルターの設計などの手間はあるが、一旦システムが仕上がれば計測時の演算量が大幅に軽減されるので、オンラインリアルタイムの計測を可能にするものと考えられる。
【0011】
図3に複数のFBGからの反射光と参照反射面からの反射光が合成された光の強度をディテクタにより計測したときの計測結果を、縦軸に光強度を横軸に光波数をとって表示したものである。右の図はピーク部分の横軸を拡大して表示したものである。行路差による干渉により、光強度が光波数に対して周期的に変化していることが見て取れる。
1つのFBGに着目し、参照反射面との行路差に対応して決まる周波数のみを通すバンドパスフィルターを設計し、図1に示した計測結果に対してこのフィルター処理を施す。これにより、着目したFBGからの反射光の成分のみを抜き出すことができる。図4がその結果であるが、単一周期を持った波が振幅変調している形となっている。図4の左側に示すように、FBGはある光波数の光のみを強く反射する特性を持つ。反射光の強度が最大になる光波数を中心光波数と呼ぶこととし、該中心光波数はFBGに作用する歪みや温度によって値が変化する。図4の最大値を示す光波数をそのまま中心光波数とすることは可能であるが、右側に示す拡大図から分かるように最大値付近は微妙に振幅が変化しているため、安定した中心光波数を得ることは困難となる。そこで、本発明では安定した中心光波数を抽出する手法を提示する。
【0012】
本発明では、図4に示される波形の包絡線信号を作り、その信号から中心光波数を得ることとする。すなわち、図4に示す波形に対して絶対値をとり、適当なデジタルローパスフィルターによる処理を施すことにより着目FBGからの反射特牲が得られる。その得られた信号が図5に示す波形である。この波形のピーク値から光波数を特定することになるがこのピーク値近傍は細かく振れているため、本発明では、包絡線信号のピーク波形において最大振幅値の所定比率の値を示す上下両側光波数の値の中心値を検出光波数として割り出す方法を採用した。最大振幅値の所定比率として本発明者はピーク値の1/2をとるようにしたが、必ずしも1/2に特定されるものではない。同じ振幅値をとる2つの光波数の中央値を、中心光波数として採用することにより、反射特性最大値付近の細かな変動を取り除くことができ、中心光波数として非常に安定した値を得ることが可能となる。
この処理を複数のFBGに対して施し、各FBGからの中心光波数を抽出する。5個のFBGを用いた場合の結果をまとめて図6に示す。個々のFBGの反射光の中心光波数は各FBGに作用する歪みと温度によって変化する。ここでは、歪みが作用しない1つのFBG(図6ではFBG5)の中心光波数を基準として、その他のFBGの中心光波数変化を求める。これにより光源の不安定性を取り除くことができるし、また全てのFBGが同一温度であるとすれば温度補正も可能となって、各FBGセンサー部の正確な歪みを得ることができる。
【0013】
【実施例1】
次に、本発明に係る光ファイバセンサー系の実施例の概要を示す。図7はその基本構成を示す図で、図中の波線で囲まれた部分が筐体(430mm×330mm×105mm)に収納されており、その重量は6.2kgである。主要構成品は以下の通りである。
D1,D2,D3,D4 光強度ディテクタ
C1 5%−95%広帯域カップラ
C2-C5 50%−50%広帯域カップラ
R1-R4 全反射が起きるような終端
FC/PC1-3 光ファイバ結合用FC/PCコネクタ
BNC1-3 光強度電圧変換出力用BNCコネクタ
FBG1-2 FBGを5個配置した光ファイバ
計測部である5個のFBGを配置した光ファイバの模式図を図8に示す。模式図ではFBG部は太く記載されているが、実際はレーザー光を用いてファイバ・コア部の屈折率を周期的に変化させることにより製作されており、光ファイバ一般部分と太さの変化はない。また、今回作製したFBGの光透過特性を計測した結果を、図9に示す。このFBGでは波長1550.2mmの光の透過特性が0.18dBとなっている。これは、その波長の光を4%程度FBG部で反射していることを表す。他のすべてのFBGも、これとほぼ同じ反射率特性有する。
計測は波長可変型光源よりレーザー光を供給し、波長をスイープさせながらディテクタ部で反射光の強度を測定する。前述したようにデータ処理には高速フーリエ変換やデジタルのフィルターを使用するので、一定間隔の光波数毎に計測を行う必要がある。そのため、本実施例では図7の上部に対応する参照用干渉器を別に用意する。ディテクタD1で計測される光強度は、次式のように表される光波数間隔△kで周期的に変化する。
△k=π/nL (3)
光波数に対して周期的に変化するディテクタD1での光強度をトリガーとして使用して、センサー部である各FBGからの反射光の強度をディテクタD2、D3で計測する。データ取得には一般的なA/Dコンバーターを用い、PCにて解析を行なうようにした。
【0014】
【発明の効果】
本発明の多点歪計測装置は、光ファイバーのコア内に周期的な屈折率構造を持たせたFBGを1本の光ファイバーに複数個配置して、光の干渉強度の周期的変化を利用するOFDRにおいて、検出光信号を予め帯域を設定したバンドパスフィルターを介することにより、特定位置のFBGからの信号を分離抽出するようにしたので、従来の個別のFBG毎に高速フーリエ変換及びその逆変換をしていた信号処理に較べ格段に解析処理が行なえるようになった。
また、バンドパスフィルター後段のデータ信号に対して、その絶対値に対してさらににローパスフィルターを通すことで周波数に対する光強度の包絡線信号を求る手段と、該包絡線信号のピーク波形において最大振幅値の例えば1/2などの所定比率の位置にある両側光波数の値の中心値を中心光波数として割り出す手段と、該中心光波数に基づき歪み量の解析を行う手段とを備えた本発明の多点歪計測装置では、安定した中心光波数が得られるため、精度の良い歪量の解析が可能となった。
【0015】
更に、複数のFBGを配置した中で、歪が掛かっていないひとつのFBGのデータを光源波長補正及び温度補正のためのリファレンスとして利用する本発明の多点歪計測装置は、歪み計測精度の飛躍的な向上が可能となる。
【図面の簡単な説明】
【図1】本発明の基礎となるOFDRの原理を説明する図である。
【図2】従来技術と本発明の検出データの解析方法の比較図である。
【図3】複数のFBGと参照反射面からの合成反射光の強度を波長に対して示した図である。
【図4】バンドパスフィルタを介して特定のFBGに対応する合成反射光を抽出し、その光の強度を波長に対して示した図である。
【図5】図4の波形の絶対値の包絡線波形から中心波長を決める方法を説明する図である。
【図6】5つのFBGの反射特性を示す図である。
【図7】本発明の1実施例である光ファイバセンサー系の構成を示す図である。
【図8】複数のFBGを1本のファイバに配置したものを模式的に示した図である。
【図9】FBGの光透過特性を示す図である。
【図10】従来のFBGを用いた多点歪み及び温度センサの基本構成を示す図である。
【符号の説明】
VS 波長可変型レーザ光源 D ディテクタ
R 全反射終端 C カップラ
FBG FBGセンサ
FC/PC 光ファイバ結合用コネクタ
BNC 光強度電圧変換用出力コネクタ
[0001]
TECHNICAL FIELD OF THE INVENTION
The present invention relates to an OFDR multi-point strain measuring apparatus in which a plurality of fiber Bragg gratings (FBGs) are arranged in one optical fiber.
[0002]
[Prior art]
Optical fiber embedded sensors are expected to be applied to smart structures and materials due to their light weight, strength, small size, and flexibility. And excitation measurement of flexible structures such as large artificial satellites. As the first soundness evaluation, it is possible to evaluate the soundness of the airframe structure by measuring the distortion of the operating aerospace equipment. At that time, the necessary conditions for the sensor include high spatial resolution and real-time measurement. It is also conceivable to evaluate the soundness by monitoring the secular change in residual strain between operations. The condition required at this time is whether or not distortion can be measured.
Accelerometers are mainly used to measure the vibration of artificial satellites, but the number of channels is limited due to the limitations of the entire satellite system. However, if a distributed sensor having a simple configuration such as an optical fiber sensor becomes possible, the contribution to understanding the vibration characteristics of the artificial satellite will be significant. In that case, of course, responsiveness corresponding to the measurement frequency is required.
[0003]
Various sensor systems using an optical fiber have been proposed so far. Fiber Bragg Grating (FBG), which has a periodic refractive index structure in the core of an optical fiber, is placed on a single optical fiber, and the strain and temperature at the position where the FBG exists are measured. There is a system to do. In this method, incident light having a broadband wavelength is used, the amount of change in the wavelength of reflected light is observed, distortion is measured, and temperature is measured. The FBG has a size of about 10 mm and can perform local measurement like a general strain gauge. Further, unlike a strain gauge, it can also measure an absolute strain. Further, currently commercialized systems have a response speed of about several tens of Hz. Incidentally, there is Patent Document 1 “Multipoint strain and temperature sensor” as this kind. This is intended to provide a multi-point strain and temperature sensor that is suitable for measurement at multiple points and that can accurately measure distortion along with temperature. As shown in FIG. A plurality of FBGas whose wavelengths change are inserted in series into the optical fiber b, and the amount of reflected light of a specific wavelength 1 from each FBGa from one end of the optical fiber b is measured by OTDR (Optica 1 Time Domain Ref1ectometory), and the optical fiber b The temperature distribution along the longitudinal direction of the optical fiber b is obtained by measuring the backscattered light from the BOTDR (Brillouin Optica1 Time Domain Ref1ectometory), and the amount of reflected light change due to the temperature dependence of each FBGa is corrected based on this temperature distribution. Then, an accurate distortion amount in each FBGa is obtained from the reflected light amount corrected for temperature. Using a pulsed input light, the position is specified by the arrival time of the reflected light. However, since this measurement method detects the shift amount of the wavelength of the reflected light, the number of measurement points (the number of FBG sensors) per optical fiber is limited by the measurement range and the width of the light source band. Several multiplexing methods have been proposed, but all have problems in stability, cost, and the like due to the complexity of the system.
[0004]
Based on these facts, the present inventors have paid attention to a system using Optical Frequency Domain Reflectometry (OFDR). This system can be classified as one of the multiplexing technologies of the FBG type sensor, and a fiber Bragg grating (FBG) with a periodic refractive index structure in the core of the optical fiber is integrated into one optical fiber. A plurality of FBG sensors are used to measure and specify the position of the FBG sensor by using a wavelength-variable narrow-band light source and observing the change in light intensity caused by the interference between the reflected light from the measuring unit and the reflected light from the reference reflecting surface. is there. Until now, there have been reports by Childers et al. That 800 FBGs are arranged in an 8 m optical fiber and simultaneous strain measurement of a total of 3000 points or more is performed using four optical fibers (Non-Patent Documents 1 and 2). However, measurement and offline analysis of data take several minutes.
That is, in the conventional analysis method, the reflection characteristic is obtained for each FBG using the fast Fourier transform and its inverse transform. In the prior art, only static measurement was performed. However, if dynamic measurement of a structure or the like is considered in the future, it is considered that it is difficult to speed up the measurement by the conventional analysis method. Further, the conventional analysis method does not sufficiently describe a method for obtaining the reflection characteristics of each FBG. Further, in the conventional analysis method, the amount of distortion in the FBG sensor unit is obtained based on the wavelength output value of the light source. In this case, there is a problem that the measurement accuracy is largely affected by the wavelength output accuracy of the light source.
[0005]
[Patent Document 1] JP-A-10-141922 [Non-Patent Document 1] Brook A. Childers aand etc., "Use of 3000 Bragg Grating Strain Sensor Distributed on Four Eight-Meter Optical Fibers During Static Load Tests of a Composite Structure , ”SPIE's 8th International Symposium on Smart Structure and Materials, Newport Beach, Califorornia, March4-8, 2001.
[Non-Patent Document 2] Mark Frogatt and Jason Moore “Distributed measurement of static strain in an optical fober with multiple Bragg gratingsat nominally equal wavelengths” APPLIDE OPTICS Vol.37 No.10, 1 April 1998.
[0006]
[Problems to be solved by the invention]
In view of the above problems, an object of the present invention is to arrange a plurality of FBGs in an optical fiber, improve a data analysis method in a multi-point strain measurement system using OFDR, and improve real-time measurement and response speed. The purpose is to aim for improvement.
[0007]
[Means for Solving the Problems]
The proposed OFDR optical fiber multi-point strain measuring device is composed of a plurality of fiber Bragg gratings (FBGs) having a periodic refractive index structure in the core of the optical fiber, which are arranged in a single optical fiber to provide optical interference. This system applies a system that specifies the position of the FBG sensor using the periodic change in intensity, and measures the distortion and temperature of the position where the FBG sensor is located based on the change amount of the center light wave number of the reflected light of each FBG. As a technical idea of (1), in the conventional analysis method, the fast Fourier transform and the inverse transform were used for each individual FBG, but in the present method, the processing speed is reduced by using a digital bandpass filter. Can be speeded up.
(2) The obtained data after the band-pass filter is further subjected to a low-pass filter on the absolute value to obtain the envelope of the light intensity and analyze the amount of distortion, thereby stabilizing the measurement. It is possible to secure the property.
{Circle around (3)} As an application of the FBG array, by using one of the FBGs as a reference for light source wavelength correction and temperature correction, it is possible to dramatically improve strain measurement accuracy.
{Circle around (4)} A reference interferometer having a total reflection terminal having the same optical path difference as the interval at which the FBGs are arranged on the fiber is provided, and the reflection from each FBG is triggered by the light intensity measured by the detector of the reference interferometer. The light intensity is measured with a detector.
[0008]
BEST MODE FOR CARRYING OUT THE INVENTION
The principle of the strain measurement method using OFDR of the present invention will be described. The problem in the optical fiber multi-point strain measurement is how to specify the position and strain of the measurement point. Here, an example of an OFDR optical fiber sensor system having one simple FBG will be described as an example, and the influence of the sensor position and distortion on its reflection characteristics will be described.
First, regarding the reflection characteristics of the optical fiber sensor system, the wavelength tunable laser light source (VS), light intensity detector (D), total reflection end (R), and FBG sensor (FBG) are shown in FIG. Place and connect with optical fiber. A laser beam having a certain wavelength incident from a wavelength variable light source is branched by a coupler (C), reflected by a reflection end and an FBG sensor section, then combined again by a coupler, and the intensity is detected by a detector. . Since the reflected light from the FBG strongly reflects only light of a certain wavelength, the relationship between the light wave number k on the horizontal axis and the reflected light intensity is as shown in the lower right of FIG. Further, the value of the light wave number k indicating the peak changes depending on the magnitude of the distortion in the FBG section based on the characteristics of the FBG. Here, the light wave number k and the value of the wavelength λ have the following relationship.
k = 2π / λ (1)
On the other hand, since the reflected light from the FBG and the reflected light from the total reflection end R have an optical path difference of 2 L, if the refractive index of the optical fiber is n, the light has a phase difference of 2 nL, and the combined optical signal is As shown below, it varies sinusoidally depending on the light wave number k. Assuming that the light intensity of the light reflected from the total reflection terminal R and the light reflected from the FBG are equal, Amp_ITF = ACOS (2nLk) as shown in the following equation.
That is, this relationship is as shown in the lower center of FIG.
Due to the two actions described above, the light intensity detected by the detector changes with a certain period and a peak with respect to the light wave number k, as shown in the lower left part of FIG. From this cycle, the path difference 2L, that is, the position of the FBG sensor, and the value of the distortion can be estimated from the value of the light wave number k indicating the peak.
Even when there are a plurality of FBGs, the optical path differences are different corresponding to the respective FBGs. Therefore, the positions of the respective FBGs are determined by paying attention to the frequency depending on the optical path differences, and the lightwaves showing the respective peaks are determined. By determining the number, the value of the no at each FBG can be determined.
[0009]
Next, a data analysis method will be described. The general flow of data analysis is shown in FIG. In the figure, the flow of analysis (Non-Patent Documents 1 and 2) performed by Childrens et al. Is shown on the left side, and the flow of analysis of the present invention is shown on the right side. Childers et al. First analyzed the light intensity observed by the detector as a function of the light wave number k, after taking it into the PC. As described above, when the observed light intensity is expressed as a function of the light wave number, the path difference 2L acts like a frequency. Therefore, when a Fast Fourier Transform (FFT) is performed on the function of the light wave number, when a plurality of FBGs exist on the optical fiber, the intensity of the reflected light from each FBG becomes as shown in the upper graph in the figure. It is represented in a separated form corresponding to each position. Focusing on one FBG, extracting only the component at that position through a filter and performing inverse fast Fourier transform, only the intensity of the reflected light from the focused FBG becomes the light wave number as shown in the lower graph in the figure. Obtained as a function. Here, since the light wave number indicating the peak changes in proportion to the value of the distortion in the FBG, the amount of distortion in the focused FBG can be detected by observing the amount of change. Childers et al. Perform the above data processing offline.
[0010]
By the way, even if a plurality of FBGs are arranged on the optical fiber, it is generally possible to grasp and fix the position of each sensor on the optical fiber in advance. That is, if the distance L between the FBGs is known, the phase difference 2nL based on the optical path difference 2L acts like a frequency as described above, so that a bandpass filter is designed in advance for each FBG, If the filtering is performed on the light intensity measured by the detector, the reflected light from the focused FBG can be selectively observed. This is the basic technical idea of the present invention. That is, the signal from the graph directly below is extracted without the process from the FFT processing to the inverse FFT processing of the conventional method. This signal extraction method can significantly reduce the processing time as compared with conventional signal processing that performs fast Fourier transform. After that, the amount of transition of the peak value of the light wave number is calculated by the same procedure as above, and the distortion value in the focused FBG is calculated. Although this signal processing method requires time and effort for designing a bandpass filter, once the system is finished, the amount of calculation at the time of measurement is greatly reduced, so that it is considered that online real-time measurement is possible.
[0011]
FIG. 3 shows a measurement result obtained by measuring the intensity of light obtained by combining the reflected light from a plurality of FBGs and the reflected light from the reference reflecting surface with a detector, and plots the light intensity on the vertical axis and the light wave number on the horizontal axis. It is displayed. The figure on the right shows the enlarged horizontal axis of the peak portion. It can be seen that the light intensity changes periodically with respect to the light wave number due to the interference due to the path difference.
Focusing on one FBG, a bandpass filter that passes only a frequency determined according to the path difference from the reference reflection surface is designed, and this filter processing is performed on the measurement result shown in FIG. Thereby, only the component of the reflected light from the focused FBG can be extracted. FIG. 4 shows the result, in which a wave having a single period is amplitude-modulated. As shown on the left side of FIG. 4, the FBG has a characteristic of strongly reflecting only light of a certain light wave number. The light wave number at which the intensity of the reflected light is maximized is referred to as a center light wave number, and the value of the center light wave number changes depending on distortion or temperature acting on the FBG. Although the light wave number showing the maximum value in FIG. 4 can be used as the center light wave number as it is, as can be seen from the enlarged view on the right side, the amplitude is slightly changed near the maximum value, so that the center light wave number is stable. It is difficult to get numbers. Therefore, the present invention proposes a method for extracting a stable center light wave number.
[0012]
In the present invention, an envelope signal having the waveform shown in FIG. 4 is created, and the central light wave number is obtained from the signal. That is, by taking the absolute value of the waveform shown in FIG. 4 and subjecting it to an appropriate digital low-pass filter processing, the reflection characteristic from the focused FBG can be obtained. The obtained signal is a waveform shown in FIG. The number of light waves is specified from the peak value of this waveform. However, since the vicinity of this peak value fluctuates finely, in the present invention, upper and lower light waves indicating a value of a predetermined ratio of the maximum amplitude value in the peak waveform of the envelope signal. A method of calculating the center value of the numerical value as the number of detected light waves was adopted. The inventor has set the predetermined ratio of the maximum amplitude value to の of the peak value, but is not necessarily specified to 1 /. By adopting the median value of the two light wave numbers having the same amplitude value as the center light wave number, it is possible to remove small fluctuations near the maximum value of the reflection characteristic and obtain a very stable value as the center light wave number. Becomes possible.
This processing is performed on a plurality of FBGs, and the central light wave number from each FBG is extracted. FIG. 6 summarizes the results obtained when five FBGs were used. The center light wave number of the reflected light of each FBG changes depending on the strain acting on each FBG and the temperature. Here, based on the center light wave number of one FBG (FBG 5 in FIG. 6) to which no distortion acts, the change of the center light wave number of the other FBG is obtained. As a result, instability of the light source can be removed, and if all the FBGs have the same temperature, temperature correction becomes possible, and accurate distortion of each FBG sensor can be obtained.
[0013]
Embodiment 1
Next, an outline of an embodiment of the optical fiber sensor system according to the present invention will be described. FIG. 7 is a diagram showing the basic configuration. A portion surrounded by a wavy line in the figure is housed in a housing (430 mm × 330 mm × 105 mm), and weighs 6.2 kg. The main components are as follows.
D1, D2, D3, D4 Light intensity detector C1 5% -95% Broadband coupler C2-C5 50% -50% Broadband coupler R1-R4 Termination FC / PC1-3 where total reflection occurs FC / PC for optical fiber coupling FIG. 8 is a schematic diagram of an optical fiber in which five FBGs, which are optical fiber measuring units in which five BNC connectors FBG1-2 FBGs are arranged, are shown. Although the FBG portion is shown thick in the schematic diagram, it is actually manufactured by periodically changing the refractive index of the fiber core portion using laser light, and there is no change in thickness as compared with the general portion of the optical fiber. . FIG. 9 shows the results of measuring the light transmission characteristics of the FBG manufactured this time. In this FBG, the transmission characteristic of light having a wavelength of 1550.2 mm is 0.18 dB. This means that light of that wavelength is reflected by about 4% at the FBG section. All other FBGs have approximately the same reflectivity characteristics.
For the measurement, a laser beam is supplied from a wavelength variable type light source, and the intensity of reflected light is measured by a detector while sweeping the wavelength. As described above, since the data processing uses the fast Fourier transform and the digital filter, it is necessary to perform measurement at every light wave number at a constant interval. Therefore, in this embodiment, a reference interferometer corresponding to the upper part of FIG. 7 is separately prepared. The light intensity measured by the detector D1 periodically changes at a light wave number interval Δk represented by the following equation.
Δk = π / nL (3)
Using the light intensity at the detector D1, which periodically changes with the light wave number, as a trigger, the intensity of the reflected light from each FBG, which is the sensor unit, is measured by the detectors D2, D3. A general A / D converter was used for data acquisition, and analysis was performed on a PC.
[0014]
【The invention's effect】
The multi-point strain measuring apparatus according to the present invention is arranged such that a plurality of FBGs having a periodic refractive index structure in the core of an optical fiber are arranged in one optical fiber, and OFDR utilizing a periodic change in the interference intensity of light is used. In the above, the detection light signal is passed through a band-pass filter in which a band is set in advance to separate and extract a signal from the FBG at a specific position. Therefore, the conventional fast Fourier transform and its inverse transform are performed for each individual FBG. The analysis processing can be performed much more than the signal processing that had been performed.
A means for obtaining an envelope signal of the light intensity with respect to the frequency by further passing the absolute value of the data signal after the band-pass filter to the absolute value thereof, and a maximum in the peak waveform of the envelope signal. A book comprising: means for determining the center value of the values of the two-sided light wave numbers at the position of a predetermined ratio such as の of the amplitude value as the center light wave number; and means for analyzing the amount of distortion based on the center light wave number. In the multipoint strain measuring apparatus according to the present invention, a stable center light wave number can be obtained, so that accurate analysis of the strain amount is possible.
[0015]
Further, among a plurality of FBGs, the multi-point strain measuring apparatus of the present invention, which uses the data of one undistorted FBG as a reference for light source wavelength correction and temperature correction, has a dramatic increase in strain measurement accuracy. Improvement is possible.
[Brief description of the drawings]
FIG. 1 is a diagram for explaining the principle of OFDR as a basis of the present invention.
FIG. 2 is a comparison diagram of a conventional technique and a detection data analysis method of the present invention.
FIG. 3 is a diagram illustrating the intensity of combined reflected light from a plurality of FBGs and a reference reflection surface with respect to wavelength.
FIG. 4 is a diagram illustrating that a synthetic reflected light corresponding to a specific FBG is extracted through a band-pass filter, and the intensity of the light is shown with respect to a wavelength.
FIG. 5 is a diagram illustrating a method of determining a center wavelength from an envelope waveform of an absolute value of the waveform of FIG. 4;
FIG. 6 is a diagram showing reflection characteristics of five FBGs.
FIG. 7 is a diagram showing a configuration of an optical fiber sensor system according to one embodiment of the present invention.
FIG. 8 is a diagram schematically showing an arrangement in which a plurality of FBGs are arranged on one fiber.
FIG. 9 is a diagram showing light transmission characteristics of an FBG.
FIG. 10 is a diagram showing a basic configuration of a conventional multipoint strain and temperature sensor using FBG.
[Explanation of symbols]
VS Tunable laser light source D Detector R Total reflection termination C Coupler FBG FBG sensor FC / PC Optical fiber coupling connector BNC Light intensity voltage conversion output connector

Claims (4)

光ファイバーのコア内に周期的な屈折率構造を持たせたファイバー・ブラッグ・グレーティング(FBG)を1本の光ファイバーに複数個配置して、光の干渉強度の周期的変化を利用する測定方式(OFDR)において、検出光信号を予め帯域を設定したバンドパスフィルターを介することにより、特定位置のFBGからの信号を瞬時に分離する機能をもたせたことを特徴とする多点歪計測装置。A measurement method (OFDR) in which a plurality of fiber Bragg gratings (FBGs) having a periodic refractive index structure in the core of an optical fiber are arranged in one optical fiber and a periodic change in the interference intensity of light is used. 3), a function of instantaneously separating a signal from an FBG at a specific position by passing a detection light signal through a band-pass filter whose band is set in advance. バンドパスフィルター後段のデータ信号に対して、その絶対値に対してさらににローパスフィルターを通すことで周波数に対する光強度の包絡線信号を求る手段と、該包絡線信号のピーク波形において最大振幅値の所定比率の値を示す上下両側光波数の中心値を中心光波数として割り出す手段と、該中心光波数に基づき歪み量の解析を行う手段とを備えた請求項1に記載の多点歪計測装置。Means for obtaining an envelope signal of light intensity with respect to frequency by further passing a low-pass filter to the absolute value of the data signal after the band-pass filter, and a maximum amplitude value in a peak waveform of the envelope signal 2. The multi-point strain measurement according to claim 1, further comprising: means for calculating a center value of the upper and lower light wave numbers indicating the value of the predetermined ratio as a center light wave number, and means for analyzing a distortion amount based on the center light wave number. apparatus. 所定比率は最大振幅値の略1/2としたものである請求項2に記載の多点歪計測装置。3. The multi-point strain measuring apparatus according to claim 2, wherein the predetermined ratio is set to approximately 1/2 of the maximum amplitude value. 複数のFBGを配置した中で、歪が掛かっていないひとつのFBGを準備し、該FBGからの検出信号を光源波長補正及び温度補正のための参照データとして補正を実行する手段を備えることにより、歪み計測精度の飛躍的な向上が得られることを特徴とする請求項1乃至3のいずれかに記載の多点歪計測装置。By arranging a plurality of FBGs, preparing one FBG that is not distorted, and providing a means for performing correction as a reference data for light source wavelength correction and temperature correction using a detection signal from the FBG, 4. The multi-point strain measuring device according to claim 1, wherein a dramatic improvement in strain measuring accuracy is obtained.
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