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JPH0769225B2 - Bending stress estimation method for pipes - Google Patents
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JPH0769225B2 - Bending stress estimation method for pipes - Google Patents

Bending stress estimation method for pipes

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Publication number
JPH0769225B2
JPH0769225B2 JP31417289A JP31417289A JPH0769225B2 JP H0769225 B2 JPH0769225 B2 JP H0769225B2 JP 31417289 A JP31417289 A JP 31417289A JP 31417289 A JP31417289 A JP 31417289A JP H0769225 B2 JPH0769225 B2 JP H0769225B2
Authority
JP
Japan
Prior art keywords
bending stress
stress
magnetostrictive sensor
magnetostrictive
pipe
Prior art date
Legal status (The legal status is an assumption and is not a legal conclusion. Google has not performed a legal analysis and makes no representation as to the accuracy of the status listed.)
Expired - Lifetime
Application number
JP31417289A
Other languages
Japanese (ja)
Other versions
JPH03176626A (en
Inventor
安雄 小川
正治郎 岡
有治 的場
禎明 境
Current Assignee (The listed assignees may be inaccurate. Google has not performed a legal analysis and makes no representation or warranty as to the accuracy of the list.)
Osaka Gas Co Ltd
Original Assignee
Osaka Gas Co Ltd
Priority date (The priority date is an assumption and is not a legal conclusion. Google has not performed a legal analysis and makes no representation as to the accuracy of the date listed.)
Filing date
Publication date
Application filed by Osaka Gas Co Ltd filed Critical Osaka Gas Co Ltd
Priority to JP31417289A priority Critical patent/JPH0769225B2/en
Publication of JPH03176626A publication Critical patent/JPH03176626A/en
Publication of JPH0769225B2 publication Critical patent/JPH0769225B2/en
Anticipated expiration legal-status Critical
Expired - Lifetime legal-status Critical Current

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  • Investigating Or Analyzing Materials By The Use Of Magnetic Means (AREA)

Description

【発明の詳細な説明】 [産業上の利用分野] 本発明は、例えば固定端を有するパイプライン等に地盤
沈下等のため大きな曲げ応力が発生した場合に、このパ
イプライン等に働いている曲げ応力の大きさを磁歪セン
サの測定値より推定する管の曲げ応力推定方法に関する
ものである。
DETAILED DESCRIPTION OF THE INVENTION [Industrial field of application] The present invention relates to a bending which works on a pipeline or the like having a fixed end when a large bending stress occurs due to ground subsidence or the like. The present invention relates to a method for estimating bending stress of a pipe, which estimates the magnitude of stress from a measurement value of a magnetostrictive sensor.

[従来の技術] 鋼材又は鋼製構造物等の応力及び残留応力を測定する方
法として、X線や超音波のほかに磁歪センサによる方法
がある。この磁歪センサを用いて磁化可能な丸棒、パイ
プ等円柱材料の応力を測定する方法としては先に出願し
た特願昭63−153622号公報に示された磁歪応力測定法が
ある。
[Prior Art] As a method of measuring the stress and residual stress of a steel material or a steel structure, there is a method using a magnetostriction sensor in addition to X-rays and ultrasonic waves. As a method for measuring the stress of a cylindrical material such as a magnetizable round bar or pipe using this magnetostrictive sensor, there is a magnetostrictive stress measuring method disclosed in Japanese Patent Application No. 63-153622 filed previously.

磁歪応力測定法は、磁性材料に荷重が作用すると透磁率
に異方性が生じ、荷重方向の透磁率が大きくなり、反対
に荷重方向と直角方向の透磁率が小さくなるので、両透
磁率の差を励磁コイルと検出コイルを持つ磁歪センサ
(磁気異方性センサともいう)によって検出することに
より、主応力の方向および大きさを測定する方法であ
る。この測定方法によると、一点の測定時間が10〜100m
secですみ、取扱いもきわめて便宜である。
In the magnetostrictive stress measurement method, when a load acts on a magnetic material, anisotropy occurs in the magnetic permeability, the magnetic permeability in the load direction increases, and on the contrary, the magnetic permeability in the direction perpendicular to the load direction decreases. This is a method of measuring the direction and magnitude of the principal stress by detecting the difference by a magnetostrictive sensor (also called a magnetic anisotropy sensor) having an exciting coil and a detecting coil. According to this measuring method, the measuring time for one point is 10 to 100 m.
Only sec, and handling is extremely convenient.

ところが、従来の磁歪応力測定法は、一般に磁歪センサ
を被測定面に接触させて行うものであるため、被測定面
の状態によって接触面における磁気抵抗が大きく異な
る。そのため、測定誤差が大きくなるという欠点があっ
た。
However, since the conventional magnetostrictive stress measuring method is generally performed by bringing the magnetostrictive sensor into contact with the surface to be measured, the magnetic resistance at the contact surface greatly differs depending on the state of the surface to be measured. Therefore, there is a drawback that the measurement error becomes large.

そこで、非接触状態、すなわち磁歪センサを被測定面か
ら一定の距離だけ離した状態で測定するという考え方が
出てくるわけであるが、この場合は磁歪感度が低下する
ため、磁歪センサの設定にありきわめて微妙な調整が必
要であるという別の問題があった。
Therefore, the idea is to measure in a non-contact state, that is, in the state where the magnetostrictive sensor is separated from the measured surface by a certain distance, but in this case, the magnetostrictive sensitivity decreases, so the setting of the magnetostrictive sensor There was another problem that required very subtle adjustments.

前記先願の発明においては、前記非接触計測における問
題点を解決し、磁化可能な丸棒、パイプ等の円柱材料に
対する磁歪応力測定法を非接触方式で実施できる装置を
開発し、その測定装置を使用して円柱材料の円周方向の
応力分布を従来よりも精度良く測定できる方法を提供し
た。
In the invention of the prior application, a device for solving the problems in the non-contact measurement and developing a magneto-striction stress measuring method for a columnar material such as a magnetizable round bar or a pipe by a non-contact method, and measuring device therefor have been developed. We have provided a method to measure the stress distribution in the circumferential direction of a cylindrical material with higher accuracy than before.

第1図は先の出願に係る磁歪応力測定法を説明する図で
あり、同図(a)は円柱材料1に曲げ荷重を加えて、円
柱材料1の上側に引張り応力+σ、下側に圧縮応力−σ
が働いている状態を示す。また同図(b)は円柱材料1
の中心軸に対して垂直に、且つその外周面と一定の距離
hのリフト・オフ(ギャップのこと)を保ちながら、磁
歪センサ2を円柱材料1の最上点即ち0゜の角度位置よ
り時計廻り方向に円周方向に沿って1回転させて、磁歪
センサ2が0゜〜360゜間のそれぞれの角度位置におい
て検出する磁歪信号を連続的に測定する方法を示してい
る。
FIG. 1 is a diagram for explaining the magnetostrictive stress measuring method according to the previous application. In FIG. 1 (a), a bending load is applied to the columnar material 1 so that the upper side of the columnar material 1 has a tensile stress + σ and the lower side thereof has a compression stress. Stress-σ
Indicates that is working. Further, FIG. 2B shows the columnar material 1
The magnetostrictive sensor 2 is rotated clockwise from the uppermost point of the cylindrical material 1, that is, the angular position of 0 °, while maintaining a lift-off (gap) at a constant distance h from the central axis of the cylindrical material 1 and its outer peripheral surface. In the figure, a method is shown in which the magnetostrictive signal detected by the magnetostrictive sensor 2 at each angular position between 0 ° and 360 ° is continuously measured by making one rotation along the circumferential direction.

第2図は第1図の磁歪応力測定法によるSIN近似法を説
明する図であり、同図(a)は磁歪センサ2が円柱材料
1の外周上の方位を示す角度とその応力分布を示し、角
度0゜(即ち円柱材料1の真上)において最大引張り応
力が、角度180゜(即ち円柱材料1の真下)において最
大圧縮応力が発生することから、応力分布はSINθ曲線
に近似して分布する。
FIG. 2 is a diagram for explaining the SIN approximation method based on the magnetostrictive stress measurement method of FIG. 1, and FIG. 2A shows the angle indicating the orientation of the magnetostrictive sensor 2 on the outer circumference of the cylindrical material 1 and its stress distribution. Since the maximum tensile stress occurs at an angle of 0 ° (that is, directly above the columnar material 1) and the maximum compressive stress occurs at an angle of 180 ° (that is, immediately below the columnar material 1,) the stress distribution is similar to the SINθ curve. To do.

第2図(b)は−20kg/mm2の荷重を円柱材料に加えたと
きの、歪ゲージによる応力の実測値とSINθ近似値とを
示している。この図から実際の応力分布とSINθ曲線と
はかなり近似していることが判る。
FIG. 2 (b) shows the measured value of the stress by the strain gauge and the SINθ approximate value when a load of −20 kg / mm 2 was applied to the cylindrical material. From this figure, it can be seen that the actual stress distribution and the SINθ curve are very similar.

[発明が解決しようとする課題] 上記の特願昭63−153622号公報に示された、円筒材料の
磁歪応力測定法によるSINθ近似法においては、曲げ応
力が大きくなり材料の応力による透磁率による変化が小
さくなると、曲げの軸近傍の磁歪センサの出力変化が小
さくなり、SINθ近似法により近似した信号振幅の変化
も小さくなるという問題点がある。
[Problems to be Solved by the Invention] In the SINθ approximation method based on the magnetostrictive stress measurement method for a cylindrical material, which is disclosed in Japanese Patent Application No. 63-153622, the bending stress becomes large and the permeability due to the stress of the material causes When the change is small, the output change of the magnetostrictive sensor in the vicinity of the bending axis is small, and the change in the signal amplitude approximated by the SINθ approximation method is also small.

第3図はSINθ近似法による信号振幅と曲げ応力との特
性を示す図であり、曲げ応力が約0〜12kg/mm2までの範
囲においては、曲げ応力と信号振幅はほぼリニアの特性
であるが、それ以上の範囲では曲げ応力の増加に比較し
て信号振幅の増加が次第に小さくなり、信号振幅は飽和
特性を有するようになる。
FIG. 3 is a diagram showing the characteristics of the signal amplitude and the bending stress by the SINθ approximation method. The bending stress and the signal amplitude are almost linear characteristics in the bending stress range of about 0 to 12 kg / mm 2. However, in the range beyond that, the increase of the signal amplitude gradually becomes smaller than the increase of the bending stress, and the signal amplitude comes to have a saturation characteristic.

また第4図は曲げ応力の大きいときの磁歪センサの管周
上の方位を示す角度とそのセンサ出力(単位はボルト)
との特性を示す図であり、第5図は曲げ応力が小さいと
きの磁歪センサの管周上の方位を示す角度とそのセンサ
出力との特性を示す図である。いずれも図中の+印は磁
歪センサによる各計測値を示している。
Further, FIG. 4 shows the angle indicating the azimuth on the tube circumference of the magnetostrictive sensor when the bending stress is large and the sensor output (unit is bolt).
And FIG. 5 is a diagram showing the characteristics of the angle indicating the azimuth on the tube circumference of the magnetostrictive sensor and the sensor output when the bending stress is small. In each case, the + sign in the figure indicates each measured value by the magnetostrictive sensor.

第4図と第5図の比較により明らかな如く、曲げ応力の
大きいときの磁歪センサ出力(第4図)は、曲げ応力が
小さいときの磁歪センサ出力(第5図)に比べ、SINθ
曲線からのズレが大きくなってくる。
As is clear from the comparison between FIGS. 4 and 5, the magnetostrictive sensor output when the bending stress is large (FIG. 4) is SINθ compared to the magnetostrictive sensor output when the bending stress is small (FIG. 5).
The deviation from the curve becomes larger.

従って、このような曲げ応力の大きな領域では、磁歪セ
ンサを用いたSINθ近似法による曲げ応力の測定は、精
度が著しく低下したり、もしくは測定が不可能となると
いう問題点があった。
Therefore, in such an area where the bending stress is large, there is a problem that the accuracy of the bending stress measurement by the SINθ approximation method using the magnetostrictive sensor is significantly lowered, or the measurement becomes impossible.

この発明はかかる問題点を解決するためなされたもの
で、磁歪センサ出力と曲げ応力とが非直線特性を有する
領域においても、磁歪センサ出力より精度良く曲げ応力
の値を推定することができる管の曲げ応力推定方法を得
ることを目的とする。
The present invention has been made to solve such a problem, and even in a region where the magnetostrictive sensor output and the bending stress have non-linear characteristics, the value of the bending stress can be estimated more accurately than the magnetostrictive sensor output. The purpose is to obtain a bending stress estimation method.

[課題を解決するための手段] この発明に係る管の曲げの応力推定方法は、磁歪センサ
が管材の外周面上または内周面上を非接触状態で相対移
動する測定装置を用いて、前記管材の管周方向の曲げ応
力分布をSIN曲線で近似して推定する方法において、前
記管材の曲げ応力中立部近傍において、前記磁歪センサ
出力が線形領域であり、且つ該センサ出力変化の最も大
きな角度範囲を2ケ所選択し、該選択された2ケ所の角
度範囲内の磁歪センサ出力をそれぞれ近似する2つの直
線の傾きの平均値を算出し、該算出された2直線の傾き
の平均値より対応する曲げ応力の値を推定する管の曲げ
応力推定手段を備えたもである。
[Means for Solving the Problem] A method for estimating stress in bending of a pipe according to the present invention uses a measuring device in which a magnetostrictive sensor relatively moves on an outer peripheral surface or an inner peripheral surface of a pipe material in a non-contact state, In the method of estimating the bending stress distribution in the pipe circumferential direction of the pipe material by approximating it with a SIN curve, in the vicinity of the bending stress neutral part of the pipe material, the magnetostrictive sensor output is in a linear region, and the sensor output change has the largest angle. Two ranges are selected, an average value of the inclinations of two straight lines that respectively approximate the outputs of the magnetostrictive sensors within the selected two angular ranges is calculated, and the average value of the calculated inclinations of the two straight lines is used. The pipe bending stress estimating means for estimating the bending stress value is provided.

[作用] この発明においては、磁歪センサが管材の外周面上また
は内周面上を非接触状態で相対移動する測定装置を用い
て、前記管材の管周方向の曲げ応力分布をSIN曲線で近
似して推定する方法において、曲げ応力推定手段により
前記管材の曲げ応力中立部近傍において、前記磁歪セン
サ出力が線形領域であり、且つ該センサ出力変化の最も
大きな角度範囲を2ケ所選択し、該選択された2ケ所の
角度範囲内の磁歪センサ出力をそれぞれ近似する2つの
直線の傾きの平均値を算出し、該算出された2直線の傾
きの平均値より対応する曲げ応力の値を推定する。
[Operation] In the present invention, the bending stress distribution in the pipe circumferential direction of the pipe material is approximated by the SIN curve by using the measuring device in which the magnetostrictive sensor relatively moves in the non-contact state on the outer peripheral surface or the inner peripheral surface of the pipe material. In this method, the bending stress estimating means selects two angular ranges in which the magnetostrictive sensor output is in the linear region and the largest sensor output change is in the vicinity of the bending stress neutral portion of the pipe material, and the selection is performed. The average value of the inclinations of the two straight lines that respectively approximate the magnetostrictive sensor outputs within the two calculated angular ranges is calculated, and the value of the corresponding bending stress is estimated from the calculated average value of the inclinations of the two straight lines.

[実施例] 第6図は本発明の管の曲げ応力推定方法を適用する管の
応力測定装置のブロック図である。図において10は走行
装置部であり、磁気異方性センサ11及び走行台車12を内
蔵する。磁気異方性センサ11は非接触により管材の円周
方向の磁気異方性を検出するためのセンサであり、例え
ば直交する励磁コイルと検出コイルとを備え、励磁コイ
ルに一定の励振電流を流して、応力の作用によって生じ
る磁気異方性を検出コイルから得られる電圧信号として
検出するものである。走行台車12は例えば管外周上に設
けられたレール又は及びギヤ上を走行し、磁気異方性セ
ンサ11を管の円周方向に移動させ計測を行わせるための
走行機構である。13は磁歪測定部であり、磁気異方性セ
ンサ11の励磁コイルに定電流を供給し、同時に該センサ
11の検出コイルより得られる検出信号を増幅し、磁気異
方性に比例した電圧信号として出力する磁歪測定部であ
る。14はモータ・ドライバであり、走行台車12に走行駆
動信号を供給し走行させ、その走行結果の位置情報とし
てエンコーダ信号が帰還される。15はA/D変換器、16は
例えばRS232C等のインタフェース、17はパーソナル・コ
ンピュータ(以下パソコンという)、18はCRT又は液晶
等を用いたデータ表示部である。
[Embodiment] FIG. 6 is a block diagram of a pipe stress measuring apparatus to which the pipe bending stress estimating method of the present invention is applied. In the figure, reference numeral 10 denotes a traveling device section, which incorporates a magnetic anisotropy sensor 11 and a traveling carriage 12. The magnetic anisotropy sensor 11 is a sensor for detecting the magnetic anisotropy in the circumferential direction of the pipe material in a non-contact manner, and includes, for example, an exciting coil and a detecting coil that are orthogonal to each other, and a constant exciting current is applied to the exciting coil. Then, the magnetic anisotropy caused by the action of stress is detected as a voltage signal obtained from the detection coil. The traveling carriage 12 is, for example, a traveling mechanism that travels on rails and / or gears provided on the outer circumference of the pipe and moves the magnetic anisotropy sensor 11 in the circumferential direction of the pipe to perform measurement. A magnetostriction measuring unit 13 supplies a constant current to the exciting coil of the magnetic anisotropy sensor 11, and at the same time, the sensor
This is a magnetostriction measuring unit that amplifies the detection signal obtained from the 11 detection coils and outputs it as a voltage signal proportional to the magnetic anisotropy. Reference numeral 14 denotes a motor driver, which supplies a traveling drive signal to the traveling vehicle 12 to cause the traveling vehicle 12 to travel, and an encoder signal is returned as position information of the traveling result. Reference numeral 15 is an A / D converter, 16 is an interface such as RS232C, 17 is a personal computer (hereinafter referred to as a personal computer), and 18 is a data display unit using a CRT or liquid crystal.

第6図の動作を説明する。管材の円周方向の応力を測定
するには、例えば管材の中心軸に対する垂直面上の管材
外周面に、図示されないレール又は/及びギヤを取付
け、このレール又は/及びギヤ上にホルダを介して走行
装置部10を走行可能に取付ける。次にパソコン17はイン
タフェース16を介してモータ・ドライバ14に1回転の走
行指令を与え、モータ・ドライバ14は前記レール又は/
及びギヤ上の走行装置10を管周に沿って1回転走行させ
る。この走行中に、磁気異方性センサ11(磁歪センサ2
と同一のもの)が第1図(b)に示される管材外周面上
の0゜〜360゜間の各角度位置において、該センサ11か
らそれぞれ検出された各検出信号は磁歪測定部13により
信号増幅後出力され、さらに該出力はA/D変換器15によ
り量子化され、パソコン17に供給される。パソコン17は
磁気異方性センサ11の管材外周上の方位を示す各角度に
対するセンサ出力値をデータ表示部18に表示させ、必要
の場合図示されないプリンタによりハードコピーを出力
する。本測定装置のデータ表示部18に表示されたデータ
又はプリンタにより出力されたハードコピーデータに基
づき、本発明に係る管の曲げ応力推定処理を行うことが
できる。
The operation of FIG. 6 will be described. To measure the stress in the circumferential direction of the pipe material, for example, a rail or / and a gear (not shown) is attached to the outer peripheral surface of the pipe material on a plane perpendicular to the central axis of the pipe material, and a holder is mounted on this rail or / and gear. Mount the traveling device unit 10 so that it can travel. Next, the personal computer 17 gives a running command for one rotation to the motor driver 14 via the interface 16, and the motor driver 14 sends the running command to the rail or / or
Also, the traveling device 10 on the gear is caused to travel once along the circumference of the pipe. During this running, the magnetic anisotropy sensor 11 (magnetostriction sensor 2
The same as the above) is detected by the magnetostriction measuring unit 13 at each angular position between 0 ° and 360 ° on the outer peripheral surface of the pipe material shown in FIG. 1 (b). The amplified signal is output, and the output is quantized by the A / D converter 15 and supplied to the personal computer 17. The personal computer 17 displays the sensor output value for each angle indicating the azimuth on the outer circumference of the magnetic anisotropy sensor 11 on the data display unit 18, and outputs a hard copy by a printer (not shown) if necessary. The pipe bending stress estimation process according to the present invention can be performed based on the data displayed on the data display unit 18 of the present measurement device or the hard copy data output by the printer.

第7図は曲げ応力の大きいときに磁歪センサ出力をSIN
θで近似した結果を示す図である。同図において、横軸
は磁歪センサを管の外周面上に円周方向に沿って1回転
させたときに、磁歪センサの管周上の方位を示す角度、
縦軸は磁歪センサの出力電圧で単位はボルト(V)であ
る。また図中の+印は磁歪センサによる各計測値を示
し、実線はこれをSINθで近似した曲線を示している。
Fig. 7 shows the SIN of the magnetostrictive sensor output when the bending stress is large.
It is a figure which shows the result approximated by (theta). In the figure, the horizontal axis is an angle indicating the azimuth of the magnetostrictive sensor on the tube circumference when the magnetostrictive sensor is rotated once on the outer peripheral surface of the tube along the circumferential direction,
The vertical axis represents the output voltage of the magnetostrictive sensor, and its unit is volt (V). Also, the + mark in the figure shows each measurement value by the magnetostrictive sensor, and the solid line shows the curve approximated by SINθ.

第7図において、曲げ応力が大きいときに、磁歪センサ
出力と応力との非直線性のために、曲げ応力の大きな領
域、例えば角度で約135゜〜225゜及び315゜〜45゜の範
囲において、磁歪センサ出力は曲げの軸にあたる部分が
つぶれたようになることが判る。この各計測値をつなぐ
曲線をSINθの曲線(図の実線で示される曲線)により
近似すると、第7図に示される通り曲げ応力の大きな領
域での計測誤差が増大することが示される。本発明はこ
の管の曲げ応力について、その引張り応力と圧縮応力と
の中立部近傍(引張り応力が次第に減少して零となり、
次に圧縮応力が零から次第に増加してゆく部分)におい
て、磁歪センサが線形特性を有する領域(曲げ応力が小
さい領域で、曲げ応力に対して磁歪センサ出力はリニア
特性を有する領域)のセンサ出力データに基づき、対応
する管の曲げ応力値の推定を行なうもである。
In FIG. 7, when the bending stress is large, due to the non-linearity between the magnetostrictive sensor output and the stress, in a region where the bending stress is large, for example, in an angle range of about 135 ° to 225 ° and 315 ° to 45 °. It can be seen that the magnetostrictive sensor output seems to be crushed at the part corresponding to the axis of bending. When the curve connecting these measured values is approximated by the curve of SINθ (curve shown by the solid line in the figure), it is shown that the measurement error increases in the region of large bending stress as shown in FIG. 7. The present invention, for the bending stress of this pipe, near the neutral portion between the tensile stress and the compressive stress (the tensile stress gradually decreases to zero,
Next, in the region where the compressive stress gradually increases from zero), the sensor output of the region where the magnetostrictive sensor has a linear characteristic (the region where the bending stress is small, the magnetostrictive sensor output has a linear characteristic with respect to the bending stress) Based on the data, the bending stress value of the corresponding pipe is estimated.

第8図は本発明に係る応力中立部近傍の磁歪センサ出力
データによる直線近似法を説明する図である。同図にお
いて、横軸は第7図と同様に、磁歪センサの管周廻りの
方位を示す角度、縦軸は磁歪センサの出力電圧で単位は
ボルト(V)である。また図中の+印は磁歪センサにろ
る各計測値を示す。
FIG. 8 is a diagram for explaining the linear approximation method based on the magnetostrictive sensor output data near the stress neutral portion according to the present invention. In the figure, the horizontal axis is the angle indicating the azimuth around the circumference of the tube of the magnetostrictive sensor, and the vertical axis is the output voltage of the magnetostrictive sensor in volts (V), as in FIG. Further, the + mark in the figure indicates each measured value obtained by the magnetostrictive sensor.

第8図においては、前記応力中立部近傍で、磁歪センサ
の方位を示す角度の変化(Δθ)に対して磁歪センサ出
力の変化(ΔV)が最も大きな角度範囲を2ケ所選択す
る。本例では第1及び第2の中立軸をそれぞれ87゜及び
270゜と設定し、その前後の角度設定をそれぞれ±10゜
とした。従って選択された2ケ所の角度範囲は77゜〜97
゜と260゜〜280゜の領域となる。
In FIG. 8, in the vicinity of the stress-neutral portion, two angular ranges are selected in which the change (ΔV) in the magnetostrictive sensor output is the largest with respect to the change (Δθ) in the angle indicating the azimuth of the magnetostrictive sensor. In this example, the first and second neutral axes are 87 ° and
The angle was set to 270 °, and the angle settings before and after that were ± 10 °. Therefore, the two selected angle ranges are 77 ° -97.
It becomes an area of ゜ and 260 〜 280 ゜.

次にこのようにして選択された2ケ所の角度範囲内の磁
歪センサ出力をそれぞれ近似する2つの直線L1及びL2
傾き(符号を考えないで単なる単位角度変化に対するセ
ンサ出力の変化分ΔV/Δθとする。)ΔV1/ΔθとΔV2/
Δθを求め、さらにこの2つの直線の傾きΔV1/Δθと
ΔV2/Δθの平均値を算出する。本発明はこの2つの近
似直線の傾きの平均値より曲げ応力を推定せんとするも
のである。
Next, the inclinations of the two straight lines L 1 and L 2 approximating the magnetostrictive sensor outputs within the two angular ranges thus selected (the change ΔV in the sensor output with respect to a simple unit angle change without considering the sign) / Δθ.) ΔV 1 / Δθ and ΔV 2 /
Δθ is obtained, and the average value of the inclinations ΔV 1 / Δθ and ΔV 2 / Δθ of these two straight lines is calculated. In the present invention, the bending stress is estimated from the average value of the inclinations of these two approximate straight lines.

第9図は本発明に係る応力中立部近傍のデータにより直
線近似した直線の傾きと曲げ応力の特性を示す図であ
る。同図において横軸は曲げ応力を示し、単位はkg/mm2
である。縦軸は前記2つの近似直線の平均傾き値を示
し、単位はmV/degである。また図中の丸印は歪ゲージ等
により実測した応力に対応して算出された近似直線の平
均傾き値であり、実線は丸印の平均傾き値を直線により
近似した較正直線である。
FIG. 9 is a diagram showing the characteristics of the inclination and bending stress of a straight line that is linearly approximated by the data in the vicinity of the stress neutral portion according to the present invention. In the figure, the horizontal axis shows bending stress, the unit is kg / mm 2
Is. The vertical axis represents the average slope value of the two approximate straight lines, and the unit is mV / deg. The circles in the figure are the average slope values of the approximate straight line calculated corresponding to the stress actually measured by a strain gauge or the like, and the solid lines are the calibration straight lines that approximate the average slope values of the circles by a straight line.

この第9図の較正直線又は曲線を用いることにより、磁
歪応力測定法における従来のSINθ近似法では測定誤差
が大きかったり、または測定ができなかった曲げ応力の
大きな範囲まで精度良く計測することが可能となった。
By using the calibration line or curve shown in Fig. 9, it is possible to accurately measure up to a large range of bending stress, which was too large or could not be measured by the conventional SINθ approximation method in the magnetostrictive stress measurement method. Became.

また上記実施例においては、磁歪センサを管材の外周面
上を非接触で走行させる例を示したが、同様に磁歪セン
サを管材の内周面上を非接触で走行させるようにしても
よい。またこの場合に磁歪センサを走行させずに、管材
をその中心軸に対して回転させ、磁歪センサを固定する
ようにしてもよい。いずれの場合も磁歪センサと管材と
が相対移動をすればよく、一方を固定し他方を移動させ
ることにより同一効果を得ることができる。
Further, in the above-described embodiment, the example in which the magnetostrictive sensor is made to travel on the outer peripheral surface of the pipe material in a non-contact manner has been shown, but the magnetostrictive sensor may be made to travel on the inner peripheral surface of the pipe material in a non-contact manner as well. Further, in this case, the magnetostrictive sensor may be fixed by rotating the pipe material with respect to the central axis thereof without running the magnetostrictive sensor. In either case, the magnetostrictive sensor and the pipe member may be moved relative to each other, and the same effect can be obtained by fixing one and moving the other.

[発明の効果] 以上のように本発明によれば、磁歪センサが管材の外周
面上または内周面上を非接触状態で相対移動する測定装
置を用いて、前記管材の円周方向の曲げ応力分布をSIN
曲線で近似して推定する方法において、前記管材の曲げ
応力中立部近傍において、前記磁歪センサ出力が線形領
域であり、且つ該センサ出力変化の最も大きな角度範囲
を2ケ所選択し、該選択された2ケ所の角度範囲内の磁
歪センサ出力をそれぞれ近似する2つの直線の傾きの平
均値を算出し、該算出された2直線の傾きの平均値より
対応する曲げ応力の値を高精度で推定できるようにした
ので、磁歪センサを用いた管の曲げ応力計測法の計測精
度向上の効果が得られる。
[Effects of the Invention] As described above, according to the present invention, the magnetostrictive sensor is bent in the circumferential direction of the pipe material by using the measuring device that relatively moves on the outer peripheral surface or the inner peripheral surface of the pipe material in a non-contact state. SIN the stress distribution
In the method of approximating with a curve, in the vicinity of the bending stress neutral portion of the pipe material, the magnetostrictive sensor output is in a linear region, and two angular ranges having the largest sensor output change are selected and selected. The average value of the inclinations of two straight lines that respectively approximate the outputs of the magnetostrictive sensors in the two angle ranges is calculated, and the corresponding bending stress value can be estimated with high accuracy from the calculated average value of the inclinations of the two straight lines. As a result, the effect of improving the measurement accuracy of the bending stress measuring method for a pipe using a magnetostrictive sensor can be obtained.

【図面の簡単な説明】[Brief description of drawings]

第1図(a)及び(b)は先願に係る磁歪応力測定法を
説明する図、第2図(a)及び(b)は第1図の磁歪応
力測定法によるSIN近似法を説明する図、第3図はSINθ
近似法による信号振幅と曲げ応力との特性を示す図、第
4図は曲げ応力が大きいときの磁歪センサの管周上の方
位を示す角度とそのセンサ出力との特性を示す図、第5
図は曲げ応力が小さいときの磁歪センサの管周上の方位
を示す角度とそのセンサ出力との特性を示す図、第6図
は本発明の管の曲げ応力推定方法を適用する管の応力測
定装置のブロック図、第7図は曲げ応力の大きいときに
磁歪センサ出力をSINθで近似した結果を示す図、第8
図は本発明に係る応力中立部近傍の磁歪センサ出力デー
タによる直線近似法を説明する図、第9図は本発明に係
る応力中立部近傍のデータにより直線近似した直線の傾
きと曲げ応力の特性を示す図である。 図において、1は円柱材料、2は磁歪センサ、10は走行
装置部、11は磁気異方性センサ、12は走行台車、13は磁
歪測定部、14はモータ・ドライバ、15はA/D変換器、16
はインタフェース、17はパソコン、18はデータ表示部で
ある。
1 (a) and 1 (b) are diagrams for explaining the magnetostrictive stress measuring method according to the prior application, and FIGS. 2 (a) and 2 (b) are for explaining the SIN approximation method by the magnetostrictive stress measuring method of FIG. Figures and 3 show SINθ
FIG. 5 is a diagram showing characteristics of a signal amplitude and bending stress by an approximation method. FIG. 4 is a diagram showing characteristics of an angle indicating an azimuth on a pipe circumference of the magnetostrictive sensor and a sensor output thereof when the bending stress is large.
FIG. 6 is a diagram showing the characteristics of the angle indicating the azimuth on the pipe circumference of the magnetostrictive sensor and the sensor output when the bending stress is small, and FIG. 6 is the stress measurement of the pipe to which the bending stress estimation method of the present invention is applied. FIG. 8 is a block diagram of the device, FIG. 7 is a diagram showing the result of approximating the magnetostrictive sensor output by SINθ when the bending stress is large,
FIG. 9 is a diagram for explaining the linear approximation method based on the magnetostrictive sensor output data in the vicinity of the stress neutral portion according to the present invention, and FIG. 9 is the characteristic of the slope and bending stress of the straight line approximated by the data in the vicinity of the stress neutral portion according to the present invention FIG. In the figure, 1 is a cylindrical material, 2 is a magnetostrictive sensor, 10 is a traveling device section, 11 is a magnetic anisotropy sensor, 12 is a traveling carriage, 13 is a magnetostrictive measuring section, 14 is a motor driver, and 15 is an A / D conversion. Bowl, 16
Is an interface, 17 is a personal computer, and 18 is a data display unit.

───────────────────────────────────────────────────── フロントページの続き (72)発明者 境 禎明 東京都千代田区丸の内1丁目1番2号 日 本鋼管株式会社内 (56)参考文献 特開 平1−308933(JP,A) ─────────────────────────────────────────────────── ─── Continuation of front page (72) Inventor Sadaaki Sakai 1-2-1, Marunouchi, Chiyoda-ku, Tokyo Nihon Kokan Co., Ltd. (56) Reference JP-A-1-308933 (JP, A)

Claims (1)

【特許請求の範囲】[Claims] 【請求項1】磁歪センサが管材の外周面上または内周面
上を非接触状態で相対移動する測定装置を用いて、前記
管材の管周方向の曲げ応力分布をSIN曲線で近似して推
定する方法において、 前記管材の曲げ応力中立部近傍において、前記磁歪セン
サ出力が線形領域であり、且つ該センサ出力変化の最も
大きな角度範囲を2ケ所選択し、該選択された2ケ所の
角度範囲内の磁歪センサ出力をそれぞれ近似する2つの
直線の傾きの平均値を算出し、該算出された2直線の傾
きの平均値より対応する曲げ応力の値を推定することを
特徴とする管の曲げ応力推定方法。
1. A bending stress distribution in the pipe circumferential direction of the pipe material is estimated by approximation with a SIN curve using a measuring device in which a magnetostrictive sensor relatively moves on the outer peripheral surface or the inner peripheral surface of the pipe material in a non-contact state. In the method, in the vicinity of the bending stress neutral portion of the pipe material, the magnetostrictive sensor output is in a linear region, and two angle ranges having the largest sensor output change are selected, and the selected two angle ranges are included. The bending stress of the pipe is characterized by calculating an average value of inclinations of two straight lines approximating respective magnetostrictive sensor outputs and estimating a corresponding bending stress value from the calculated average value of inclinations of the two straight lines. Estimation method.
JP31417289A 1989-12-05 1989-12-05 Bending stress estimation method for pipes Expired - Lifetime JPH0769225B2 (en)

Priority Applications (1)

Application Number Priority Date Filing Date Title
JP31417289A JPH0769225B2 (en) 1989-12-05 1989-12-05 Bending stress estimation method for pipes

Applications Claiming Priority (1)

Application Number Priority Date Filing Date Title
JP31417289A JPH0769225B2 (en) 1989-12-05 1989-12-05 Bending stress estimation method for pipes

Publications (2)

Publication Number Publication Date
JPH03176626A JPH03176626A (en) 1991-07-31
JPH0769225B2 true JPH0769225B2 (en) 1995-07-26

Family

ID=18050119

Family Applications (1)

Application Number Title Priority Date Filing Date
JP31417289A Expired - Lifetime JPH0769225B2 (en) 1989-12-05 1989-12-05 Bending stress estimation method for pipes

Country Status (1)

Country Link
JP (1) JPH0769225B2 (en)

Also Published As

Publication number Publication date
JPH03176626A (en) 1991-07-31

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