JPH01148932A - Gas pressure gauge - Google Patents

Gas pressure gauge

Info

Publication number
JPH01148932A
JPH01148932A JP30822587A JP30822587A JPH01148932A JP H01148932 A JPH01148932 A JP H01148932A JP 30822587 A JP30822587 A JP 30822587A JP 30822587 A JP30822587 A JP 30822587A JP H01148932 A JPH01148932 A JP H01148932A
Authority
JP
Japan
Prior art keywords
circuit
voltage
current
vibrator
gas pressure
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.)
Granted
Application number
JP30822587A
Other languages
Japanese (ja)
Other versions
JP2593324B2 (en
Inventor
Naohiko Maruno
尚彦 丸野
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.)
Nagano Keiki Seisakusho KK
Original Assignee
Nagano Keiki Seisakusho KK
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 Nagano Keiki Seisakusho KK filed Critical Nagano Keiki Seisakusho KK
Priority to JP62308225A priority Critical patent/JP2593324B2/en
Publication of JPH01148932A publication Critical patent/JPH01148932A/en
Application granted granted Critical
Publication of JP2593324B2 publication Critical patent/JP2593324B2/en
Anticipated expiration legal-status Critical
Expired - Fee Related legal-status Critical Current

Links

Classifications

    • G—PHYSICS
    • G01—MEASURING; TESTING
    • G01L—MEASURING FORCE, STRESS, TORQUE, WORK, MECHANICAL POWER, MECHANICAL EFFICIENCY, OR FLUID PRESSURE
    • G01L9/00—Measuring steady of quasi-steady pressure of fluid or fluent solid material by electric or magnetic pressure-sensitive elements; Transmitting or indicating the displacement of mechanical pressure-sensitive elements, used to measure the steady or quasi-steady pressure of a fluid or fluent solid material, by electric or magnetic means
    • G01L9/0001—Transmitting or indicating the displacement of elastically deformable gauges by electric, electro-mechanical, magnetic or electro-magnetic means
    • G01L9/0008—Transmitting or indicating the displacement of elastically deformable gauges by electric, electro-mechanical, magnetic or electro-magnetic means using vibrations
    • G01L9/0022—Transmitting or indicating the displacement of elastically deformable gauges by electric, electro-mechanical, magnetic or electro-magnetic means using vibrations of a piezoelectric element

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  • Physics & Mathematics (AREA)
  • General Physics & Mathematics (AREA)
  • Measuring Fluid Pressure (AREA)

Abstract

PURPOSE:To enhance measuring accuracy, by employing circuit constitution based on a specific formula to exclude the effect of the variation component of inherent impedance. CONSTITUTION:Circuit constitution satisfying a condition of predetermined formula (wherein Vc is the amplitude of pulse voltage, Vo is constant voltage, k is an adjustable coefficient and Ic is a resonance current) is employed. An analogue switch 11 switches the DC constant voltage from an adder circuit 4 corresponding to the output signal of a polarity discrimination circuit 12 not only to obtain predetermined voltage Vc but also to apply the same to a quartz vibrator 2. A phase shifting circuit 13 is connected to the circuit 12 and discriminates the polarity of the AC signal V2 supplied from the circuit 13 to apply the same to the switch 11. A current/voltage converter circuit 14 for converting the current Ic flowing to the vibrator 2 voltage is connected to the output side of the vibrator 2. The vibrator 2 receives the voltage Vc from the switch 11 to permit a current Ic to flow. By this method, the apparent inherent impedance of the vibrator 2 can be made constant without being affected by the vibration component.

Description

【発明の詳細な説明】 〔産業上の利用分野〕 本発明は水晶振動子を用いた、特に自励発振方式の気体
圧力計に関する。
DETAILED DESCRIPTION OF THE INVENTION [Field of Industrial Application] The present invention relates to a gas pressure gauge using a crystal resonator, particularly a self-oscillation type gas pressure gauge.

〔背景技術及びその問題点〕[Background technology and its problems]

特定種類の気体の圧力と、その気体中に配した水晶振動
子の直列共振状態におけるインピーダンスは一定の相関
関係を示すことが知られている。
It is known that there is a certain correlation between the pressure of a specific type of gas and the impedance of a crystal resonator placed in the gas in a series resonance state.

このため、予め気体の圧力値と水晶振動子のインピーダ
ンス値の関係を求めておけば組成の明らかな気体の圧力
を水晶振動子のインピーダンス値から知ることができ、
かかる原理に基づく自励発振方式の気体圧力計も実用化
されている。
Therefore, if the relationship between the pressure value of the gas and the impedance value of the crystal oscillator is determined in advance, the pressure of a gas whose composition is known can be determined from the impedance value of the crystal oscillator.
A self-oscillation type gas pressure gauge based on this principle has also been put into practical use.

ところで、気体中における水晶振動子の直列共振インピ
ーダンスZは、真空(例えば10−’T。
By the way, the series resonance impedance Z of a crystal resonator in gas is vacuum (for example, 10-'T).

rr以下)中の固有インピーダンスZoと気体の圧力に
依存するインピーダンス変化分ΔZから、Z=ΔZ十Z
o          ・・・(1)で表される。
From the characteristic impedance Zo in (below rr) and the impedance change ΔZ depending on the gas pressure, Z = ΔZ + Z
o...Represented by (1).

インピーダンス変化分ΔZは水晶振動子が同一構造、同
一ロットの場合、気体の圧力に対して高い相関性を示し
、この相関性は水晶振動子の形状によって決まることが
サイズ効果として知られている。一方、固有インピーダ
ンスZoは水晶振動子が同一構造、同一ロットの場合で
あっても、内部摩擦の大きさの相違、振動エネルギの水
晶振動子固定台への漏れ量の相違等により、個々の水晶
振動子間においてバラつきが認められる。また、固有イ
ンピーダンスZoは上記した振動エネルギの漏れ量が変
化したり、水晶振動子自身が気体中のオイルミストによ
る汚染等によって多少の変動を生じる。したがって、こ
のときの実際の固有インピーダンスZoは設計インピー
ダンスZopと変動成分δZoから、 Zo=Zop+δZ o        −・・(2)
で表される。
It is known as a size effect that the impedance change ΔZ shows a high correlation with the gas pressure when the crystal resonators have the same structure and the same lot, and this correlation is determined by the shape of the crystal resonator. On the other hand, even if the crystal resonators have the same structure and the same lot, the specific impedance Zo will vary depending on the individual crystal resonators due to differences in the amount of internal friction, differences in the amount of vibration energy leaking into the crystal resonator fixing base, etc. Variations are observed between the vibrators. In addition, the characteristic impedance Zo varies to some extent due to changes in the amount of leakage of vibration energy described above, or due to contamination of the crystal resonator itself with oil mist in the gas. Therefore, the actual specific impedance Zo at this time is calculated from the design impedance Zop and the fluctuation component δZo, as follows: Zo=Zop+δZ o −...(2)
It is expressed as

よって、このような固有インピーダンスZoがバラつく
実際の水晶振動子2を用いて気体圧力計を構成した場合
、次のような問題を生ずる。
Therefore, when a gas pressure gauge is constructed using an actual crystal resonator 2 in which the characteristic impedance Zo varies, the following problem occurs.

即ち、水晶振動子2の直列共振インピーダンスZは、水
晶振動子2へ印加する等価励振電圧をVe1共振電流を
Icとすると、 I c= V e/Z           −(3)
または前記(1)式から、 Ic=VeバΔZ+Zo)・・・(4)となる。
That is, the series resonant impedance Z of the crystal resonator 2 is as follows: Ic=Ve/Z-(3) where the equivalent excitation voltage applied to the crystal resonator 2 is Ve1, and the resonant current is Ic.
Alternatively, from the above equation (1), Ic=Ve ΔZ+Zo) (4).

今、Veが一定値、Zoが設計インピーダンスZOpに
一致、即ちδZo=Oとすると、(4)式は、Ic=V
eバΔZ + Z op)      −(5)となっ
て、インピーダンス変化分ΔZにのみ依存する。したが
って、電流Icを適当な変換手段によって圧力に変換す
れば、特定のインピーダンス変化分ΔZに対する一つの
圧力値を定めることができる。
Now, if Ve is a constant value and Zo matches the design impedance ZOp, that is, δZo=O, then equation (4) is expressed as Ic=V
ΔZ + Z op) - (5), which depends only on the impedance change ΔZ. Therefore, by converting the current Ic into pressure using an appropriate conversion means, one pressure value can be determined for a specific impedance change ΔZ.

しかし、実際には(4)式の固有インピーダンスZoは
(2)式のようにδZoを含み、しかも水晶振動子毎に
バラついているため、δZo≠0であり、共振電流Ic
と固有インピーダンスZoの関係は水晶振動子毎に異な
る。つまり、(5)式には一致せず、共振電流Icと気
体圧力の関係に誤差を生じてしまう。
However, in reality, the characteristic impedance Zo in equation (4) includes δZo as shown in equation (2), and also varies from crystal unit to crystal unit, so δZo≠0, and the resonant current Ic
The relationship between the specific impedance Zo and the specific impedance Zo differs depending on the crystal oscillator. In other words, the equation (5) does not match, and an error occurs in the relationship between the resonance current Ic and the gas pressure.

そこで、このような誤差を生じさせないためには、水晶
振動子の固有インピーダンスZoを測定し、設計インピ
ーダンスZopに近いものだけを選別して使用すればよ
いが、歩留まりが著しく悪化し、現実的でない。
Therefore, in order to prevent such errors from occurring, it is possible to measure the intrinsic impedance Zo of the crystal resonator and select and use only those that are close to the design impedance Zop, but this would significantly reduce yield and be impractical. .

他の解決手法としては設計インピーダンスZopを予め
高目に設定し、かつ水晶振動子に対し直列に可変式の補
正抵抗を接続して設計インピーダンスZopに一致させ
ればよいが、自励発振ループ内に可変式の抵抗を含むた
め、回路が不安定となる問題がある。
Another solution is to set the design impedance Zop high in advance and connect a variable correction resistor in series with the crystal oscillator to match the design impedance Zop. Since the circuit includes a variable resistor, there is a problem that the circuit becomes unstable.

また、他の解決手法としては共振電流rcから直列共振
インピーダンスZを算出し、変動成分δZoを含む固有
インピーダンスZoを減じて圧力のみのインピーダンス
変化分ΔZを求めればよいが、高精度のアナログ乗算器
、或はアナログ−ディジタル変換器を含むマイクロコン
ピュータが必要となり、回路が複雑で高価となる問題を
生ずる。
Another solution is to calculate the series resonant impedance Z from the resonant current rc and subtract the characteristic impedance Zo including the fluctuation component δZo to obtain the impedance change ΔZ due to only the pressure. , or a microcomputer including an analog-to-digital converter is required, resulting in a problem that the circuit becomes complicated and expensive.

なお、説明に用いる電圧値、電流値を表わす記号Ic、
Ve等は表現を簡略化するため、特に断りのない限りそ
れぞれの電圧値、電流値の実効値を表わしている。後述
するVo、V、、■6、■3も同様である。
Note that symbols Ic representing voltage values and current values used in the explanation,
In order to simplify the expression, Ve, etc. represent the effective values of the respective voltage values and current values unless otherwise specified. The same applies to Vo, V, , 6, and 3, which will be described later.

〔問題点を解決するための手段〕[Means for solving problems]

本発明は上記背景技術に存在する諸問題を解決した気体
圧力計の提供を目的とするもので、以下に示す気体圧力
計1によって達成される。
The present invention aims to provide a gas pressure gauge that solves the problems existing in the above-mentioned background art, and is achieved by a gas pressure gauge 1 shown below.

即ち、本発明に係る気体圧力計1は気体中における水晶
振動子2に所定のパルス電圧Vc(電圧振幅値)を印加
し、この水晶振動子2の共振電流Ic(電流値)に基づ
いて当該気体の圧力を測定する形式の気体圧力計におい
て、特に上記パルス電圧VcがVc=Vo+に−Ic(
Voニ一定電圧、k:可変調整可能な係数)の条件式を
満たす回路構成を採用したことを特徴としている。この
ため、本発明では共振電流Icに対応する補正電圧k・
Icを得る係数回路3と、この補正電圧に−Icと定電
圧電源からの一定電圧Voを加算する加算回路4を少な
くとも備えている。
That is, the gas pressure gauge 1 according to the present invention applies a predetermined pulse voltage Vc (voltage amplitude value) to the crystal oscillator 2 in the gas, and based on the resonance current Ic (current value) of the crystal oscillator 2, In a gas pressure gauge that measures the pressure of gas, in particular, the pulse voltage Vc changes from Vc=Vo+ to -Ic(
It is characterized by adopting a circuit configuration that satisfies the following conditional expressions: Vo (constant voltage) and k (variably adjustable coefficient). Therefore, in the present invention, the correction voltage k・corresponding to the resonant current Ic
It includes at least a coefficient circuit 3 that obtains Ic, and an adder circuit 4 that adds -Ic and a constant voltage Vo from a constant voltage power supply to this correction voltage.

ここで、Vcは水晶振動子2に印加されるパルス電圧の
振幅値であるが、パルス電圧の波形がデユティ比50%
の矩形波のときは、水晶振動子2の励振に有効となる等
価な励振電圧Veと一定の関係にあり、はぼ、 V e= v c  −fr/ yr        
−(6)となることが知られている。
Here, Vc is the amplitude value of the pulse voltage applied to the crystal resonator 2, and the waveform of the pulse voltage has a duty ratio of 50%.
When it is a rectangular wave, it has a constant relationship with the equivalent excitation voltage Ve that is effective for excitation of the crystal resonator 2, and is expressed as follows: Ve=vc-fr/yr
-(6) is known.

そこで、以下VeとVcとの関係を簡単に、Ve= k
 、−Vc         −(7)とおく。
Therefore, the relationship between Ve and Vc is simply expressed as Ve=k
, -Vc -(7).

〔作  用〕[For production]

次に、本発明の作用について説明する。 Next, the operation of the present invention will be explained.

まず、前記(3)、(4)及び(2)の各式から、Ic
=VeバΔZ+Zop+δZ o)      −(8
)を得る。
First, from each equation (3), (4), and (2) above, Ic
= Ve ΔZ + Zop + δZ o) −(8
).

今、印加パルス電圧Vcを係数回路3と加算回路4によ
って、 Vc=Vo+Ck ・I c)          ・
・(9)の条件が成立するように設定すれば、(7)、
(8)及び(9)式から、 I c−k +(Vo+ k I c)パΔZ+Zop
+δZO)−(10)さらにIcについて整理すれば、 E c= k t ・Vo/(ΔZ+Zop+δZ O
k Ik )”(11)となる。
Now, the applied pulse voltage Vc is calculated by the coefficient circuit 3 and the adder circuit 4 as follows: Vc=Vo+Ck ・I c) ・
・If the conditions in (9) are set to hold, (7),
From equations (8) and (9), I c−k + (Vo+ k I c) pΔZ+Zop
+δZO) - (10) If we further organize Ic, E c= k t ・Vo/(ΔZ+Zop+δZ O
k Ik )” (11).

この結果、k、−に=δZOに調整すれば、Ic=kI
・■oバΔZ + Z op)      =−(12
)となり、この式はに、・VoをVeと読み替えること
で(5)式と一致する。即ち、インピーダンス変化分Δ
Zを特定すれば共振電流IcはδZoに影響されること
なく特定され、誤差分は排除される。
As a result, if k, - is adjusted to = δZO, Ic = kI
・■o bar ΔZ + Z op) =-(12
), and this equation matches equation (5) by replacing ・Vo with Ve. In other words, the impedance change Δ
Once Z is specified, the resonant current Ic can be specified without being influenced by δZo, and the error can be eliminated.

〔実 施 例〕〔Example〕

以下には、本発明に係る好適な実施例を図面に基づき詳
細に説明する。第1図は本発明に係る気体圧力計のブロ
ック回路図、第2図は第1図中容部における信号のタイ
ムチャート図、第3図は同気体圧力計の具体的回路例を
示す電気回路図、第4図は気体圧力対共振電流特性図で
ある。
Hereinafter, preferred embodiments of the present invention will be described in detail with reference to the drawings. Fig. 1 is a block circuit diagram of a gas pressure gauge according to the present invention, Fig. 2 is a time chart of signals in the inner portion of Fig. 1, and Fig. 3 is an electric circuit showing a specific circuit example of the gas pressure gauge. FIG. 4 is a gas pressure versus resonance current characteristic diagram.

まず、第1図及び第2図を参照して気体圧力計1のブロ
ック構成と機能について説明する。
First, the block configuration and functions of the gas pressure gauge 1 will be explained with reference to FIGS. 1 and 2.

2は圧力測定子となる水晶振動子である。この水晶振動
子2にはアナログスイッチ11を介して加算回路4の出
力側を接続する。このアナログスイッチ11は極性判別
回路12の出力信号に対応して加算回路4からの直流定
電圧をスイッチングし、第2図(e)に示す所定のパル
ス電圧Vcを得るとともに、水晶振動子2に印加する。
2 is a crystal oscillator serving as a pressure measuring element. The output side of an adder circuit 4 is connected to this crystal resonator 2 via an analog switch 11. This analog switch 11 switches the DC constant voltage from the adder circuit 4 in response to the output signal of the polarity discrimination circuit 12 to obtain a predetermined pulse voltage Vc shown in FIG. Apply.

一方、極性判別回路12には移相回路13を接続し、同
回路13から供給される第2図(c)に示す交流信号V
、の極性を判別してアナログスイッチ11に付与する。
On the other hand, a phase shift circuit 13 is connected to the polarity discrimination circuit 12, and the AC signal V shown in FIG. 2(c) is supplied from the circuit 13.
, and applies it to the analog switch 11.

なお、極性判別回路12の出力信号v3は第2図(d)
に示すパルス信号となる。
The output signal v3 of the polarity discrimination circuit 12 is shown in FIG. 2(d).
The pulse signal will be as shown in .

他方、水晶発振子2の出力側には水晶発振子2に流れる
第2図(a)に示す正弦波状の共振電流Icを電圧に変
換して取り出す電流電圧変換回路14を接続する。なお
、水晶振動子2は気体圧力測定時には気体雰囲気中に置
かれ、前記アナログスイッチ11から前記パルス電圧V
cが印加されることによって、第4図の特性曲線に示す
共振電流ICが流れる。電流電圧変換回路14の出力信
号V、を第2図(b)に示す。また同回路14の出力側
には前記移相回路13を接続する。この移相回路13は
電流電圧変換回路14の出力信号V1に対し、所定の大
きさだけ位相を移相させる機能を有する。このような、
第1図に示す自励発振ループ及び移相回路13により、
電気的直列共振周波数近傍で発胴させることができ、水
晶振動子2に対して最適な位相条件及びゲイン条件を設
定できる。
On the other hand, a current-voltage conversion circuit 14 is connected to the output side of the crystal oscillator 2, which converts the sinusoidal resonant current Ic shown in FIG. 2(a) flowing through the crystal oscillator 2 into a voltage. Note that the crystal resonator 2 is placed in a gas atmosphere when measuring gas pressure, and the pulse voltage V is applied from the analog switch 11.
When c is applied, a resonant current IC shown in the characteristic curve of FIG. 4 flows. The output signal V of the current-voltage conversion circuit 14 is shown in FIG. 2(b). Further, the phase shift circuit 13 is connected to the output side of the circuit 14. This phase shift circuit 13 has a function of shifting the phase of the output signal V1 of the current-voltage conversion circuit 14 by a predetermined amount. like this,
With the self-excited oscillation loop and phase shift circuit 13 shown in FIG.
The crystal resonator 2 can be fired near the electrical series resonance frequency, and optimal phase conditions and gain conditions can be set for the crystal resonator 2.

また、電流電圧変換回路14の出力側にはさらに検波回
路15を介して表示器16を接続する。
Furthermore, a display 16 is further connected to the output side of the current-voltage conversion circuit 14 via a detection circuit 15.

電流電圧変換回路14の出力信号■、は水晶振動子2の
インピーダンス値、つまり気体圧力の大きさに対応(イ
ンピーダンス値に反比例)した振幅をもつ正弦波状交流
出力である。したがって、当該信号V、を検波回路15
により第2図(f)に示す直流電圧Vsに変換し、対応
した表示目盛をもつメータ等の表示器16で気体圧力の
表示を行うことができる。なお、検波回路15の出力は
、その他、プリンタ、他のアクチュエータの制御用信号
として利用してもよい。
The output signal (2) of the current-voltage conversion circuit 14 is a sinusoidal AC output having an amplitude corresponding to the impedance value of the crystal resonator 2, that is, the magnitude of the gas pressure (inversely proportional to the impedance value). Therefore, the detection circuit 15 detects the signal V.
This can be converted into a DC voltage Vs as shown in FIG. 2(f), and the gas pressure can be displayed on a display 16 such as a meter having a corresponding display scale. Note that the output of the detection circuit 15 may also be used as a control signal for a printer or other actuator.

一方、検波回路15の出力である直流電圧Vsは係数回
路3に入力させる。係数回路3は出力電圧が入力電圧に
対して所定倍率の大きさとなるように一次関数の係数k
oを設定し、ko−vsの大きさの直流補正電圧を得る
ようにする。検波回路15及び電流電圧変換回路14に
よって定まる係数をmとした場合vs−m−Icとなる
から係数回路3の出力電圧ko−vsはk・Ic(k=
m−ko)として表現できる。また、係数koは任意に
調整可能に構成し、これにより共振電流Icに対する係
数にの大きさを可変設定する。
On the other hand, the DC voltage Vs, which is the output of the detection circuit 15, is input to the coefficient circuit 3. The coefficient circuit 3 calculates the coefficient k of the linear function so that the output voltage has a predetermined magnification with respect to the input voltage.
o is set so as to obtain a DC correction voltage having a magnitude of ko-vs. If the coefficient determined by the detection circuit 15 and the current-voltage conversion circuit 14 is m, then vs-m-Ic, so the output voltage ko-vs of the coefficient circuit 3 is k-Ic (k=
m-ko). Further, the coefficient ko is configured to be arbitrarily adjustable, thereby variably setting the magnitude of the coefficient for the resonance current Ic.

さらにまた、係数回路3の出力電圧、つまりに−Icに
相当する補正電圧と、定電圧直流電源17から供給され
る第2図(g)の一定電圧V。
Furthermore, the output voltage of the coefficient circuit 3, that is, the correction voltage corresponding to -Ic, and the constant voltage V of FIG. 2(g) supplied from the constant voltage DC power supply 17.

は加算回路4に入力し、両型圧を加算した出力、つまり
、 Vo+ k ・I c=Vc        −=(1
3)の大きさの定電圧(第2図(h))がアナログスイ
ッチ11に印加されることになる。よって、(13)式
は本発明に基づく条件式となり、変動成分δZoに影響
を受けない回路構成とすることができ、水晶振動子2の
見掛上の固有インピーダンスを一定にすることができる
。
is input to the adder circuit 4, and the output obtained by adding the pressures of both types, that is, Vo+ k ・I c=Vc −=(1
3) is applied to the analog switch 11 (FIG. 2(h)). Therefore, equation (13) is a conditional equation based on the present invention, and it is possible to have a circuit configuration that is not affected by the fluctuation component δZo, and it is possible to make the apparent characteristic impedance of the crystal resonator 2 constant.

第3図には本発明に係る気体圧力計1をさらに具体化し
た電気回路図を示す。なお、第2図及び第3図において
第1図と同一部分には同一符号を付し、その構成を明確
にした。但し、第3図の回路において、第2図の(f)
、(h)は極性を反転して読まれるべきである。
FIG. 3 shows an electric circuit diagram that further embodies the gas pressure gauge 1 according to the present invention. In addition, in FIGS. 2 and 3, the same parts as in FIG. 1 are given the same reference numerals to clarify the structure. However, in the circuit shown in Fig. 3, (f) in Fig. 2
, (h) should be read with the polarity reversed.

まず、極性判別回路12は一方の入力を零レベルにした
コンパレータ31を利用し、この出力をアナログスイッ
チ11に付与する。また、オペアンプ32と抵抗33、
さらに必要によって接続するコンデンサ34によって電
流電圧変換回路14を構成する。さらにコンデンサ35
と抵抗36を利用したCR回路は移相回路13を構成し
、また、オペアンプ37.38、ダイオード39.40
、抵抗41,42.43.44.45、コンデンサ46
によって検波回路15を構成している。一方、50は可
変抵抗51とオペアンプ52を利用した前記係数回路3
と加算回路4を複合した反転加算回路であり、可変抵抗
(ポテンショメータ)51によって前記係数koを可変
調整できる。即ち可変抵抗51を調整することによって
各水晶振動子の見掛上の固有インピーダンスを一定に揃
えることができる。なお、53.54は固定抵抗を示す
。
First, the polarity determination circuit 12 uses a comparator 31 with one input set to zero level, and applies this output to the analog switch 11. In addition, the operational amplifier 32 and the resistor 33,
Further, the current-voltage conversion circuit 14 is configured by a capacitor 34 connected as necessary. Furthermore, capacitor 35
A CR circuit using a resistor 36 constitutes a phase shift circuit 13, and an operational amplifier 37.38 and a diode 39.40
, resistor 41, 42.43.44.45, capacitor 46
The detection circuit 15 is configured by: On the other hand, 50 is the coefficient circuit 3 using a variable resistor 51 and an operational amplifier 52.
The coefficient ko can be variably adjusted by a variable resistor (potentiometer) 51. That is, by adjusting the variable resistor 51, the apparent characteristic impedance of each crystal resonator can be made constant. Note that 53 and 54 indicate fixed resistances.

以上、実施例について詳細に説明したが本発明はこのよ
うな実施例に限定されるものではない。
Although the embodiments have been described in detail above, the present invention is not limited to these embodiments.

例えばブロック回路における各ブロックは同一の機能を
もつ他の電気回路で置換できる。また、温度補正回路等
の他の任意付属回路(手段)が付加された構成であって
もよい。その他網部の構成、配列等において本発明の精
神を逸脱しない範囲において任意に変更実施できる。
For example, each block in a block circuit can be replaced by another electrical circuit with the same function. Further, a configuration may be adopted in which other optional accessory circuits (means) such as a temperature correction circuit are added. Other changes may be made in the configuration, arrangement, etc. of the net portions without departing from the spirit of the present invention.

〔発明の効果〕〔Effect of the invention〕

このように、本発明に係る気体圧力計は一定の条件式に
基づく回路構成を採用して、固有インピーダンスの変動
成分の影響を排除したため、次のような著効を得る。
As described above, the gas pressure gauge according to the present invention employs a circuit configuration based on a certain conditional expression to eliminate the influence of the fluctuation component of the characteristic impedance, and thus obtains the following significant effects.

■ 測定精度の向上、バラつきを排除することによる品
質の向上を達成でき、特に、水晶振動子の固有インピー
ダンスの変動成分がドリフト等により変化しても再調整
することができ、長期にわたって高精度の測定能力を維
持できる。
■ It is possible to improve measurement accuracy and quality by eliminating variations. In particular, even if the fluctuation component of the crystal resonator's characteristic impedance changes due to drift, it can be readjusted, and high precision can be maintained over a long period of time. Measurement ability can be maintained.

■ 全ての水晶振動子を有効に利用できるとともに、従
来のような水晶振動子に可変抵抗を接続する必要がない
ため高安定化を図れ、しかも、回路構成は極めて単純化
されるため、大幅なコスト低減、小型コンパクト化に寄
与できる。
■ Not only can all crystal units be used effectively, but there is no need to connect a variable resistor to the crystal unit as in the past, resulting in high stability.Furthermore, the circuit configuration is extremely simple, so It can contribute to cost reduction and miniaturization.

■ 水晶振動子の見掛上の固有インピーダンスを自由に
選定できる。したがって、相対的に当該インピーダンス
を小さく(大きく)選定すると、インピーダンス変化分
が小さい場合にも共振電流が大きく変化し、低い(高い
)圧力に対する感度を大きくできるなど、感度設計の自
由度を大幅に向上できる。
■ The apparent intrinsic impedance of the crystal resonator can be freely selected. Therefore, if the impedance is selected relatively small (large), the resonant current will change greatly even if the impedance change is small, and the sensitivity to low (high) pressure can be increased, greatly increasing the degree of freedom in sensitivity design. You can improve.

【図面の簡単な説明】[Brief explanation of the drawing]

第1図二本発明に係る気体圧力計のブロック回路図、 第2図:第1図中容部における信号のタイムチャート図
、 第3図二同気体圧力計の具体的回路例を示す電気回路図
、 第4図:気体圧力対水晶振動子の共振電流特性図。 尚図面中、 l:気体圧力計    2=水晶振動子3:係数回路 
    4:加算回路 特許出願人  株式会社長野計器製作所代理人弁理士 
下   1)    茂第1図
Figure 1: 2: Block circuit diagram of the gas pressure gauge according to the present invention; Figure 2: Figure 1: Time chart of signals in the inner container; Figure 3: Electrical circuit showing a specific circuit example of the gas pressure gauge. Figure 4: Gas pressure vs. crystal resonator current characteristic diagram. In the drawing, l: gas pressure gauge 2 = crystal oscillator 3: coefficient circuit
4: Adder circuit patent applicant: Patent attorney representing Nagano Keiki Seisakusho Co., Ltd.
Lower 1) Shigeru Figure 1

Claims (1)

【特許請求の範囲】 気体中における水晶振動子に所定のパルス電圧を印加し
、水晶振動子に流れる共振電流に基づいて気体の圧力を
測定する気体圧力計において、次の条件式を満たす回路
構成を備えてなることを特徴とする気体圧力計。 Vc=Vo+k・Ic ただしVc:パルス電圧の振幅 Vo:一定電圧 k:可変調整可能な係数 Ic:共振電流(実効値)
[Scope of Claims] A gas pressure gauge that applies a predetermined pulse voltage to a crystal oscillator in gas and measures the pressure of the gas based on the resonance current flowing through the crystal oscillator, has a circuit configuration that satisfies the following conditional expression: A gas pressure gauge characterized by comprising: Vc=Vo+k・Ic where Vc: Pulse voltage amplitude Vo: Constant voltage k: Variable adjustable coefficient Ic: Resonant current (effective value)
JP62308225A 1987-12-04 1987-12-04 Gas pressure gauge Expired - Fee Related JP2593324B2 (en)

Priority Applications (1)

Application Number Priority Date Filing Date Title
JP62308225A JP2593324B2 (en) 1987-12-04 1987-12-04 Gas pressure gauge

Applications Claiming Priority (1)

Application Number Priority Date Filing Date Title
JP62308225A JP2593324B2 (en) 1987-12-04 1987-12-04 Gas pressure gauge

Publications (2)

Publication Number Publication Date
JPH01148932A true JPH01148932A (en) 1989-06-12
JP2593324B2 JP2593324B2 (en) 1997-03-26

Family

ID=17978433

Family Applications (1)

Application Number Title Priority Date Filing Date
JP62308225A Expired - Fee Related JP2593324B2 (en) 1987-12-04 1987-12-04 Gas pressure gauge

Country Status (1)

Country Link
JP (1) JP2593324B2 (en)

Cited By (1)

* Cited by examiner, † Cited by third party
Publication number Priority date Publication date Assignee Title
JP2021135239A (en) * 2020-02-28 2021-09-13 株式会社昭和真空 Leak inspection method and leak inspection equipment

Citations (2)

* Cited by examiner, † Cited by third party
Publication number Priority date Publication date Assignee Title
JPS61161432A (en) * 1985-01-10 1986-07-22 Agency Of Ind Science & Technol Crystal type gas pressure gauge
JPS62228126A (en) * 1986-03-28 1987-10-07 Nagano Keiki Seisakusho:Kk Gas pressure gauge

Patent Citations (2)

* Cited by examiner, † Cited by third party
Publication number Priority date Publication date Assignee Title
JPS61161432A (en) * 1985-01-10 1986-07-22 Agency Of Ind Science & Technol Crystal type gas pressure gauge
JPS62228126A (en) * 1986-03-28 1987-10-07 Nagano Keiki Seisakusho:Kk Gas pressure gauge

Cited By (1)

* Cited by examiner, † Cited by third party
Publication number Priority date Publication date Assignee Title
JP2021135239A (en) * 2020-02-28 2021-09-13 株式会社昭和真空 Leak inspection method and leak inspection equipment

Also Published As

Publication number Publication date
JP2593324B2 (en) 1997-03-26

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