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Vacuum Technology Know How - Triumf

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www.pfeiffer-vacuum.net<br />

A Pirani vacuum gauge utilizes the thermal conductivity of gases at pressures p of less than<br />

1 mbar. Wire (usually tungsten) that is tensioned concentrically within a tube is electrically<br />

heated to a constant temperature between 110 °C und 130 °C by passing a current through<br />

the wire. The surrounding gas dissipates the heat to the wall of the tube. In the molecular<br />

flow range, the thermal transfer is the molecular number density and is thus proportional to<br />

pressure. If the temperature of the wire is kept constant, its heat output will be a function of<br />

pressure. <strong>How</strong>ever it will not be a linear function of pressure, as thermal conductivity via the<br />

suspension of the wire and thermal radiation will also influence the heat output.<br />

The limiting effects are:<br />

Thermal conductivity will not be a function of pressure in the range of 1 mbar to<br />

atmospheric pressure (laminar flow range)<br />

The thermal conductivity of the gas will be low relative to the thermal transfer over the<br />

wire ends at pressures below 10 - 4 mbar, and will thus no longer influence the heat output<br />

of the wire. Consequently, the measurement limit is approximately at 10 - 4 mbar<br />

Thermal radiation will also transfer a portion of the heat output to the wall of the tube<br />

Figure 3.4 shows the different curves for various gases between 1 mbar and atmospheric<br />

pressure. While good linearity can still be seen for nitrogen and air, significant deviations are<br />

indicated for light (He) and heavy gases (Ar).<br />

In the case of gas-dependent measuring methods, it is also common to speak of the nitrogen<br />

equivalent that is displayed.<br />

Indicated pressure<br />

1,000<br />

mbar<br />

100<br />

10<br />

1<br />

0.1<br />

0.01<br />

0.001<br />

PPT 100<br />

Nitrogen<br />

Air<br />

Hydrogen<br />

Helium<br />

Argon<br />

Carbon dioxide<br />

0.0001<br />

0.0001 0.001 0.01 0.1 1 10 100 1,000<br />

Figure 3.4: Pirani vacuum gauge curves<br />

Actual pressure<br />

Page 75<br />

<strong>Vacuum</strong><br />

<strong>Technology</strong>

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