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Frans_M_Everaerts_Isotachophoresis_378342.pdf

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CONDUCTIVITY DETECTION 149<br />

N.Y., U.S.A.). The lowest position of both of these dials corresponds with an output<br />

voltage of ICs and amplification of IC4 of zero. The circuit with IC1 represents the<br />

comparator. The 1-pF capacitor and the 1000-kQ resistor are included so as to ensure that<br />

the oscillation of the oscillator formed by ICI , IC2 and IC3 is always guaranteed. The<br />

47-kS2 resistor in series with the 47-pF capacitor prevents undesirable oscillation of ICI<br />

during triggering.<br />

Th~s circuit for resistance determination was developed for use with micro-sensing<br />

electrodes. The volume of the conductivity cell is approximately 16 nl. The output<br />

voltage IC1 is attenuated 11 or 110 times, depending on the ‘Range’ switch, if the ‘Range’<br />

switch is in the open position, resistances can be measured between SO kS2 and 1 MQ,<br />

while if it is closed, resistances can be measured between 1 and 10 MQ, less accurately<br />

than in the open position. The proportions and construction of the transformer are<br />

mainly determined by the measuring range chosen. If the inductance of the primary coil<br />

is too high, the quality factor of the resonance circuit is too small, which is particularly<br />

inconvenient if small resistances have to be measured. The measurement of these resistances<br />

are no longer accurate because the square-wave voltage from IC, is fdtered badly.<br />

If the inductance of the primary coil is too low, the transformer is already saturated if<br />

the resistance between the micro-sensing electrodes is high. Consequently, the voltage<br />

over the primary coil is low, if the resistance between the micro-sensing electrodes is low.<br />

A high capacitance of the capacitor results in rapid saturation of the primary coil, but<br />

a low capacitance makes the influence of parasitic capacitances too great.<br />

Of many possibilities, a capacitor of 2.2 nF, a self-induction of the primary coil of<br />

about 800 mL and a ratio of number of turns of unity were chosen. The resonance<br />

frequency is then CQ. 4000 Hz and the quality factor is about 1, if the resistance to be<br />

measured is of the order of 20 kQ. Thls value is acceptable for a sufficiently accurate<br />

measurement of the resistance. The quality factor is, moreover, dependent on the quality<br />

of the capacitor applied, and a mica capacitor is therefore recommended as the dielectric<br />

losses are small.<br />

It should be noted that the circuit does not work efficiently with resistances below<br />

1 kQ, as the coupling of the coils can no longer be assumed to be unity. If one measures<br />

a resistance that is, for example, a factor A smaller, the number of turns of the secondary<br />

coil must decrease with a factor of t/x; the number of turns of the primary coil remains<br />

unchanged.<br />

The core material is P 36/22. 3B7 or 3H1, p, (permeability) = 2030. This potcore<br />

is provided with a gap by applying a foil of insulating material between the two parts in<br />

order to limit the temperature drift of the inductance. A potcore P 33/22, pe = 220,<br />

can also be used; this is already provided with an air gap.<br />

The micro-sensing electrodes can have a maximum potential of approximately 6 kV<br />

towards earth, otherwise the leak current towards earth is intolerable. In order to attain<br />

this value, the secondary coil must be well insulated, eg., by constructing both the<br />

primary and secondary coils in a PTFE housing. A possible construction is shown in<br />

Fig.6.19.<br />

The extra PTFE ring is mounted around the secondary coil. The wires leaving the<br />

PTFE via a small hole made in the PTFE are insulated with an extra PTFE narrow-bore<br />

tube. This transformer must be mounted as near as possible to the micro-sensing<br />

electrodes so as to diminish losses of electricity towards earth.

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