10.07.2015 Views

Quartz Crystal Microbalance Digital Controller

Quartz Crystal Microbalance Digital Controller

Quartz Crystal Microbalance Digital Controller

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30 Theory, Operation and Calibration Chapter 2WhereR = change in series resonance resistance in ,n = number of sides in contact with liquid, s = angular frequency at series resonance (2 f s ),L u = inductance for the unperturbed (dry) resonator, usually in mH.The QCM200 System was specifically designed for operation under heavy viscousloading. The standard <strong>Crystal</strong> Holder supports operation in gas and liquid environments,and provides single-electrode exposure to liquids 17 (i.e. n = 1 in eqn. 16) as required forcompatibility with electrochemical QCM measurements. The <strong>Crystal</strong> Oscillator providesboth frequency and resistance change signals and will maintain oscillation up to a seriesresonance resistance of about 5 k (it will support crystal operation in highly viscoussolutions up to 88% (w/w) glycerol in water). Transformer isolation of the oscillatorcircuit provides compatibility with virtually any potentiostat.As an example, eqn. 15 predicts a decrease in f 0 of 715 Hz on transfer from vacuum topure water 18 at 20°C, in agreement with the results observed with a QCM200 using 1 inchdiameter, polished, gold coated, 5 MHz crystals, mounted on a standard <strong>Crystal</strong> Holder.Excellent agreement between the frequency and resistance equations and theexperimental results has been proved 19 , making the QCM an excellent tool for theevaluation of fluid properties. Application examples include in situ monitoring oflubricant and petroleum properties 20 . The tight correspondence between theory (eqns. 15& 16) and experiment is clearly illustrated by Figure 22.QCM200 <strong>Quartz</strong> <strong>Crystal</strong> <strong>Microbalance</strong>

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