Theoretical predictions for the mechanical response of a model quartz crystal microbalance to two viscoelastic media: A thin sample layer and surrounding bath medium
Theoretical predictions are presented for the operating characteristics of a quartz crystal microbalance (QCM) system consisting of the crystal, an attached viscoelastic sample layer, and a surrounding viscoelastic bath medium. Predictions are given for the spatial variation of “particle” velocity a...
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Veröffentlicht in: | The Journal of chemical physics 1999-12, Vol.111 (24), p.11192-11206 |
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creator | White, Christopher C. Schrag, John L. |
description | Theoretical predictions are presented for the operating characteristics of a quartz crystal microbalance (QCM) system consisting of the crystal, an attached viscoelastic sample layer, and a surrounding viscoelastic bath medium. Predictions are given for the spatial variation of “particle” velocity and velocity gradient throughout the sample layer, for the characteristic mechanical impedance acting on the crystal surface due to the viscoelastic sample layer plus surrounding bath medium, and for the resultant changes, Δfr, in the resonance frequency of the QCM. Errors introduced by employing the usual simple Sauerbrey-type Δfr/sample-layer–mass relationship, together with a constant frequency offset to approximate the effect of the viscoelastic bath medium, are explored. In general, the viscoelastic properties of both the sample and bath media can substantially affect the apparent thickness (mass) of the sample layer if it is obtained by employing the typical Sauerbrey-type approximation noted above. |
doi_str_mv | 10.1063/1.480495 |
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Predictions are given for the spatial variation of “particle” velocity and velocity gradient throughout the sample layer, for the characteristic mechanical impedance acting on the crystal surface due to the viscoelastic sample layer plus surrounding bath medium, and for the resultant changes, Δfr, in the resonance frequency of the QCM. Errors introduced by employing the usual simple Sauerbrey-type Δfr/sample-layer–mass relationship, together with a constant frequency offset to approximate the effect of the viscoelastic bath medium, are explored. 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Predictions are given for the spatial variation of “particle” velocity and velocity gradient throughout the sample layer, for the characteristic mechanical impedance acting on the crystal surface due to the viscoelastic sample layer plus surrounding bath medium, and for the resultant changes, Δfr, in the resonance frequency of the QCM. Errors introduced by employing the usual simple Sauerbrey-type Δfr/sample-layer–mass relationship, together with a constant frequency offset to approximate the effect of the viscoelastic bath medium, are explored. In general, the viscoelastic properties of both the sample and bath media can substantially affect the apparent thickness (mass) of the sample layer if it is obtained by employing the typical Sauerbrey-type approximation noted above.</abstract><doi>10.1063/1.480495</doi><tpages>15</tpages><oa>free_for_read</oa></addata></record> |
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title | Theoretical predictions for the mechanical response of a model quartz crystal microbalance to two viscoelastic media: A thin sample layer and surrounding bath medium |
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