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Am. J. Enol. Vitic. 56:3:255-266 (2005)
Copyright © 2005 by the American Society for Enology and Viticulture.
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New Method for the Estimation of the Potassium Hydrogen Tartrate Saturation Temperature of Port Wines

Diogo Narciso1, Cristina Fernandes1,*, Paulo Cameira dos Santos2 and Maria Norberta de Pinho1

1 Chemical Engineering Department, Instituto Superior Técnico, Av. Rovisco Pais, 1049-001 Lisboa, Portugal; 2 INIAP, Estação Agronómica Nacional, DTPA, Quinta do Marquês, 2784-505 Oeiras, Portugal.

* Corresponding author [Email: mc.fernandes{at}ist.utl.pt; tel: 351 218 419170; fax: 351 218 417638]

The saturation temperature of potassium hydrogen tartrate (KHT) in port wines was experimentally determined by conductivity measurements as a function of temperature. Based on different fittings of these experimental values, a new method is proposed to predict the tartrate stability of commercial port wines, avoiding a time-consuming experimental procedure. The linear fitting tested for both curves (with and without crystals) may explain why the Würdig equation is commonly used to estimate saturation temperature. However, the quadratic/ exponential approach also evaluated enables a better estimation of saturation temperature, as a good agreement with the experimental values was obtained ({sigma} = 0.7°C), in the range of 15 to 35°C.

Key words: wine, saturation temperature, tartrate stability, port wine

Abbreviations: Tsat: temperature of saturation (°C); KHT: potassium hydrogen tartrate; T: temperature (°C); C: conductivity (µS·cm–1); A-type: conductivity measurement of wine without KHT addition; B-type: conductivity measurement of wine with 4.0 g/L KHT addition; {Delta}C: conductivity difference (B- and A-type measurement) at a given temperature (µS cm–1); K: slope of a given conductivity curve (dC/dT, µS·cm–1·°C–1); n: order of derivative; P1: null order coefficient used in the estimation of dnC/dTn; P2: first-order coefficient used in the estimation of dnC/dTn; Tref: temperature at which conductivity measurements are made, or at which derivatives are calculated (°C); Q1: first parameter of Würdig equation (°C); Q2: second parameter of Würdig equation (µS·cm–1·°C–1); a1: second-order coefficient for description of conductivity as a function of temperature (quadratic approximation, µS·cm–1·°C–2); b1: first-order coefficient for description of conductivity as a function of temperature (quadratic approximation, µS·m–1·°C–1); c1: null order coefficient for description of conductivity as a function of temperature (quadratic approximation, µS·cm–1); a2: preexponential term used in the approximation of the conductivity as a function of temperature (exponential approximation, µS·cm–1); b2: exponential term used in the approximation of conductivity as a function of temperature (exponential approximation, °C–1); D: slope calculated for B-type curves (µS·cm–1·°C–1); {sigma} : standard deviation; f: general function for conductivity; g: general function for conductivity derivatives; {varepsilon}: error in conductivity measurement (µS·cm–1).







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Copyright © 2005 by the American Society for Enology and Viticulture.