2010
DOI: 10.1111/j.1745-4530.2009.00385.x
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Thermophysical Properties of Mate Leaves: Experimental Determination and Theoretical Effect of Moisture Content

Abstract: An experimental investigation to determine the specific heat, thermal conductivity and apparent density of mate leaves (Ilex paraguariensis) was carried out. The experimental method of mixtures and a quasi‐adiabatic calorimeter were used to obtain a specific heat of dry leaves close to 1780 ± 450 J/kg/K. A thermal conductivity of 0.17 ± 0.01/W/m/K was tuned on transient experimental measurements of temperature in a dry bar of mate leaves. A dynamic one‐dimensional heat transfer model was involved in this proce… Show more

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Cited by 13 publications
(15 citation statements)
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“…Thermal diffusivity (a, m 2 /s) was determined by a transient heat transfer method (Zanoelo et al 2011). An infinite copper cylinder (32 mm interior diameter by 350 mm height and 0.7 mm thickness) filled with the murtilla purée was heated in a constant temperature water bath (JEIO Tech, Seoul, South Korea).…”
Section: Thermal Diffusivity and Conductivitymentioning
confidence: 99%
“…Thermal diffusivity (a, m 2 /s) was determined by a transient heat transfer method (Zanoelo et al 2011). An infinite copper cylinder (32 mm interior diameter by 350 mm height and 0.7 mm thickness) filled with the murtilla purée was heated in a constant temperature water bath (JEIO Tech, Seoul, South Korea).…”
Section: Thermal Diffusivity and Conductivitymentioning
confidence: 99%
“…; Zanoelo et al . ). In essence, the procedure employs a quasi‐adiabatic vacuum‐jacketed calorimeter, with a previously determined apparent heat capacity, where a known mass of heated distilled water (known specific heat) and the amount of solution with unknown specific heat are mixed.…”
Section: Methodsmentioning
confidence: 97%
“…; Zanoelo et al . ): C p m = m w C p w ( T w T e ) Q ( T e T ) m m ( T e T i ) where m w is the mass of water, m m is the mass of molasses solution, Cp w is the specific heat of water, T w and T i are the initial temperatures of water and sample of soy molasses, respectively, T e is the temperature of the mixture at equilibrium and Q is the apparent heat capacity of the calorimeter. It is assumed that all heat from pure water is exchanged with the solution and partially lost throughout the surrounding.…”
Section: Methodsmentioning
confidence: 99%
“…The well‐known method of mixtures (Mohsenin 1980; Sasseron 1984; Valentas et al . 1997; Zanoelo et al . 2011) was applied to determine the specific heat of the hydrolyzed by‐products.…”
Section: Methodsmentioning
confidence: 99%