基于松弛试验的光皮树果实冷态压榨流变模型
该文以研究光皮树果实冷榨制油过程中的流变特性为目标,利用自制直筒式压榨试验装置进行不同压榨应变水平的应力松弛试验,基于岩石流变基本模型分段模拟应力应变关系,建立其流变模型并进行验证。结果表明:光皮树果实加载过程中应力应变关系呈现线性和非线性两部分,屈服应变为0.4,应力松弛量随着压榨应变的增大而增大。采用分段模拟建模分析,并确定相应的模型参数。首先利用弹性元件和阻尼器模组合而成的广义Maxwell模型模拟线性段松弛过程,再利用线性与川北公夫模型叠加共同模拟非线性段松弛过程,构建了直筒式冷态压榨的流变模型,并进行了参数求解。误差分析表明:应变为0.5时,相对误差较大;而实际压榨过程中光皮树果实压...
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Published in | 农业工程学报 Vol. 31; no. 16; pp. 278 - 283 |
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Main Author | |
Format | Journal Article |
Language | Chinese |
Published |
湖南省生物柴油工程技术研究中心,长沙410004
2015
中南大学化学化工学院,长沙 410083%湖南省林业科学院生物能源研究所,长沙,410004%湖南省林业科学院生物能源研究所,长沙 410004 湖南省林业科学院生物能源研究所,长沙 410004 |
Subjects | |
Online Access | Get full text |
ISSN | 1002-6819 |
DOI | 10.11975/j.issn.1002-6819.2015.16.037 |
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Summary: | 该文以研究光皮树果实冷榨制油过程中的流变特性为目标,利用自制直筒式压榨试验装置进行不同压榨应变水平的应力松弛试验,基于岩石流变基本模型分段模拟应力应变关系,建立其流变模型并进行验证。结果表明:光皮树果实加载过程中应力应变关系呈现线性和非线性两部分,屈服应变为0.4,应力松弛量随着压榨应变的增大而增大。采用分段模拟建模分析,并确定相应的模型参数。首先利用弹性元件和阻尼器模组合而成的广义Maxwell模型模拟线性段松弛过程,再利用线性与川北公夫模型叠加共同模拟非线性段松弛过程,构建了直筒式冷态压榨的流变模型,并进行了参数求解。误差分析表明:应变为0.5时,相对误差较大;而实际压榨过程中光皮树果实压榨应变均大于0.55,在此段应变范围内的模型平均相对误差均在7%之内,因此该模型为研究光皮树果实直筒式冷态压榨设备时应力应变参数的选取提供基础数据。 |
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Bibliography: | 11-2047/S Swida wilsoniana is one of the important woody oil plants supported by the State Council, mainly distributed in Hunan, Guizhou and Jiangxi Province, of which the whole fruits contain about 30% oils with high nutritional value. Mechanical pressing and solvent extraction are 2 major ways for fruit oil, and the lack of equipment for Swida wilsoniana fruits with the characteristics of hard core make it imperative to carry out this work. In order to study the rheological property of Swida wilsoniana fruits in cold pressing process, the stress relaxation tests under different loading strain levels were carried out by using the self-made straight cylinder pressing device. Based on the basic model of rock rheology, the relationship between the stress and strain was simulated, and its rheological model was established. The results showed that the relationship of stress and strain in the loading process of Swida wilsoniana fruits was divided into 2 parts which were defined as linear period and nonlinear period |
ISSN: | 1002-6819 |
DOI: | 10.11975/j.issn.1002-6819.2015.16.037 |