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벼줄기의 점탄성(粘彈性) 특성(特性)에 관(關)한 연구(硏究)
허윤근,Huh, Yun Kun 충남대학교 농업과학연구소 1986 Korean Journal of Agricultural Science Vol.13 No.2
수확시기(收穫時期)의 벼줄기에 대(對)한 역학적(力學的), 점탄성적(粘彈性的) 특성(特性)을 구명(究明)하기 위(爲)해 압축시(壓縮時) 최대압축하중(最大壓縮荷重), 이력현상(履歷現象), 가공경화현상(加工硬化現象) 및 점탄성(粘彈性) 거동(粘彈性)에 대(對)한 변형속도(變形速度), 초기하중(初期荷重)이 영향을 분석(分析)하며, 도해법(圖解法) 및 computer에 의(依)한 수치해법(數値解法)으로 하중이완(荷重弛緩)의 rheological model 을 제시(提示)코져 시험(試驗)한 결과(結果)는 다음과 같다. 1. 압축시험시(壓縮試驗時) 벼줄기의 최대압축하중(最大壓縮荷重)은 다수계(多收系) 품종(品種)보다 일반계(一般系)에서 큰 경향(傾向)이었다. 2. 동진벼의 부위별(部位別) 최대압축하중(最大壓縮荷重)은 4절간이 가장 컷고, 3절간, 1절간 하부(下部), 2절간, 1절간 상부(上部)의 순(順)으로 작았다. 3. 비례한도내(比例限度內)의 하중(荷重)으로 loading-unloading 할 때 일부의 잔유변형이 발생(發生)하여 탄소성(彈塑性) 변형(變形)을 일으켜 이력손실(履歷損失)을 가져왔다. 4. Loading-unloading cycle을 반부(反復)하면 소성변형(塑性變形)이 감소(減少)하여 가공경화현상(加工硬化現象)을 보였다. 5. 하중이완거동(荷重弛緩擧動)은 변형속도(變形速度)의 증가(增加)에 따라 이완속도(弛緩速度)가 빨라졌다. 6. Computer에 의(依)한 수치해법(數値解法)과 도해법(圖解法)으로 이완거동(弛緩擧動)을 분석(分析)한 결과(結果) 3개지수항(個指數項)으로 표시(表示)되고 일반화(一般化) Maxwell model로 나타내었다. 이 model의 rheology 방정식(方程式)은 다음과 같다. $$F(t)=C_1e^{{-t/{\tau}}_1}+C_2e^{{-t/{\tau}}_2}+C_3e^{{-t/{\tau}}_3}$$ 동진벼줄기의 함수율(含水率) 71.9%(w.b.), 초기하중(初期荷重) 45.5 N, 변형속도(變形速度) 38mm/min 일 때 하중이완(荷重弛緩) 방정식(方程式)은 다음과 같았다. $$F(t)=24.3e^{-t/1006}+7.6e^{-t/12.7}+13.6e^{-t/1.8}$$ 7. 초기변형(初期變形)이 클수록 하중이완(荷重弛緩)은 크게 일어났다. The objectives of this study were to examine the viscoelastic behaviour of stem samples of rice in force-relaxation and rheological model to represent its relaxation behaviour, and to study the effects of rate of deformation and initial deformation on the relaxation time. The results were as follows; 1. In the process of loading and unloading, there is any plastic deformation so called elasto-plastic hysterisis. 2. Loading and unloading of stem of rice for several cycles has also shown the reduction of plastic or residual deformation and work hardening. 3. The relaxation behaviour of stem of rice in compression may be described by a generalized Maxwell model consisting of three Maxwell units in parallel. The rheological equation of such a model is given as $$F(t)=C_1e^{{-t/{\tau}}_1}+C_2e^{{-t/{\tau}}_2}+C_3e^{{-t/{\tau}}_3}$$ 4. Force relaxation always increased with increasing rates of deformation and initial deformation.
수도(水稻)의 역학적(力學的) 및 리올러지 특성(特性)에 관(關)한 연구(硏究)
허윤근,차균도,Huh, Yun Kun,Cha, Gyun Do 충남대학교 농업과학연구소 1987 Korean Journal of Agricultural Science Vol.14 No.1
The mechanical and rheological properties of agricultural materials are important for engineering design and analysis of their mechanical harvesting, handling, transporting and processing systems. Agricultural materials, which composed of structural members and fluids do not react in a purely elastic manner, and their response when subjected to stress and strain is a combination of elastic and viscous behavior so called viscoelastic behavior. Many researchers have conducted studies on the mechanical and rheological properties of the various agricultural products, but a few researcher has studied those properties of rice plant, and also those data are available only for foreign varieties of rice plant. This study are conducted to experimentally determine the mechanical and the rheological properties such as axial compressive strength, tensile strength, bending and shear strength, stress relaxation and creep behavior of rice stems, and grain detachment strength. The rheological models for the rice stem were developed from the test data. The shearing characteristics were examined at some different levels of portion, cross-sectional area, moisture content of rice stem and shearing angle. The results obtained from this study were summarized as follows 1. The mechanical properties of the stems of the J aponica types were greater than those of the Indica ${\times}$ Japonica hybrid in compression, tension, bendingand shearing. 2. The mean value of the compressive force was 80.5 N in the Japonica types and 55.5 N in the Indica ${\times}$ Japonica hybrid which was about 70 percent to that of the Japonica types, and then the value increased progressively at the lower portion of the stems generally. 3. The average tensile force was about 226.6 N in the Japonica types and 123.6 N in the Indica ${\times}$ Japonica hybrid which was about 55 percent to that of the Japonica types. 4. The bending moment was $0.19N{\cdot}m$ in the Japonica types and $0.13N{\cdot}m$ in the Indica ${\times}$ Japonica hybrid which was 68 percent to that of the Japonica types and the bending strength was 7.7 MPa in the Japonica types and 6.5 MPa in the Indica ${\times}$ Japonica hybrid respectively. 5. The shearing force was 141.1 N in Jinju, the Japonica type and 101.4 N in Taebaeg, the Indica ${\times}$ Japonica hybrid which was 72 percent to that of Jinju, and the shearing strength of Taebaeg was 63 percent to that of Jinju. 6. The shearing force and the shearing energy along the stem portion in Jinju increased progressively together at the lower portions, meanwhile in Taebaeg the shearing force showed the maximum value at the intermediate portion and the shearing energy was the greatest at the portion of 21 cm from the ground level, and also the shearing strength and the shearing energy per unit cross-sectional area of the stem were the greater values at the intermediate portion than at any other portions. 7. The shearing force and the shearing energy increased with increase of the cross-sectional area of the rice stem and with decrease of the shearing angie from $90^{\circ}$ to $50^{\circ}$. 8. The shearing forces showed the minimum values of 110 N at Jinju and of 60 N at Taebaeg, the shearing energy at the moisture content decreased about 15 percent point from initial moisture content showed value of 50 mJ in Jinju and of 30 mJ in Taebaeg, respectively. 9. The stress relaxation behavior could be described by the generalized Maxwell model and also the compression creep behavior by Burger's model, respectively in the rice stem. 10. With increase of loading rate, the stress relaxation intensity increased, meanwhile the relaxation time and residual stress decreased. 11. In the compression creep test, the logarithmic creep occured at the stress less than 2.0 MPa and the steady-state creep at the stress larger than 2.0 MPa. 12. The stress level had not a sig