Abstract
The model foods were prepared by simulating mositure, protein and starch, and they were heated for 30 mins, at $80^{\circ}C$ and then cooled at $25^{\circ}C$ in water bath. Their rheological properties were investigated by the use of Brookfield wide-gap rotational viscometer at $30{\sim}60^{\circ}C$, and the rotation speed ranged from 0.6 to 6 rpm and solid content ranged from 8% to 11%, the results obtained were as follows. 1. All the model foods ($P_1S_3$, $P_2S_2$, $P_1S_1$, $P_2S_1$, $P_3S_1$, $P_4S_0$) exhibited pseudoplastic behaviors with yeild stress and were thixotropic foods which showed time - dependent structural decays, but the starch food of 8 ~ 11 % solid content did not show the flow behavior. 2. The correlation between the rheological parameters and the protein content of model foods in various moisture content did not appeared a constant relationship. 3. The change of shear stress against shear rate in high starch foods was larger than that in high protein foods and the structure at initial shear time was decayed with a quatic equation according to the Tiu's Model and structural decay was in parallel with the increase of shear rate. 4. The temperature dependency of the apparent viscosity of $P_1S_2$, and $P_2S_1$ was fully expressed by Arrhenius equation and activation energies of their food were 2.35 and $1.34Kcal/g{\cdot}mol$, respectively.
단백질과 전분을 각 성분비로 조합하고, 고형물 함량 8, 9, 10, 11%로 조정한 시료를 $80^{\circ}C$에서 30분간 가열한 후 $25^{\circ}C$로 냉각하여, 온도 $30{\sim}60^{\circ}C$, 0.6 ~ 6 rpm의 범위에서 Brookfield 단원통회전점도계로 리올로지 특성을 측정하였는 바, 아래와 같은 결과를 얻었다. 1. 모델 식품 $P_1S_3$, $P_1S_2$, $P_1S_1$, $P_2S_1$, $P_3S_1$, $P_4S_0$는 모두 의가소성을 나타내고, 항복치를 가지며, 시간 의존성 구조 붕괴를 나타내는 thixotropic 식품이었다. 그러나 $P_0S_4$, 즉 전분의 경우는 8~11% 범위에서 gel의 강도가 크기 때문에 유동성을 보이지 않았다. 2. 각 수분함량에서 모형식품의 단백질 함량에 따른 유통 특성값은 일정한 상관관계를 나타내지 않았다. 3. 전단속도에 대한 전단웅력의 변화는 전분질식품이 ($P_1S_3$, $P_1S_2$) 단백질식품($P_2S_1$, $P_3S_1$)보다 컸으며, 전단초기의 구조붕괴는 Tiu의 모델에 따라 2차 반응식으로 붕괴되었고, 전단속도가 증가 할 수록 구조 붕괴 속도도 빨랐다. 4. $P_1S_2$, $P_2S_1$의 온도의존성은 Arrhenius식에 잘 따랐으며 이때 활성화에너지는 각각 2.35, $1.34Kcal/g{\cdot}mole$이었다.