Respuesta :
According to the results presented by the experiments, the relationship between the lift force and the vesicle radius would be best described as exponential.
A fluid that has a component in the direction perpendicular to the fluid's flow is said to be exerting a lift force. The exponential relationship best captures the relationship between the lift force and the vesicle radius. The slope between the lift force and the vesicle radius in an exponential relationship is rapidly growing. The lift force increases more rapidly as the radius grows.
It is evident from looking at and examining the second and third columns of Table 1 that the lift force decreases with increasing radius, ruling out option B. The anticipated slope, or "increase overrun," is computed to be (4.7 - 0.2) / (20.5 - 8.7) 4.5/12 0.4 after selecting the first two vesicles. If we utilize the final two vesicles instead, we get a result of (153.6 - 87.1) / (67 - 50.9) 66.5/16 4. In light of this, the slope appears to be increasing at an ever-higher pace, which is confirmed by looking at different combinations of data for the vesicles. In light of this, an exponential relationship can be deduced.
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