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For a linear displacement L, we represent L as LΛair = Λair × (MΛ + NΛ /2.
Linear displacement system equation cannot be used for the radial displacement system.
For a linear displacement L, we measure L as Lair = λair × (M + N /2.
If linear displacement equation is used, the position of the displacement front will be quite different.
Comparing Eq. (12) with the fractional flow of linear displacement, we found that they are different.
Therefore, linear displacement fractional flow equation cannot be used for radial displacement fractional flow.
All tensile actuation measurements were conducted using a noncontact linear displacement sensor.
Therefore, a radial displacement model is a necessary supplement to Buckley Leverett linear displacement model.
The IFLO application uses multiphase flow in linear displacement to demonstrate the concepts.
Conceptual design of longrange linear displacement precision measuring mechanism according to proposed method is carried out.
It also continuously records the coefficient of friction and linear displacement due to wear.
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