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The value of the force ratio is between 0.33 and 0.50 at CHF for all cases.
Figure 2 shows force ratio to a subject weight at seat and foot using no device.
where the volume-integrated force ratio is (Lambda ^{I} = {F_{L}^{I}} / {F_{C}^{I}}).
Fig. 6 Lorentz to Coriolis force ratio predictions for planetary cores.
indicating that the Lorentz to Coriolis force ratio is length scale dependent.
Two approaches are used to calculate the Lorentz to Coriolis force ratio in situ.
The probability Elsasser number corresponds to the most probable force ratio bin, Λ P =0.12.
Figure 12 Force ratio to each subject weight at seat and armrest.
Figure 2 Force ratio to a subject weight at seat and foot using no device.
The larger the axial force ratio, the severer deterioration of deformation capacity of the columns.
When the distance exceeds 200 nm, the electrostatic force ratio decreases gradually and the deviation shows an enlarging trend.
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