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In above equation, the third term ( sigma tanh left( sigma right) ) is always positive, so that the entire equation becomes negative provided σ satisfies the following conditions.
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It is shown, by means of statistical thermodynamics, that the inner layer differential capacity Cin, the diffuse layer capacity Cd and the capacity of the entire interface C cannot become negative, provided that the electrical double layer is under potential control.
NRI measures the phylogenetic clustering of taxa and becomes negative with their increasing dispersion; therefore this negative correlation suggests that as the taxa become more clustered on the taxonomy, the specific metrics provide less improvement.
Hence, the acceleration becomes negative.
The isentropic stage efficiency becomes negative.
14From this assumption, F 2 becomes negative.
As the frequency increases, the nonlinear term becomes negative.
After DC the correlation becomes negative but non-significant.
It then becomes negative and conducts a reverse movement.
At 85 % RH, amplitude V 1 becomes negative.
Whenever admittance phase becomes negative, the associated equation-based CV also becomes negative.
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