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The transition frequency is then an important parameter to predict.

However, the frequency of transitions between the round and distorted states measured at various [ATP] was rather best fitted with a simple Michaelis Menten equation with Km = 0.35 ± 0.13 mM (Fig. 2e; blue open circles); here the transition frequency is defined by the total number of transition cycles between round and distorted states divided by the total period of HS-AFM observation.

For most of the ocean, the transition frequency is between 2.5 and 3 mHz (Figure 1a).

It's because this transition frequency is so much higher than the resonant frequency of quartz that a caesium clock is so much more accurate.

With the same half-axes, but in the presence of fields H = 10 T, F = 500 V/cm the transition frequency is almost one-and-half times higher:.

The transition frequency is a function of ocean depth; it varies slowly near 3 mHz for typical depth values and drops sharply to zero only for extreme depth values.

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The transition frequency was 0.28 ± 0.06 s−1, which was almost half the value for ΔN-TClpB at the same [ATP] (1 mM), although the ATPase activity of the 1E/Q mutant is much higher than that of ΔN-TClpB (Supplementary Figure 14a).

Transition frequency was calculated by subtracting the start from the end frequency of the call stem (fig. 1).

The probe field detuning with respect to the QW transition frequencies is δ p  = ω 10 − ω p. The term Λ = 2(℘2/ℏ2)Γ P is the incoherent pumping rate.

The NV centers with different transition frequencies are resonantly driven sequentially when the microwave frequency (omega(t)) comes close to its individual transition frequency.

In Figures 6(a) and 6(b), the filtered graphs of weighted transition frequencies are shown for Grade 5 Mathematics and Grade 9 Mathematics respectively.

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