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Exact(7)
This approximation is correct only if the transducer is open-circuit.
Also note, that for this approximation the Kohn theorem is well generalized, this proves that such approximation is correct, the experimental verification is provided in Ref. [13].
Approximation is correct if the difference of the distance between automatically designated point is not bigger than 0.2 Muld from the manual one.
While this approximation is correct for small δ γ, the simulations (see Figures 2, 3, 5, and 6) show that the estimator is more sensitive to negative errors in the PLE.
The following asymptotic Porod approximation is correct for the slit collimation system: ln s 4 I s = ln K p + σ 2 s 2, describing the behavior of the scattering intensity curves for large s.
The previous approximation is correct even for low n.
Similar(51)
One implication of the MC approximation being correct is that, given an impute { X obs, X ^ mis }, the distribution p (θ | X obs, X ^ mis ) is well-approximated, i.e., the sampling model is correct.
Truncating the sum to the first term also gives the approximation 9801\sqrt{2}/4412 for π, which is correct to six decimal places.
Here, we have shown that despite the approximations and simplification made, the theory is correct for the LETs typically found in clinical radiotherapy employing particles from protons to carbon ions.
This produces a square of edge 17/12 − 1/408 = 577/408, which is the approximation to √2 given by the Sulvasutra, and is correct to 5 decimal places.
For crystals the phase object approximation is not generally correct, since it neglects diffraction contrast effects.
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