On the other hand, a sensitivity analysis was carried out with the intention to study the influence of sensors positioning on the temperature measurement in the laboratory test, thus concluding no high precision was needed in the location of the temperature meters.
The point density of each cluster can be estimated by dividing the number of points in the clusters by the area of the bounding box of the cluster; this approximation works well in practice, but if more precision was needed, it could be achieved by computing the convex hull of the cluster and dividing the number of points by its area.
The problem, however, is that no one seems to be able to say with much precision just how many such visas are needed.
Despite its name, the system can be tricky, and precision is needed.
Strait, D. S. et al. Modeling elastic properties in finite-element analysis: how much precision is needed to produce an accurate model?
The uncertainty in εij values (±4%) is small enough to enable classical approximations, but is inadequate when higher precision is needed.
We split each orientation in nine possible values (instead of 255) depending on the point the Wiimote is pointing at-this can be modified later if more precision is needed, but we believe this is enough for present purposes.
However, in some cases more precision is needed and a Modified Arrhenius (MA) model, allowing the linear parameter to be temperature-dependent, appears as the correct alternative to the plain model.
In hydrographic surveying, high precision is needed for engineering applications such as the construction of tube tunnels placed to seabed and the navigational safety of ships for the under keel clearance (UKC) in shallow canals or waterways.
It has several shortcomings: (1) electrons intercepted by the mask cannot produce light, and the image brightness is thereby limited; (2) great precision is needed to achieve correct alignment of the electron beams, the mask holes, and the phosphor dots at all points in the scanning pattern; and (3) precisely congruent scanning patterns, as among the three beams, must be produced.
Or, in case more precision is needed, we assume β(t)="β0+βc1cos Ωt)+βs1sin(Ωt)+⋯+βcmcos(mΩt)+βsmsin(mΩt) for some m > 2. It is interesting to point out that the expressions for β0, βc1, βs1 obtained by considering β(t)="β0+βc1cos Ωt)+βs1sin(Ωt) are different from the ones obtained when we consider β(t)="β0+βc1cos Ωt)+β0+βc1cos Ωtc2cos(2Ωt)+β0+βc1cos Ωt
