The phrase "accurate sphere" is correct and usable in written English.
It can be used in contexts where precision or correctness in relation to a spherical shape or concept is being discussed.
Example: "The model provided an accurate sphere representation of the planet, capturing its dimensions perfectly."
Alternatives: "precise sphere" or "exact sphere".
3. Acknowledge an accurate sphere-of-responsibility, determined by actual social and political impacts, and take steps to mitigate the local harms caused by Tatmadaw forces securing the project.
Despite the inevitable need for different forms of power and coercion in a democratic society, conflicting interest and the questioning of injustice have an essential role in charting the areas of disagreement and in outlining the accurate public sphere [24].
These new methods are superior to naive Runge Kutta or predictor corrector methods, which are only second-order accurate for sphere-valued functions.
However, a systematic comparison is not possible since [39] provides results only for the rather large SBR of 9. PROP MIP and FLAB yield quite accurate volumes for spheres greater than 10 mm but performs poorly when it comes to spheres smaller than 13-mm diameter (the smallest sphere used in [40] and [38] is 10 mm).
Comparisons with known expressions for the drag show that the method gives accurate results for spheres even within a distance from the wall equal to the surface discretization size.
Fig. 5 Threshold level giving the accurate volume for different sphere diameters and SBRs are shown for 111In-SPECT (a) and for 68Ga-PET (b).
Functional requirements of this jig are the precision positioning of spheres for laser ablation, welding and post weld heat treatment in order to ensure process repeatability and accurate indexing of individual spheres.
Specifically, a technique is described that allows the consistent and accurate formation of platinum spheres.
Also the solution in various limits is analysed to recover firstly the solution for homogeneous dielectric particles, secondly to produce an exact solution for conducting media and thirdly to determine an accurate approximation for conducting spheres with very thin coatings, and which provides the opportunity to make use of existing conducting media theory.
The more the shapes deviate from a sphere, the less accurate the delineation results.
The EA correlation based on the rough hard sphere theory gave accurate predictions in both the liquid and supercritical CO2 regions.
