Sentence examples for correct dimensions from inspiring English sources

The entire film is in the rectangular format of a sheet of A4 paper, matching the correct dimensions of the court documents through which the story is told.

Computed Tomography and non-contact digitization via Laser Scanning were used in order to capture the specimens' surface morphology and create 3D models that are adjusted to the correct dimensions derived from the mathematical analyses.

To address this issue, we formulate an observability-constrained unscented transform, and find its closed-from solution as the projection of the canonical unscented Jacobian (i.e., computed by the standard unscented transform) onto an appropriate observable subspace such that the resulting Hessian has a nullspace of correct dimensions.

Part of the reason for the spiralling cost was the failure of the construction firm to calculate the correct dimensions of the foundations.

Targets present nonlinear signatures in raw SR data that difficult the proper determination of the correct dimensions and locations of the inclusions inside the scan region [6, 7].

The models in the virtuality should be constructed in the correct dimensions by referencing the scale between the virtual eye coordinates and the actual eye coordinates.

A detailed evaluation of the EM loads in the ITER divertor during plasma disruptions is mandatory for the correct dimensioning of the divertor component.

Alternatively there are some experimental metering valves and pumps which are of the correct dimension (in fact some are significantly smaller than this application demands creating the possibility of very small linear actuators).

The choice of suitable plant components, the accurate design of the hydraulic system and the correct dimension of the environmental heat source/sink play a central role in achieving higher efficiencies.

The estimation of water consumption is the starting point for the correct dimensioning of water recovery systems.

The proof is completed by listing all simple (and compact) Lie algebras with the correct dimension and rank, i.e. (a) so ( 2 d + 2 ) for d ≥ 1 and (b) su ( 4 ) ≅ so ( 6 ) for d = 2. □.