Sentence examples for transform plane from inspiring English sources

The manipulation of Fourier transform plane makes possible the design of digital methods of optical processing and image analysis.

Fig. 2. Parameters of the Hough transform in (a) the image plane, and (b) the Hough transform plane.

The method consists of filtering the spatial frequencies associated with these undesired terms (the zero-order and conjugate images) in the computed Fourier transform plane of the hologram multiplied with computer simulated original reference wave (written as (RIh)).

The boundary condition at the wall is then satisfied by symmetry arguments onto the transformed plane.

Such formulation makes possible to study continuous mechanical system sensitivity on transformed plane of complex variable r =th Γs) or p =th γs).

The problem is formulated in terms of integral transforms techniques and the collocation method to obtain the solution for the resulting singular integral equation in the transformed plane.

The scheme, termed the plane wave time domain algorithm (PWTD), realizes a diagonal translation operator for 2D transient wave fields through their representation in terms of Hilbert transformed plane wave expansions.

This appears in Navier Stokes equation and in other transport equations and boundary value problems (bvp) expressed in orthogonal co-ordinate systems, either in physical or in transformed plane.

The main goal is to investigate the difference between the numerical results with and without the cross derivatives that arise when the Cartesian equations are written for a transformed plane.

Through equations (6 - 8), we observe that the boundary value problem in the transformed plane ω is quite analogous to the boundary value problem in [5], with an additional factor (e^{-frac{omega ^{2}}{4s^{2}}}) and where k ((=frac{omega}{c})) is a function of ω rather than a constant.

We exploit this invertibility to transform image plane location estimates to world plane estimates, and fuse multiview estimates of an object's location in world coordinates.