Sentence examples for as a function of spatial structure from inspiring English sources

The phrase "as a function of spatial structure" is correct and usable in written English.
It can be used in contexts where you are discussing how something changes or is determined by the arrangement or organization of space.
Example: "The behavior of the particles can be analyzed as a function of spatial structure to understand their interactions better."
Alternatives: "in relation to spatial structure" or "based on spatial structure".

Exact(1)

In [21], according to the distribution of Reference Points (RPs) with respect to each Wi-Fi Access Point (AP), the signal propagation model is constructed as a function of spatial structure, which can be used to construct the fingerprint database quickly.

Similar(59)

Mixing effects, morphological responses, stand structure, and species complementarity may all vary as a function of spatial scale.

The phase as a function of spatial frequency for this orientation was also recorded.

A spatial tuning curve for each cell was then generated by Fourier analyzing the responses and plotting the amplitude of the fundamental as a function of spatial frequency.

Spatial vision is often characterized by measuring sensitivity to contrast as a function of spatial frequency (the spatial contrast sensitivity function, SCSF, i.e., sensitivity vs. spatial frequency).

To quantify resolution, the SNR must be estimated as a function of spatial frequency.

The spatial frequency structure of natural images is known to have a characteristic 1/f structure ��� the average amplitude of the spatial frequency components drops as a function of the spatial frequency (f).

Recently, we applied experimental methods and modeling precedent from SFDI to the transport of correlation by projecting structured coherent light on dynamic turbid samples, and measuring the speckle contrast as a function of projected spatial frequency [ 24].

They analysed the contrast in the interference patterns of atoms emerging from their two traps as a function of the spatial range2.

Figure 18 graphs the drift as a function of the spatial variate presented as a return.

The MTF represents the loss of contrast as a function of the spatial frequency.

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