next up previous contents index Russian
Next: Median filtering Up: Image formation and processing Previous: Average slope subtraction   Contents   Index


Averaging data

Figure 1.7: Averaging data
\includegraphics[width=\textwidth]{average}

There is some noise component in every surface image. To reduce or remove this noise component height in every point can be changed to average height value of its closest neighborhood (see pic. 1.7). If it doesn’t work - noise level is too high - more complex method should be applied. You can, for instance, remove high-frequency part from the initial signal. In fact, the averaging we described before is a kind of high-frequency noise filtering. The next thing you can do is to increase averaging region's size. Let's look at one-dimensional (a sting, not a matrix) example of such averaging operation.

Let's draw a plot, on which X-axis corresponds to coordinate of a point, and Y-axis - to point value. As a result we have string profile. This profile before and after filtration is represented on pic. 1.7.


next up previous contents index Russian
Next: Median filtering Up: Image formation and processing Previous: Average slope subtraction   Contents   Index
Filonov 2005-02-04