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Chapter 9

09-01
Volume and Picture Elements

09-02
Image Matrix and Field-of-View

09-03
Spatial Resolution and Partial Volume Effects

09-04
Definition of Contrast

09-05
Signal-to-Noise

... and Data Averaging
... and Field Strength
09-06
Contrast-to-Noise Ratio
09-07
Age

09-08
Temperature

09-09
Image Windowing


09-04 Definition of Contrast

There is only one step from picture elements to image contrast.

Contrast itself is a quite controversial term in medical imaging. It describes the relative difference of intensities of two adjacent regions within an examined ob­ject on a gray or color scale. Several definitions of contrast have been proposed during the years.

It is quite difficult to give an exact definition of contrast on a conventional x- ray image. Here, definition of contrast is merely qualitative, except when using a special measuring device – or digitizing the analogue image. Digitalization of images in nuclear medicine and x-ray CT opened the door to more straight­for­ward quantitative approaches to contrast. Now, picture elements are available. Their gray-scale intensity can be expressed in numbers. The numerical difference between two intensities allows quantitative definition of contrast.

If there is no difference between two neighboring pixels, they cannot be dis­tin­gu­ished and thus no contrast exists. The bigger the difference in the intensity of two pixels, the better will be the contrast (Figure 09-06).

Figure 09-06:
Two examples of four neighboring volume elements.

Top: In the first case the four voxels have the same relative signal intensity (SI), and in the resulting image they cannot be dis­tin­gui­shed from each other.
Bottom: In the second case, they have different relative intensities and thus they can be distinguished from each other in the final image.


A quantitative definition of contrast is given by the following equation:

C = (Ia - Ib) / (Ia + Ib)

where C is contrast and Ia and Ib are the signal intensities of two adjacent pixels or voxels.

It is important to understand that image intensity in magnetic resonance ima­ging is not standardized. MR imaging does not possess any correlation to Houns­field units in x-ray CT. The signal intensity of an MR image can represent a mixture between T1-, T2-, and ρ-values, flow, diffusion, perfusion, and other factors influencing the signal emitted by structures within a volume element.

Only normalization of images, e.g., with a water-filled vial outside the pa­tient's body, allows an approximation to be made and can be used to calculate relative signal intensities, which then can be compared. However, these values are only semiquantitative. They vary between different MR equipment and have no diagnostic value.

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