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Section 21.1 Factors That Affect Climate Worksheet Answers


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Figure 14 shows the effect of changing the AGT value on the percentage of the eye fixations within the AOIs for the depicted frame. The plotted lines show the mean values associated with every AGT value. The polynomial equations, R2 values, and plots of the eye fixations outside of the AOIs are provided.


The principal purpose of the analysis is to determine the effect of changing the AGT value on the percentage of the eye fixations within the AOIs. We evaluate the effect by changing the AGT value from low (32) to high (80) and subsequently comparing the change in the number of eye fixations within the AOIs at the different AGT settings. The graphs show the mean and standard error associated with every AGT value. In addition, the fitted polynomial equations and R2 values are provided.


As depicted in Figure 15, we use the AGT value to control the size of the AOIs. For instance, as the AGT value decreases, the size of the AOIs increases. In addition, we use the AGT value to control the number of heatmaps that are generated as follows: For each AOI, we use the AGT value to determine how many values to generate and sort the heatmaps by. Then, we perform the analysis of the eye fixations and saccades for increasing numbers of heatmaps.


The plot shows example snapshots of the visualization process (see Step (4) in Figure 5) for the various heatmap settings. The settings consist of a low number of heatmaps (6), a medium number of heatmaps (30), and a high number of heatmaps (100). The frame provided shows some of the dynamic AOIs and their eye fixations. d2c66b5586






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