What these diagrams show is that each quantity (speed or distance) has membership of three distinct membership functions. For example, on the far left of the distance measurement, the membership of Near is 1, while the memberships of Middle and Far are 0. At 25 m, the memberships of Near and Middle are each 0.5, and the membership of Far is 0.
What these diagrams show is that each quantity (speed or distance) has membership of three distinct membership functions. For example, on the far left of the distance measurement, the membership of Near is 1, while the memberships of Middle and Far are 0. At 25 m, the memberships of Near and Middle are each 0.5, and the membership of Far is 0.
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As part of my ongoing electronics studies I have been asked the following question: Assume that the emergency input is 0 and can therefore be ignored. Using the membership functions from Figure 7.7 in Book 2 Chapter 7 p.101, find the membership values of the fuzzy logic controller on the braking system when the speed is 10 km h−1 and the distance is 20 m.
I genuinely do not know how to attempt this question, I have added an image of the the book pages in question. All help much appreciated.
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