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Wireless Sensor and Actuator Networks for Lighting Energy ...

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5.3 Simulation <strong>and</strong> Experiment Results<br />

Each of the predictive models was integrated with the fuzzy sensing rate adaptor<br />

<strong>and</strong> simulated using the same set of daylight data as that used in Figure 5-5. The<br />

daylight data were sampled at a fixed rate of ten seconds/sample using one mote<br />

photosensor. A total of 1851 consecutive data points were collected.<br />

The fuzzy parameters were tuned as follows: m was tuned to 8 <strong>and</strong> max was set<br />

to 20; SR min was arbitrarily set to 600 seconds/sample (10 minutes/sample); SR max was<br />

set to the highest possible resolution of the daylight data – 10 seconds/sample, the rate<br />

at which the daylight data was sampled; m SR was tuned to 250 seconds/sample; m damp<br />

was tuned to 0.3 <strong>for</strong> the damped version of the algorithm.<br />

Figure 5-9, Figure 5-10, <strong>and</strong> Figure 5-11 show the per<strong>for</strong>mance of the sensing<br />

rate adaptation mechanism with Kalman filtering, adaptive Wiener filtering, <strong>and</strong> the<br />

double exponential smoothing model respectively be<strong>for</strong>e applying any damping. The<br />

solid blue line in (a) of each figure is the daylight data sampled uni<strong>for</strong>mly at 10<br />

seconds/sample, <strong>and</strong> the dashed green line is the daylight in<strong>for</strong>mation reconstructed<br />

from the adaptively sensed data. Compared to the original 1851 samples, only 164, 174,<br />

<strong>and</strong> 262 points were sampled with respect to each predictive model during the entire<br />

sensing task. Plot (b) of each figure details how the sensing rates were adapted over<br />

time. All of the predictive models resulted in reasonably good abilities of preserving the<br />

original daylight in<strong>for</strong>mation.<br />

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