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Without loss of generality, we consider the problem of detecting the data bit of tag #1 (useful tag).
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A mobile environment is established as follows: Simulation area: 10 m × 10 m Identification range of the reader: 3 m Tag ID: Randomly selected 96-bit ID Number of tags (N): 1,000 Tag moving velocity (v): 2 m/frame Tag stationary probability (p s ): 0.5 Weight factor (z): 0.5 Probability factor (P1): 0.2.
This is because the amount of transmitted bits collected from all readable cycles becomes a significant part compared to the total transmitted bits in k-TAS when the bit-length of tag ID is longer.
We had played a little bit of phone tag, leaving messages and going backwards and forwards.
After a bit of phone tag, I finally spoke with Shoutomatic's friendly founder, Norm Levy.
"I know what the record will sound like if I come up with every arrangement idea, but Dylan and Matt keep coming up with new ideas, and I love it". Norman describes the actual mechanics of the coproduction as "a bit of a tag team approach", including himself, Scott, Alderman and engineer Craig White.
The time slots on which readers send queries would be smaller as it mainly requires only the bit representation of number of tags in the field which would typically be no more than 10 bits. Figure 6 shows a working example of the BLSync protocol.
Some of the players mentioned that one the videos was a bit boring and the number of tags contributed to that video reflects that.
This section describes the performance improvement of k-TAS under different bit-length of tag ID and different number of tags.
Nevertheless, as shown in Figures 6, 9, and 10 and Table 4, the total transmitted bits are significantly increased and the performance improvement of k-TAS is decreased as the bit-length of tags ID becomes larger.
In brief summary, we learn from Theorems 1 and 2 that the total number of required interrogation cycles T k -ary(A r, l ) and the total amount of transmitted bits S k -ary(A r, l ) for k-TAS are mainly dependent on the bit length of tag ID χ, the value of k and the number of tags α.
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