Short radio communication with a data source connected with the required bandwidth of 1280 Kbps via IPv6 protocol with Stop-and-wait UDP protocol, other clients or noticeable noise sources in this area. How can I calculate which maximum packet size should minimize overhead?
UPDATE
I thought it would be an idea to show my work so far: IPv6 has a 40-byte header, so including ACK responses, it's 80 bytes per packet. To satisfy the bandwidth requirements, it is necessary to send a second packet in the amount of 1280 K / p, where p is the packet payload size.
So, according to my calculations, this means that the common waybill (1280 K / p) * (80) and throwing this at Wolfram gives a function without minima, therefore there is no βoptimalβ value.
I did a lot more math, trying to calculate the error rate of errors per bit, but ran into the same thing; if there are no minimums, how to choose the optimal value?
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