WebbGo-Back-N the maximum window size is: w= 2^m -1 w=255. Selective Repeat the maximu window size is: w= (2^m)/2 w=128. I do not know which is correct and which formula shall I use. Thanks for help tcp pipeline Share Improve this question Follow asked Feb 18, 2012 at 14:09 Jan 165 1 1 5 Are you designing a protocol here? WebbThe width of your window should be at least 20 inches wide, while the height needs to be at least 24 inches, and the window sill cannot be more than 44 inches from the floor. This window is meant for you to be able to climb out of and can come in a variety of sizes. These measurements are merely the legal minimum.
The realationship between window size and sequence number
Webb4 okt. 2024 · maximum reasonable size is 306 frames sequence number = 10 bit Explanation: given data transmission rate = 1 Mbps size of frame Tt = 1 KB one way latency Tp = 1.25 s to find out How many frames need and What is the maximum reasonable size for SWS and RWS and what is the number of bits needed for the sequence number … WebbSo, to fully utilize the channel, we must send 106 bits into the channel in a second, which will be 1000 frames per second as each frame is 1000 bits. I = 5, $\Rightarrow$ $2^I$ = 32 frames are sent. Transmission time (for a frame of size 1000 bits) = $\frac{1000}{106} = 1$ ms. So, transmission time for $32$ frames = $32$ ms. mike pence travel schedule today
tcp - Calculating optimal window size - Stack Overflow
Webb11.In Go-back-N ARQ, the size of the sender window must be less than 2m, where mis the number of bits used for the representation of sequence numbers. Show in an example, by drawing a message sequence, why the size of the sender window must be less than 2m. 12.How is the bandwidth-delay product related to the system efficiency and size of … WebbWhen choosing new windows for your home, there are many options available to you. Take a look at sliding windows - and all the pros and cons. Webb14 aug. 2024 · Sliding window streaming algorithms process an input sequence a 1 a 2 ⋯a m from left to right and receive at time t the symbol a t as input. Such algorithms are required to compute at each time instant t a value f(a t−n+ 1 ⋯a t) that depends on the n last symbols (we should assume t ≥ n here). The value n is called the window size and … new wing hing staten island