Choose the size of the reception window of the Retransmission protocol.
By default, the size of the receive window is equal to the size of the send window in the selective replay protocol (SSR), but no information about the specific size was found. In the example where the frame sequence number is represented by 3 bits, the principle that the sending window meets is that the size of the sending window is equal to the receiving window, but the specific size of the receiving window is not specified. "Choose" was equally exciting. Everyone was welcome to read it!
Choose the size of the window for the replay protocol.
For the selective replay protocol, the window size is <= 2^(m - 1). When n bits are used to number the frames, in order to prevent the old and new receive windows from overlapping after the receiver moves the window forward, the maximum size of the transmit window does not exceed the range of the sequence number, that is, WT <2n-1. When the transmit window takes the maximum value, it is found to be the same as the transmit window and 2n-1 (in most cases, the transmit window is equal to the receive window and 2n-1, because this is the most efficient). If the value of the transmit window is greater than 2n-1, it may cause the new and old receive windows to overlap. "Choose" was equally exciting. Everyone was welcome to read it!
Choose the maximum window size for the replay protocol.
If n bits are used to number the frame, the maximum size of the transmission window of the selected replay protocol does not exceed half of the range of the sequence number, that is, WT <= 2^(n - 1). When the transmit window is the maximum, it is the same as the receive window. In most cases, the transmit window is equal to the receive window and is equal to 2^(n - 1), because the maximum efficiency can be achieved in this case. At the same time, in order to prevent the new receiving window from overlapping with the old receiving window after the receiving end moves the window forward, the size of the sending window should meet this limit. Otherwise, the new and old receiving windows may overlap. "Choose" was equally exciting. Everyone was welcome to read it!
Reason for selecting the Retransmission Protocol-Receiving window
If the size of the reception window in the transmission protocol is greater than 1. The main reasons for the existence of the receiving window were as follows: ** 1. Flow control ** 1. ** Increase reception efficiency ** - The receive window can control the range of data frames that can be received. It allows the receiver to receive multiple data frames within a certain range. In this way, the receiver can avoid frequently interacting with the sender to confirm each data frame one by one, thereby improving the efficiency of receiving data. For example, if the size of the receiving window is three, under suitable network conditions, the receiver can receive and process three data frames at once without waiting for the sender's permission to send each data frame. 2. ** Adapt to the changes in the network environment ** - In a network environment, the data transmission speed might fluctuate. The size of the receiving window can be adjusted according to the network congestion. If the network condition was good, the receiving window could be expanded appropriately to allow more data frames to enter the receiving range and improve the data receiving speed. If the network was congested or unstable, the receiving window could be reduced to avoid receiving too many data frames, resulting in data loss or insufficient processing. ** 2. Data processing ** 1. ** Receiving and processing in an orderly manner ** - The receiving window helps the receiver to receive and process the data frames in an orderly manner. Although the size of the transmit window and the receive window in the selective replay protocol were both greater than 1, the receive window could ensure that the received data frames were within the expected sequence range. If the serial number of the received data frame fell outside the receiving window, the receiver could discard it all. This could ensure that the receiver only processed the data frames that met the requirements, which was convenient for the orderly integration and subsequent processing of the data. 2. ** Cooperate with error handling and replay ** - When a data frame is lost or has an error during transmission, the existence of the receiving window is convenient to cooperate with the re-transmission mechanism of the selective re-transmission protocol. The receiver can feedback which data frames need to be retransmitted to the sender according to the data frames received within the receiving window. Since the size of the receiving window is larger than 1, the receiver can more flexibly deal with various error situations that may occur, such as partial data frame loss or data frame disorder. " Choose " was equally exciting. Everyone was welcome to read it!
sliding window protocol window size
There was no fixed window size in the sliding window protocol. It would be determined based on various factors such as the specific network conditions, the application scenario of the protocol, the size of the sending buffer, and the receiving ability of the receiver. It was mentioned in Flink's window architecture related content that, for example, the window size could be set to 5s (an example of a step size of 2s). This was only an example of a specific application (a windowing application under the Flink architecture). It could not represent the common window size settings of the sliding window protocol. The purpose of the sliding window protocol was to control the flow to avoid congestion. The window size was determined to ensure the reliable transmission of data and to increase the network throughout as much as possible. For example, in network data transmission, if the sending party has a strong sending ability and the receiving party has a limited receiving ability, the window size needs to be set reasonably according to the receiving party's receiving ability and other factors, so that the sending party can send multiple data packets at the same time without receiving an acknowledgment, without causing problems such as network congestion or data loss due to sending too many data packets exceeding the receiving party's ability. "Choose" was equally exciting. Everyone was welcome to read it!
How to set the reception window for selecting the replay protocol?
In the selection of the re-transmission protocol, the receiving window size must satisfy 1<Wh <= MT (MT is the sending window size). If QR = 1, it is the same as the fallback N frame protocol; if QR> And the transmission window size Wt must be greater than 1 and less than 2^(n - 1)(n is the number of bits that make up the packet sequence number). "Choose" was equally exciting. Everyone was welcome to read it!
What is the window size for selecting the replay protocol?
For the selective replay protocol, the window size was <=2^(m - 1), and the transmit window could not be larger than the receive window. To maximize efficiency, in most cases, the transmit window was equal to the receive window and was equal to 2n - 1 (n was the number of bits used to number the frame). However, this value must not exceed half of the range of the serial number to avoid the overlap of the new and old receive windows at the receiver. "Choose" was equally exciting. Everyone was welcome to read it!
Choose the smallest sending window for the replay protocol.
The minimum sending window in the Repeat Transmission protocol (SSR) was set to 1. The selective repeat protocol was proposed to improve the fallback N-frame protocol. Under this protocol, the receive window size was greater than 1 so that the receiver would first receive the data packets that arrived out of order without error codes and whose sequence numbers fell within the receive window. When the transmit window was also greater than 1, the channel utilization could be improved, allowing the sender to continue sending subsequent frames without receiving the acknowledgment of certain frames, but the transmit window could be as small as 1. "Choose" was equally exciting. Everyone was welcome to read it!
Fallback n frame protocol sending window size
The size of the sending window of the fallback N-frame protocol is greater than 1, and multiple data packets can be sent consecutively. " Choose " was equally exciting. Everyone was welcome to read it!
Backward n frame protocol sending window size
When n bits are used to number the frames, the size of the transmission window should be less than 2n - 1. If the size of the transmission window is larger than 2n - 1, the receiver will not be able to distinguish between the new frame and the old frame. For example, 8 different serial numbers can be made with 3 bits, and the maximum number of transmission windows should be 8, but in fact, setting the transmission window to 8 will make the protocol unable to work under certain circumstances. " Choose " was equally exciting. Everyone was welcome to read it!
How to set the size of the window for selecting the replay protocol?
For the selective replay protocol, the window size <=2^(m - 1). Firstly, the sending window could not be larger than the receiving window, or else the receiving window might overflow. Secondly, the pipeline grouping of the sending window must be maximized, but it must be ensured that there was no ambiguity. Assuming that the maximum sequence number is 7, that is, 0, 1, 2, 3, 4, 5, 6, 7, and the size of the sending window is 5, when the sending window sends 0, 1, 2, 3, 4, assuming that the receiving window receives all of them, the receiving window will move forward 5 times, and the receiving window will expect to receive 5, 6, 7, 0, 1. If the sending window does not receive any ACK, the receiving window will think that the re-sent 0, 1, 2, 3, 4 are new packets. Because the sending window <= receiving window. To maximize the send window, send window = receive window. Assuming that the transmission window is m, the reception window is also m. When the sending window sends m packets, the receiving window moves forward m, and the receiving window is m + 1,m + 2,... 2m。To avoid ambiguity, 2m <= the maximum number of the sequence. "Choose" was equally exciting. Everyone was welcome to read it!