International Scientific Journals
of Scientific Technical Union of Mechanical Engineering "Industry 4.0"

When messages are transmitted through the communication channel, due to the noises in the channel, they can be incorrectly transmitted. Therefore, the receiver must ensure that it has the correct message. Similarly, the data stored in the storage media due to different circumstances can be corrupted. In order to check whether the data is corrupted or to check whether the receiver received the correct message, so-called error-detecting codes are used. When using such a code, it is important to know the power of the code to detect errors. In this paper we will analyze the ability to detect errors of one such error-detecting code. We compare the error-detecting capabilities of the code in a case when a quasigroup of order 4, order 8 and order 16 is used for coding for three different lengths of the redundancy. At the end we made a conclusion about the best choice of parameters from the aspect of the ability of the code to surely detect errors.

The codes for error control (error-detecting and error-correcting codes) are extremely important part of the communication systems and storage devices, ensuring reliable data transmission and storage. In this paper using simulations, we analyze an error-detecting code. More specifically, we will be focused on the error-detecting capability of the code. Namely, using simulations we will obtain the number of errors that the code detects for sure, as an important parameter of every error-detecting code.