Binary to gray code converter experiment

Solution :. To convert gray code to binary, bring down the most siginificant digit of the given gray code number, because, the first digit or the most siginificant digit of the gray code number is same as the binary number.

To obtain the successive second binary bit, perform the EX-OR operation between the first bit or most siginificant digit of binary to the second bit of the given gray code. To obtain the successive third binary bit, perform the EX-OR operation between the second bit or most siginificant digit of binary to the third MSD most significant digit of gray code and so on for the next successive binary bits conversion to find the equivalent.

Solved Example : The below solved example may useful to understand how to perform gray code to binary conversion. Start Experiment. Gray Code. To count the no of bits changes. To rotate a shaft. The Binary to Gray code converter is a logical circuit that is used to convert the binary code into its equivalent Gray code.

By putting the MSB of 1 below the axis and the MSB of 1 above the axis and reflecting the n-1 bit code about an axis after 2 n-1 rows, we can obtain the n-bit gray code. Suppose we have a binary number , which we want to convert into Gray code. There are the following steps which need to perform this conversion:.

The Gray to Binary code converter is a logical circuit that is used to convert the gray code into its equivalent binary code. There is the following circuit used to convert the Gray code to binary number. Just like Binary to Gray code conversion; it is also a very simple process. There are the following steps used to convert the Gray code into binary. Suppose we have the Gray code , which we want to convert into a binary number. There are the following steps which we need to perform for the conversion:.

Now from the conversion table,. JavaTpoint offers too many high quality services. Binary Numbers is default way to store numbers, but in many applications binary numbers are difficult to use and a variation of binary numbers is needed. This is where Gray codes are very useful. Gray code has property that two successive numbers differ in only one bit because of this property gray code does the cycling through various states with minimal effort and used in K-maps, error correction, communication etc.