- P2P Network Overview/
- BCH Specification/
- Protocol Upgrades/
- Bitcoin & Blockchain
- Bitcoin Keys
- Bitcoin Script
- Block Header
- Block Validation Rules
- Locking Script
- Merkle Tree
- Network Validation Rules
- Proof of Work
- Script: division
- Script: Op_Data
- Script: OP_X
- Transaction Ordering
- Transaction Signing
- Transaction Validation
- Unlocking Script
Bitcoin Cash Specification
Block headers serve an important intermediary role in the creation and transmission of blocks. They are a fixed-width (80-byte) representation of the entire block. With a block header, you can:
- Calculate the hash of the block.
- The double SHA-256 hash of the block header.
- Confirm the proof of work was executed correctly.
- Determine the relative location of the block in the blockchain.
- Using the previous block hash contained in the header
Since validation of all the transactions in the block can be expensive, the ability to perform these checks on the block before downloading and validating its transactions helps make denial-of-service attacks on the network significantly more expensive for attackers.
Block Header Format
|version||4 bytes||unsigned integer(LE)||The block format version. Currently 0x04000000. For more details refer to the block version history.|
|previous block hash||32 bytes||block hash(LE)||The hash of the block immediately preceding this block in the blockchain.|
|merkle root||32 bytes||merkle root(LE)||The merkle tree root of the transactions in the block.|
|timestamp||4 bytes||unix timestamp(LE)||The epoch timestamp of the block in seconds.|
|target||4 bytes||compressed target(LE)||The target that the block hash must be below to be valid. This value is determined by the timestamps of previously mined blocks. See Target for more information.|
|nonce||4 bytes||bytes(LE)||A random value that is repeatedly changes during block mining in order to achieve the block hash requirements.|
Compressed Target Format
Within the block header, the target uses a special floating-point representation that helps keep the size of the block header small. While the difficulty adjustment algorithm attempts to calculate the ideal target (i.e. the value the block hash must be “less than”), it undergoes a lossy conversion when put in the block header:
|exponent||1 byte||byte||Used to calculate the offset for the signficand. The actual exponent is
|significand||3 byte||bytes||The significand, or mantissa, of the value.|
Ultimately, the target is equal to: