p The SHA2 functions are considered to be more secure than the .Xr sha1 3 functions with which they share a similar interface. The 256, 384, and 512-bit versions of SHA2 share the same interface. For brevity, only the 256-bit variants are described below.
p The .Fn SHA256_Init function initializes a SHA256_CTX .Ar context for use with .Fn SHA256_Update , and .Fn SHA256_Final . The .Fn SHA256_Update function adds .Ar data of length .Ar len to the SHA256_CTX specified by .Ar context . .Fn SHA256_Final is called when all data has been added via .Fn SHA256_Update and stores a message digest in the .Ar digest parameter.
p The .Fn SHA256_Pad function can be used to apply padding to the message digest as in .Fn SHA256_Final , but the current context can still be used with .Fn SHA256_Update .
p The .Fn SHA256_Transform function is used by .Fn SHA256_Update to hash 512-bit blocks and forms the core of the algorithm. Most programs should use the interface provided by .Fn SHA256_Init , .Fn SHA256_Update and .Fn SHA256_Final instead of calling .Fn SHA256_Transform directly.
p The .Fn SHA256_End function is a front end for .Fn SHA256_Final which converts the digest into an .Tn ASCII representation of the digest in hexadecimal.
p The .Fn SHA256_File function calculates the digest for a file and returns the result via .Fn SHA256_End . If .Fn SHA256_File is unable to open the file, a NULL pointer is returned.
p .Fn SHA256_FileChunk behaves like .Fn SHA256_File but calculates the digest only for that portion of the file starting at .Fa offset and continuing for .Fa length bytes or until end of file is reached, whichever comes first. A zero .Fa length can be specified to read until end of file. A negative .Fa length or .Fa offset will be ignored.
p The .Fn SHA256_Data function calculates the digest of an arbitrary string and returns the result via .Fn SHA256_End .
p For each of the .Fn SHA256_End , .Fn SHA256_File , .Fn SHA256_FileChunk , and .Fn SHA256_Data functions the .Ar buf parameter should either be a string large enough to hold the resulting digest (e.g.\& .Ev SHA256_DIGEST_STRING_LENGTH , .Ev SHA384_DIGEST_STRING_LENGTH or .Ev SHA512_DIGEST_STRING_LENGTH , depending on the function being used) or a NULL pointer. In the latter case, space will be dynamically allocated via .Xr malloc 3 and should be freed using .Xr free 3 when it is no longer needed. .Sh EXAMPLES The following code fragment will calculate the SHA-256 digest for the string .Qq abc , which is .Dq 0xba7816bf8f01cfea414140de5dae2223b00361a396177a9cb410ff61f20015ad . d -literal -offset indent SHA256_CTX ctx; u_int8_t results[SHA256_DIGEST_LENGTH]; char *buf; int n; buf = "abc"; n = strlen(buf); SHA256_Init(&ctx); SHA256_Update(&ctx, (u_int8_t *)buf, n); SHA256_Final(results, &ctx); /* Print the digest as one long hex value */ printf("0x"); for (n = 0; n < SHA256_DIGEST_LENGTH; n++) printf("%02x", results[n]); putchar('\en'); .Ed
p Alternately, the helper functions could be used in the following way: d -literal -offset indent SHA256_CTX ctx; u_int8_t output[SHA256_DIGEST_STRING_LENGTH]; char *buf = "abc"; printf("0x%s\en", SHA256_Data(buf, strlen(buf), output)); .Ed .Sh SEE ALSO .Xr cksum 1 , .Xr md4 3 , .Xr md5 3 , .Xr rmd160 3 , .Xr sha1 3 .Rs .%T Secure Hash Standard .%O FIPS PUB 180-2 .Re .Sh HISTORY The SHA2 functions appeared in .Ox 3.4 and .Nx 3.0 . .Sh AUTHORS This implementation of the SHA functions was written by Aaron D. Gifford.
p The .Fn SHA256_End , .Fn SHA256_File , .Fn SHA256_FileChunk , and .Fn SHA256_Data helper functions are derived from code written by Poul-Henning Kamp. .Sh CAVEATS This implementation of the Secure Hash Standard has not been validated by NIST and as such is not in official compliance with the standard.
p If a message digest is to be copied to a multi-byte type (ie: an array of five 32-bit integers) it will be necessary to perform byte swapping on little endian machines such as the i386, alpha, and vax.