At the moment I have a database with md5 passwords stored, a few years back this was considered a little more secure than it is now and it’s got to the point where the passwords need to be more secure.
I’ve read a lot of posts on here about crypt, md5, hash, bcrypt, etc and have come to consider using something along the lines of the following to ‘secure’ the passwords better than they are now.
I will use a combination of hash("sha512" and two salts, the first salt will be a site wide salt stored in a file such as .htaccess and the second salt will be created for each user.
Here’s an example along the lines of what I’m testing at the moment:
.htaccess
SetEnv SITEWIDE_SALT NeZa5Edabex?26Y#j5pr7VASpu$8UheVaREj$yA*59t*A$EdRUqer_prazepreTr
example.php
$currentpassword = //get password
$pepper = getenv('SITEWIDE_SALT');
$salt = microtime().ip2long($_SERVER['REMOTE_ADDR']);
$saltpepper = $salt.$pepper;
$password = hash("sha512", md5($currentpassword).$saltpepper);
The salt would obviously need to be stored in a separate table to allow checking of future inserted login passwords but it would never be possible for a user to see. Do you think this is a sufficient way to go about this?
Ok, let’s go over a few points here
What you have in
$saltis not a salt. It’s deterministic (meaning that there is no randomness in there at all). If you want a salt, use eithermcrypt_create_iv($size, MCRYPT_DEV_URANDOM)or some other source of actual random entropy. The point is that it should be both unique and random. Note that it doesn’t need to be cryptographically secure random… At absolute worst, I’d do something like this:As @Anony-Mousse indicated, never feed the output of one hash function into another without re-appending the original data back to it. Instead, use a proper iterative algorithm such as PBKDF2, PHPASS or CRYPT_BLOWFISH ($2a$).
My suggestion would be to use
cryptwith blowfish, as it’s the best available for PHP at this time:And then verify using a method like this:
I’d also suggest you read the following two:
Edit: To Answer the Migration Question
Ok, so I realize that my answer did not address the migration aspect of the original question. So here’s how I would solve it.
First, build a temporary function to create a new blowfish hash from the original md5 hash, with a random salt and a prefix so that we can detect this later:
Now, run all the existing md5 hashes through this function and save the result in the database. We put our own prefix in so that we can detect the original password and add the additional md5 step. So now we’re all migrated.
Next, create another function to verify passwords, and if necessary update the database with a new hash:
This is what I would suggest for a few reasons:
md5()hashes out of your database immediately.To answer the comments:
Additionally,
A PseudoRandom Generator is available, so why not use it?
BCrypt is based off the Blowfish block cipher. It takes the key schedule setup algorithm from the cipher, and uses that to hash the passwords. The reason that it is good, is that the setup algorithm for Blowfish is designed to be very expensive (which is part of what makes blowfish so strong of a cypher). The basic process is as follows:
A 18 element array (called P boxes, 32 bits in size) and 4 2-dimensional arrays (called S boxes, each with 256 entries of 8 bits each) are used to setup the schedule by initializing the arrays with predetermined static values. Additionally, a 64 bit state is initialized to all 0’s.
The key passed in is XOred with all 18 P boxes in order (rotating the key if it’s too short).
The P boxes are then used to encrypt the state that was previously initialized.
The ciphertext produced by step 3 is used to replace P1 and P2 (the first 2 elements of the P array).
Step 3 is repeated, and the result is put in P3 and P4. This continues until P17 and P18 are populated.
That’s the key derivation from the Blowfish Cipher. BCrypt modifies that to this:
The 64 bit state is initialized to an encrypted version of the salt.
Same
The P boxes are then used to encrypt the (state xor part of the salt) that was previously initialized.
Same
Same
The resulting setup is then used to encrypt the password 64 times. That’s what’s returned by BCrypt.
The point is simple: It’s a very expensive algorithm that takes a lot of CPU time. That’s the real reason that it should be used.
I hope that clears things up.