php教程

密码散列安全

本部分解释使用散列函数对密码进行安全处理背后的原因, 以及如何有效的进行密码散列处理。

为什么需要把应用程序中用户的密码进行散列化?

当设计一个需要接受用户密码的应用时, 对密码进行散列是最基本的,也是必需的安全考虑。 如果不对密码进行散列处理,那么一旦应用的数据库受到攻击, 那么用户的密码将被窃取。 同时,窃取者也可以使用用户账号和密码去尝试其他的应用, 如果用户没有为每个应用单独设置密码,那么将面临风险。

通过对密码进行散列处理,然后再保存到数据库中, 这样就使得攻击者无法直接获取原始密码, 同时还可以保证你的应用可以对原始密码进行相同的散列处理, 然后比对散列结果。

需要着重提醒的是,密码散列只能保护密码 不会被从数据库中直接窃取, 但是无法保证注入到应用中的 恶意代码拦截到原始密码。

为何诸如 md5()sha1() 这样的常见散列函数不适合用在密码保护场景?

MD5,SHA1 以及 SHA256 这样的散列算法是面向快速、高效 进行散列处理而设计的。随着技术进步和计算机硬件的提升, 破解者可以使用"暴力"方式来寻找散列码 所对应的原始数据。

因为现代化计算机可以快速的"反转"上述散列算法的散列值, 所以很多安全专家都强烈建议 不要在密码散列中使用这些散列算法。

如果不建议使用常用散列函数保护密码, 那么我应该如何对密码进行散列处理?

当进行密码散列处理的时候,有两个必须考虑的因素: 计算量以及"盐"。 散列算法的计算量越大, 暴力破解所需的时间就越长。

PHP 5.5 提供了 一个原生密码散列 API, 它提供一种安全的方式来完成密码 散列验证。 PHP 5.3.7 及后续版本中都提供了一个 » 纯 PHP 的兼容库

PHP 5.3 及后续版本中,还可以使用 crypt() 函数, 它支持多种散列算法。 针对每种受支持的散列算法,PHP 都提供了对应的原生实现, 所以在使用此函数的时候, 你需要保证所选的散列算法是你的系统所能够支持的。

当对密码进行散列处理的时候,建议采用 Blowfish 算法, 这是密码散列 API 的默认算法。 相比 MD5 或者 SHA1,这个算法提供了更高的计算量, 同时还有具有良好的伸缩性。

如果使用 crypt() 函数来进行密码验证, 那么你需要选择一种耗时恒定的字符串比较算法来避免时序攻击。 (译注:就是说,字符串比较所消耗的时间恒定, 不随输入数据的多少变化而变化) PHP 中的 == 和 === 操作符strcmp() 函数都不是耗时恒定的字符串比较, 但是 password_verify() 可以帮你完成这项工作。 我们鼓励你尽可能的使用 原生密码散列 API

"盐"是什么?

加解密领域中的"盐"是指在进行散列处理的过程中 加入的一些数据,用来避免从已计算的散列值表 (被称作"彩虹表")中 对比输出数据从而获取明文密码的风险。

简单而言,"盐"就是为了提高散列值被破解的难度 而加入的少量数据。 现在有很多在线服务都能够提供 计算后的散列值以及其对应的原始输入的清单, 并且数据量极其庞大。 通过加"盐"就可以避免直接从清单中查找到对应明文的风险。

如果不提供"盐",password_hash() 函数会随机生成"盐"。 非常简单,行之有效。

我应该如何保存"盐"?

当使用 password_hash() 或者 crypt() 函数时, "盐"会被作为生成的散列值的一部分返回。 你可以直接把完整的返回值存储到数据库中, 因为这个返回值中已经包含了足够的信息, 可以直接用在 password_verify()crypt() 函数来进行密码验证。

下图展示了 crypt()password_hash() 函数返回值的结构。 如你所见,算法的信息以及"盐"都已经包含在返回值中, 在后续的密码验证中将会用到这些信息。


        password_hash 和 crypt 函数返回值的组成部分,依次为:所选择的算法,
        算法选项,所使用的

User Contributed Notes

swardx at gmail dot com 29-Jun-2016 09:36
A great read..

https://nakedsecurity.sophos.com/2013/11/20/serious-security-how-to-store-your-users-passwords-safely/

Serious Security: How to store your users' passwords safely

In summary, here is our minimum recommendation for safe storage of your users' passwords:

    Use a strong random number generator to create a salt of 16 bytes or longer.
    Feed the salt and the password into the PBKDF2 algorithm.
    Use HMAC-SHA-256 as the core hash inside PBKDF2.
    Perform 20,000 iterations or more. (June 2016.)
    Take 32 bytes (256 bits) of output from PBKDF2 as the final password hash.
    Store the iteration count, the salt and the final hash in your password database.
    Increase your iteration count regularly to keep up with faster cracking tools.

Whatever you do, don't try to knit your own password storage algorithm.
alf dot henrik at ascdevel dot com 12-Mar-2014 07:58
I feel like I should comment some of the clams being posted as replies here.

For starters, speed IS an issue with MD5 in particular and also SHA1. I've written my own MD5 bruteforce application just for the fun of it, and using only my CPU I can easily check a hash against about 200mill. hash per second. The main reason for this speed is that you for most attempts can bypass 19 out of 64 steps in the algorithm. For longer input (> 16 characters) it won't apply, but I'm sure there's some ways around it.

If you search online you'll see people claiming to be able to check against billions of hashes per second using GPUs. I wouldn't be surprised if it's possible to reach 100 billion per second on a single computer alone these days, and it's only going to get worse. It would require a watt monster with 4 dual high-end GPUs or something, but still possible.

Here's why 100 billion per second is an issue:
Assume most passwords contain a selection of 96 characters. A password with 8 characters would then have 96^8 = 7,21389578984e+15 combinations.
With 100 billion per second it would then take 7,21389578984e+15 / 3600 = ~20 hours to figure out what it actually says. Keep in mind that you'll need to add the numbers for 1-7 characters as well. 20 hours is not a lot if you want to target a single user.

So on essence:
There's a reason why newer hash algorithms are specifically designed not to be easily implemented on GPUs.

Oh, and I can see there's someone mentioning MD5 and rainbow tables. If you read the numbers here, I hope you realize how incredibly stupid and useless rainbow tables have become in terms of MD5. Unless the input to MD5 is really huge, you're just not going to be able to compete with GPUs here. By the time a storage media is able to produce far beyond 3TB/s, the CPUs and GPUs will have reached much higher speeds.

As for SHA1, my belief is that it's about a third slower than MD5. I can't verify this myself, but it seems to be the case judging the numbers presented for MD5 and SHA1. The issue with speeds is basically very much the same here as well.

The moral here:
Please do as told. Don't every use MD5 and SHA1 for hasing passwords ever again. We all know passwords aren't going to be that long for most people, and that's a major disadvantage. Adding long salts will help for sure, but unless you want to add some hundred bytes of salt, there's going to be fast bruteforce applications out there ready to reverse engineer your passwords or your users' passwords.
fluffy at beesbuzz dot biz 11-Jun-2012 11:33
The security issue with simple hashing (md5 et al) isn't really the speed, so much as the fact that it's idempotent; two different people with the same password will have the same hash, and so if one person's hash is brute-forced, the other one will as well.  This facilitates rainbow attacks.  Simply slowing the hash down isn't a very useful tactic for improving security.  It doesn't matter how slow and cumbersome your hash algorithm is - as soon as someone has a weak password that's in a dictionary, EVERYONE with that weak password is vulnerable.

Also, hash algorithms such as md5 are for the purpose of generating a digest and checking if two things are probably the same as each other; they are not intended to be impossible to generate a collision for.  Even if an underlying password itself requires a lot of brute forcing to determine, that doesn't mean it will be impossible to find some other bit pattern that generates the same hash in a trivial amount of time.

As such: please, please, PLEASE only use salted hashes for password storage.  There is no reason to implement your own salted hash mechanism, either, as crypt() already does an excellent job of this.

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