Lantronix EDS8PR EDS - User Guide - Page 108

Common Name, Example, Expires, Key length

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12: Security Settings SSL Settings (continued) Common Name Expires Key length Type Description Enter the same name that the user will enter when requesting your web site. Example: If a user enters http://www.widgets.abccompany.com to access your web site, the Common Name would be www.widgets.abccompany.com. Enter the expiration date, in mm/dd/yyyy format, for the new self-signed certificate. Example: An expiration date of May 9, 2010 is entered as 05/09/2010. Select the bit size of the new self-signed certificate. Choices are:  512 bits  768 bits  1024 bits The larger the bit size, the longer it takes to generate the key. Approximate times are:  10 seconds for a 512-bit RSA key  30 seconds for a 768-bit RSA key  1 minute for a 1024-bit RSA key  30 seconds for a 512-bit DSA key  2 minutes for a 768-bit DSA key  6 minute for a 1024-bit DSA key Select the type of key:  RSA = Public-Key Cryptography algorithm based on large prime numbers, invented by Rivest Shamir and Adleman. Used for encryption and signing.  DSA = Digital Signature Algorithm also based on large prime numbers, but can only be used for signing. Developed by the US government to avoid the patents on RSA. 3. Click Submit. EDS User Guide 108

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12: Security Settings
EDS User Guide
108
3.
Click
Submit
.
Common Name
Enter the same name that the user will enter when requesting your web
site.
Example:
If a user enters
to
access your web site, the
Common Name
would be
www.widgets.abccompany.com
.
Expires
Enter the expiration date, in mm/dd/yyyy format, for the new self-signed
certificate.
Example:
An expiration date of May 9, 2010 is entered as 05/09/2010.
Key length
Select the bit size of the new self-signed certificate. Choices are:
512 bits
768 bits
1024 bits
The larger the bit size, the longer it takes to generate the key. Approximate
times are:
10 seconds for a 512-bit RSA key
30 seconds for a 768-bit RSA key
1 minute for a 1024-bit RSA key
30 seconds for a 512-bit DSA key
2 minutes for a 768-bit DSA key
6 minute for a 1024-bit DSA key
Type
Select the type of key:
RSA
= Public-Key Cryptography algorithm based on large prime
numbers, invented by Rivest Shamir and Adleman. Used for encryption
and signing.
DSA
= Digital Signature Algorithm also based on large prime numbers,
but can only be used for signing. Developed by the US government to
avoid the patents on RSA.
SSL Settings (continued)
Description