SG_R_A_RFC2409_4_5_2.seq [-tooloption ...] -pkt SG_R_A_RFC2409_4_5_2.def -tooloption : v6eval tool option See also ike_common.def and ike_ipsec.def and ike_addr.def and ike_pkt_ph1_recv.def and ike_pkt_ph2_recv.def=end html =head1 INITIALIZATION =begin html
HOST-2(TN)
|3ffe:501:ffff:104::11
|
Net-v --+------------------------+-------- 3ffe:501:ffff:104::/64
|
|
SGW-2(TN):initiator
|3ffe:501:ffff:103::11
|
Net-w --+--------+------------------------ 3ffe:501:ffff:103::/64
|
|
ROUTER-2(TN)
| 3ffe:501:ffff:102::11
|
Net-x --+--------+------------------------ 3ffe:501:ffff:102::/64
|
|3ffe:501:ffff:102::1
SGW-1(NUT):responder
|3ffe:501:ffff:101::1
|
Net-y --+--------+------------------------ 3ffe:501:ffff:101::/64
|
| 3ffe:501:ffff:101::11
ROUTER-1(TN)
|
|
Net-z -----------+---------------+-------- 3ffe:501:ffff:100::/64
|
|3ffe:501:ffff:100::13
HOST-1(TN)
| Parameter | Value | |
| ISAKMP | SA Attributes | - 3DES in CBC mode - SHA - Authentication via pre-shared keys. - MODP over group number two. |
| Machine | Src | Dest | Phase I | Phase II | ||||||||||||||
| Ex mode | Key Value | Enc Alg | Hash Alg | Auth Method | DH Group | PH1 Lt | IDx | Proto ID | Trans ID | Mode | Auth Alg | PH2 Lt | IDci | IDcr | Upper | |||
| SGW-1 | SGW-1 addr | SGW-2 addr | Aggressive | IKE-TEST | 3DES | SHA | pre-shared key | 2 | 8 Hour | SGW-1 addr | PROTO_IPSEC_ESP | ESP_3DES | Tunnel | HMAC-SHA | 8 Hour | Net-v addr | Net-z addr | any |
| SGW-2 | SGW-2 addr | SGW-1 addr | Aggressive | IKE-TEST | 3DES | SHA | pre-shared key | 2 | 8 Hour | SGW-2 addr | PROTO_IPSEC_ESP | ESP_3DES | Tunnel | HMAC-SHA | 8 Hour | Net-v addr | Net-z addr | any |
This test check is following.=end html =head1 JUDGEMENT The first message must be accepted. And the second message must be returned. The second message Attributes(3DES:5,SHA:2,PSK:1,DH2:2) must be correct. And must conform to above Configuration. =head1 TERMINATION Clean up SAD and SPD =head1 REFERENCE =begin html
AGGRESSIVE EXCHANGE
# Initiator(TN) Direction Responder(NUT) (1) HDR; SA, KE, Ni, IDii ========>
(2) <======== HDR; SA, KE, Nr, IDir, HASH_R Judgement (Check *1)
1. Send the first message from TN In the first message (1), the initiator generates a proposal it considers adequate to protect traffic for the given situation. The Security Association, Proposal, and Transform payloads are included in the Security Association payload (for notation purposes). Keying material used to arrive at a common shared secret and random information which is used to guarantee liveness and protect against replay attacks are also transmitted. Additionally, the initiator transmits identification information.
2. Receive the second message from NUT In the second message (2), the responder indicates the protection suite it has accepted with the Security Association, Proposal, and Transform payloads. Keying material used to arrive at a common shared secret and random information which is used to guarantee liveness and protect against replay attacks is also transmitted.Additionally, the responder transmits identification information and the results of the agreed upon authentication function(hash function).
RFC2409 4.Introduction=end html =head1 SEE ALSO perldoc V6evalTool =begin html
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IKE implementations MUST support the following attribute values:
- DES [DES] in CBC mode with a weak, and semi-weak, key check (weak and semi-weak keys are referenced in [Sch96] and listed in Appendix A). The key is derived according to Appendix B.
- MD5 [MD5] and SHA [SHA].
- Authentication via pre-shared keys.
- MODP over default group number one (see below).
In addition, IKE implementations SHOULD support: 3DES for encryption; Tiger ([TIGER]) for hash; the Digital Signature Standard, RSA [RSA] signatures and authentication with RSA public key encryption; and MODP group number 2. IKE implementations MAY support any additional encryption algorithms defined in Appendix A and MAY support ECP and EC2N groups.
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6.2 Second Oakley Group
IKE implementations SHOULD support a MODP group with the following prime and generator. This group is assigned id 2 (two).
The prime is 2^1024 - 2^960 - 1 + 2^64 * { [2^894 pi] + 129093 }. Its hexadecimal value is
FFFFFFFF FFFFFFFF C90FDAA2 2168C234 C4C6628B 80DC1CD1 29024E08 8A67CC74 020BBEA6 3B139B22 514A0879 8E3404DD EF9519B3 CD3A431B 302B0A6D F25F1437 4FE1356D 6D51C245 E485B576 625E7EC6 F44C42E9 A637ED6B 0BFF5CB6 F406B7ED EE386BFB 5A899FA5 AE9F2411 7C4B1FE6 49286651 ECE65381 FFFFFFFF FFFFFFFF
The generator is 2 (decimal) (omit)
IKE.html IKE Test Common Utility=end html =cut