[PATCH] RPC: clean up after nocong was removed

[linux-beck.git] / include / linux / sunrpc / xprt.h

diff --git a/include/linux/sunrpc/xprt.h b/include/linux/sunrpc/xprt.h
index 559fb471f6f2a1f3d4cb6b3bd6300e382492f6be..dcf0326bda01e932d8d5f52b2589519482a7951b 100644 (file)
--- a/include/linux/sunrpc/xprt.h
+++ b/include/linux/sunrpc/xprt.h
@@ -15,20 +15,6 @@
 #include <linux/sunrpc/sched.h>
 #include <linux/sunrpc/xdr.h>
 
-/*
- * The transport code maintains an estimate on the maximum number of out-
- * standing RPC requests, using a smoothed version of the congestion
- * avoidance implemented in 44BSD. This is basically the Van Jacobson
- * congestion algorithm: If a retransmit occurs, the congestion window is
- * halved; otherwise, it is incremented by 1/cwnd when
- *
- *     -       a reply is received and
- *     -       a full number of requests are outstanding and
- *     -       the congestion window hasn't been updated recently.
- *
- * Upper procedures may check whether a request would block waiting for
- * a free RPC slot by using the RPC_CONGESTED() macro.
- */
 extern unsigned int xprt_udp_slot_table_entries;
 extern unsigned int xprt_tcp_slot_table_entries;
 
@@ -36,12 +22,6 @@ extern unsigned int xprt_tcp_slot_table_entries;
 #define RPC_DEF_SLOT_TABLE     (16U)
 #define RPC_MAX_SLOT_TABLE     (128U)
 
-#define RPC_CWNDSHIFT          (8U)
-#define RPC_CWNDSCALE          (1U << RPC_CWNDSHIFT)
-#define RPC_INITCWND           RPC_CWNDSCALE
-#define RPC_MAXCWND(xprt)      ((xprt)->max_reqs << RPC_CWNDSHIFT)
-#define RPCXPRT_CONGESTED(xprt) ((xprt)->cong >= (xprt)->cwnd)
-
 /* Default timeout values */
 #define RPC_MAX_UDP_TIMEOUT    (60*HZ)
 #define RPC_MAX_TCP_TIMEOUT    (600*HZ)
@@ -213,8 +193,6 @@ struct rpc_xprt {
        void                    (*old_data_ready)(struct sock *, int);
        void                    (*old_state_change)(struct sock *);
        void                    (*old_write_space)(struct sock *);
-
-       wait_queue_head_t       cong_wait;
 };
 
 #define XPRT_LAST_FRAG         (1 << 0)