当我看到这些代码时,我对linux网络协议栈中的ip_append_data感到困惑:
if (!(rt->u.dst.dev->features&NETIF_F_SG)) {
unsigned int off;
off = skb->len;
if (getfrag(from, skb_put(skb, copy),
offset, copy, off, skb) < 0) {
__skb_trim(skb, off);
err = -EFAULT;
goto error;
}
} else {
int i = skb_shinfo(skb)->nr_frags;
skb_frag_t *frag = &skb_shinfo(skb)->frags[i-1];
struct page *page = sk->sk_sndmsg_page;
int off = sk->sk_sndmsg_off;
unsigned int left;
if (page && (left = PAGE_SIZE - off) > 0) {
if (copy >= left)
copy = left;
if (page != frag->page) {
if (i == MAX_SKB_FRAGS) {
err = -EMSGSIZE;
goto error;
}
get_page(page);
skb_fill_page_desc(skb, i, page, sk->sk_sndmsg_off, 0);
frag = &skb_shinfo(skb)->frags[i];
}
} else if (i < MAX_SKB_FRAGS) {
if (copy > PAGE_SIZE)
copy = PAGE_SIZE;
page = alloc_pages(sk->sk_allocation, 0);
if (page == NULL) {
err = -ENOMEM;
goto error;
}
sk->sk_sndmsg_page = page;
sk->sk_sndmsg_off = 0;
skb_fill_page_desc(skb, i, page, 0, 0);
frag = &skb_shinfo(skb)->frags[i];
skb->truesize += PAGE_SIZE;
atomic_add(PAGE_SIZE, &sk->sk_wmem_alloc);
} else {
err = -EMSGSIZE;
goto error;
}
if (getfrag(from, page_address(frag->page)+frag->page_offset+frag->size, offset, copy, skb->len, skb) < 0) {
err = -EFAULT;
goto error;
}
sk->sk_sndmsg_off += copy;
frag->size += copy;
skb->len += copy;
skb->data_len += copy;
}
我的问题如下:
条件是(页面!= frag-&gt;页面),为什么?可以用(!frag-&gt;页面)代替吗?当(!frag-&gt; page)为真时,我认为(page == frag-&gt; page)始终为true。希望有人告诉我原因。
if **(page != frag->page)** {
if (i == MAX_SKB_FRAGS) {
err = -EMSGSIZE;
goto error;
}
get_page(page);
skb_fill_page_desc(skb, i, page, sk->sk_sndmsg_off, 0);
frag = &skb_shinfo(skb)->frags[i];
}
答案 0 :(得分:0)
条件是
(page != frag->page)
,为什么?它可以被替换(!frag->page)
?我认为(page == frag->page)
总是如此(!frag->page)
是真的。
如果(page == frag->page)
为真, (!frag->page)
始终为真,(page != frag->page)
为真时(!frag->page)
为假,并替换为{{1} } (page != frag->page)
将把false替换为true。
如果您打算写{em> (!frag->page)
在(page != frag->page)
为真时始终为真,如果这是正确的,那对(!frag->page)
来说还不够等同于(page != frag->page)
,因为(!frag->page)
在(page != frag->page)
为假时(!frag->page)
并不总是错误。