HFSC官方说明
HFSC Scheduling with Linux© 2005 Klaus Rechert, Patrick McHardy © 2006 Martin A. Brown (translation)For complex traffic shaping scenarios, hierarchical algorithms are necessary. Current
In one scenario two users share a single Internet connection with a 1000 kbit capacity; each user should have control of at least 500 kbit of that capacity at any given moment. One of the users (party A) uses a maximum of 100 kbit of his bandwidth for Internet telephony and the remainder of the transmission capacity for general data transport. Figure 1 shows the corresponding hierarchy.
Figure 1: Hierarchy of shared network access.
The HFSC algorithm is in a position to deal with both of these resources, bandwidth and delay. For this, the algorithm uses the service curve model for the allocation of resources. A service curve S(t)
represents the work achieved (service) in bits at time t
. The slope of the curve corresponds to the rate of transmission.
The concept of the interaction with latency resides in the structure of the service curves of the individual classes. By selecting a two-part service curve, each section of which is linear, the transmission delay for the Voice over IP class can be reduced to 30 ms. The first section of the service curve features a 400 kbit slope of 30 ms duration, where the second section exhibits a slope of 100kbit. This gain in decreased delay of approximately 78 ms is earned at the expense of other classes. At no point, though, is the sum of the curves allowed to exceed the service curve of the total link capacity. In our example, the decreased delay for the Voice over IP class occurs at the cost of party A's unspecified data class, whose service curve must be adjusted in order not to to exceed the global limit. As a result, the maximum transmission delay of this class increases from 30ms to a total of 52.5 ms. For bulk data transport, such as FTP, for example, delay simply plays a secondary role in contrast to that of throughput, which isn't impaired by conforming to the service curve.
Figure 2: Scenario with linear and multi-part linear service curves.
Let's say our example data class from party A is already active and sending at its maximum packet rate, 400 kbit. Now, if at any point in time, the Voice over IP class becomes active, it is allowed to send with a higher rate on account of its real-time guarantee (Figure 3). Thus, the service for class A, totals to above 500 kbit, meaning that the link-sharing parameter for this class has been violated in the short term. In order to be able to carry out the link-sharing guarantees over the long term, class A will be "punished" for this brief excess.
Figure 3: Between t1 and t2, exceeds the total maximum allowed capacity.
tc qdisc add dev $dev root handle $ID: hfsc [default $classID ]
In the second step, the class hierarchy is constructed with consecutive class additions. tc add class dev $dev parent parentID classid $ID hfsc [ [ rt SC ] [ ls SC ] | [ sc SC ] ] [ ul SC ]
The particular attributes of each class are configured via the service curves which are described as follows: SC := [ umax bytes dmax ms ] rate BPS
Classes at the lowest level of the hierarchy can be assigned a real-time curve (rt
) as well as a link-sharing curve (ls
), where inner classes can only have a link-sharing curve. By using the ul
service curve, an upper limit on service actually rendered to each class can be defined. Instead of specifying two identical rt
and ls
curves, a single sc
curve can be specified. A service curve is described by its transmission rate, which correlates with the slope of the curve. If the curve consists of two parts, it can be specified with dmax
the maximum delay at a certain transmission rate umax
.
# Example from Figure 1. tc qdisc add dev eth0 root handle 1: hfsc tc class add
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