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INTERPRETATION We can see that P is in the direction of propagation with the help of Figure 1.23 by using the right-hand rule to nd E H. We may use Maxwell s equations from Table 1.2 to nd the magnitude of P .

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GridMon [86] is a network performance monitoring toolkit to identify faults and inef ciencies. The toolkit is composed of a set of tools that are able to provide measures concerning different aspects related to network performance: connectivity, inter-packet jitter, packet loss, Round Trip Time (RTP) and TCP and UDP throughput. The main components of GridMon are shown in Figure 5.17. PingER is a collection of Perl scripts, which use the ICMP ping utility to send 10 ping requests to remote hosts. The results are recorded for later analysis. IperfER is based on NCSA s Iperf [87] utility, used for measuring the network s view of TCP or UDP throughput between two hosts. Iperf consists of client and server executables, which sit at either end of a TCP/UDP connection, streaming data

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Another popular search technique is simulated annealing. The name and inspiration come from annealing in metallurgy. By heating and controlled cooling of a material, the size of its crystals is increased and their defects are reduced [5]. The crucial point is the cooling time: If the annealing process is very fast, the atoms do not have enough time to find the correct position the system freezes in a suboptimal local minimum. If the process is done sufficiently slowly, the atoms have time to find a state of minimum energy. During a search process, the annealing paradigm is used to probabilistically control whether or not a step with decreasing objective function value f (x) is taken. The chance of accepting a worse solution is controlled by a cooling temperature parameter T , which is decreased during the course of the algorithm. An improvement step is always admitted. A deteriorating step is only considered with a certain probability that decreases with the temperature . Deteriorating steps are thus always possible, but their chances become ever smaller. For a detailed treatment of Simulated Annealing, see [6]. A simple program structure of a Simulated Annealing optimisation algorithm is shown in Figure 14.2. The variable Z is a uniformly distributed random value between zero and one, the chance for admitting

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