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In the upper left, the two tank levels do not interact, because the flow from the first to the second is independent of the level in the second. The lower picture, however, illustrates the case where both. inflow and outflow are a function of tank level. The levels interact, because any change in t he downstream level will affect the upstream level. An electrical analog of each process appears on the right. The amplifier in the upper figure isolates the two lags by preventing the voltage on the second from affecting that on the first. The lower right figure, without the amplifier, is a two-stage ladder network. A mult istage ladder is often used to simulate a transmission line. The significance of int,eraction is that. it changes the effective time const ants of the individual capacities. The magnitude of the change is striking. The solution of the equation for determining the effective time constants is irrat ional and unfortunately somewhat unclear. But for the special case where two equal capacities with equal time const ants 7 interact, their combined response is that of two noninteracting lags with t he following values:



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GUI tool to change the root user (administrator) password. (System Settings | Root Password). GUI tool to view system logs the root user. (System Settings | Root Password).

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director is Maria, Gwen represents sales and marketing, the shipping department sends Daniel, Julia comes from engineering, and Michelle is the key recovery administrator. To start the process, all the trustees gather to generate and collect shares. First, an RSA key pair is generated. Then the threshold program splits the private key into six shares, with each trustee getting one share (see Figure 4-26). The program generating the shares takes as input the private key, the number of shares (six), and the threshold count (three) and produces as output six shares. It s up to the trustees to protect their shares, although the company probably has a policy that defines the procedure. They can simply use PBE on the shares and store them on floppy disks, or they can store them on smart cards or other tokens. After the shares are generated and distributed, the public key is distributed and the private key is destroyed.

1 1 1 1 1 1

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The following general rules apply to the principle of interaction: 1. The degree of interaction is proportional to the ratio of the smaller to the larger capacity (not time constant). Where this ratio is low (<O.l), the capacities may be assumed not to interact . 2. Interaction always works toward increasing the larger time constant and decreasing the smaller one. 3. Specifically with regard to the behavior of systems wit)11 equal t,imc constants 7, of equal capacity, the effect. is a combination of one large and the rest small time constants whose normalized sum is

Figure 4-26 An RSA key pair is generated, and each trustee gets one share of the private key, which is then destroyed

Table 1-1.

Now employees can copy their keys (symmetric encryption keys, key exchange or digital enveloping keys) and encrypt them using the key recovery public key. Suppose Pao-Chi encrypts sensitive files on his hard drive and keeps the key on a token. Furthermore, suppose he participates in the key recovery and has created a digital envelope of his session key using the key recovery public key. He keeps that digital envelope on a floppy in his desk drawer. Now suppose he loses his token. How can he recover his data

To recover the data, Pao-Chi takes the floppy containing the digital envelope to Michelle, the key recovery administrator. If Michelle is out that day, he could take it to Warren, the system administrator, or Gwen, the VP of sales, or any of the other trustees. The trustee he visits must then find two other trustees. The combination of trustees might be Warren, Daniel and Julia, or Maria, Daniel, and Julia. Maybe it would be Warren, Maria, and Gwen, or if Michelle were there that day it could be Michelle, Gwen and Daniel. It doesn t matter; the scheme needs three trustees. The three trustees give their shares to the program running the threshold algorithm, and the program combines them to produce the secret, which in this case is an RSA private key. Now that the private key is reconstructed, Pao-Chi s digital envelope can be opened. The result is the session key he needs to decrypt the data on his hard drive (see Figure 4-27).

i=n. i=7l C~=Ci=nT!

Basic System Administration tools (continued)

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You can set the system time and date, using the shell date command or the Red Hat GUI tool redhat-config-date. You probably set the time and date when you first installed your 1 system. You should not need to do so again. If you entered the time incorrectly or moved to a different time zone, 1 though, you could use this utility to change your time.

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