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out here that these changes in Xr have very little effect on the rotor losses, which is not the case with the actual rotor resistance changes. It is also important to note that mismatching the rotor frequency too much may cause interaction between rotor frequency and stator frequency, which can lead to undesirable resonant and antiresonant effects. A very effective way of changing the synchronous speed of the induction generator is through stator frequency changes. These changes are exactly proportional gures related to the load frequency and the line crossing over the rotor speed, as illustrated in Figure 10.9f . One way to change the grid speed ranges of the induction generator is through machine pole changing. The phase circuitry of the stator is designed so that a different con guration of poles (pole number) can produce quite different synchronous speeds. None of the other variables are comparable in their effects on the pullout torque, as is a change in the pole number (see Figure 10.9g). Notice that in all parts of Figure 10.9 except part (d), the changes proposed in the stator and rotor parameters have a pronounced in uence not only on the crossover of the torque characteristic of the rotor speed axis, but also on the magnitude of the corresponding pullout torques. 10.9.3 The Danish Concept [5,30]

11

BusinessInfo> structures consisting of information about the businesses that have a relationship with this business. The syntax for this API is as follows:

The following is a Monte Carlo implementation using the Faure sequence to value a European call option with maturity T.

(4.28)

Another way to reference a range is to use the Cells property. The Cells property accepts two arguments (a row number and a column number), and returns a single cell. The following statement assigns the value in cell A1 to a variable named FirstCell:

5

During the boom, an individual would spend six months salary on a single contract with the hopes that it would blossom into huge profits. This speculation continued and money was made hand-over-fist. That is, until the fundamentals around the contracts began to lose their mystique and investors began to understand the underpinnings of their investments. As a result of this transparency, the markets collapsed, investors were severely punished, companies languished, ripple effects spread to other portions of the region, and consequently economies were hurt by periods of recession.

The following formula calculates the number of years between two dates. This formula assumes that cells A1 and B1 both contain dates:

Pattern Angle (degrees)

pe lo (S 1)

Besides an Internet connection, you need special newsreader software to access newsgroups. Microsoft Outlook Express (free) is a good choice. This product is part of Internet Explorer.

Number of lamps. For single-lamp luminaires, the number of lamps equals the quantity of luminaires in a given area. If the luminaires contain more than one lamp, multiply the number of luminaires by the number of lamps per luminaire. Initial lamp lumens. The initial lamp lumens are published by the lamp manufacturers in their large-lamp catalogs. LLF is an abbreviation for light loss factor. As a system ages, a natural depreciation in light output occurs. (With tungstenhalogen lamps, the loss is negligible.) Also, dust and dirt accumulate on room and luminaire surfaces. Other light loss factors such as ambient temperature, actual input voltage, ballast factor, HID lamp position, and lamp burnouts influence the illuminance in a space; for this quick method, only two are considered: LLD and LDD. LLD is an abbreviation for lamp lumen depreciation. This is the amount of

The process of digitally signing a message involves creating a hash for the message and encrypting this hash using the sender s private key. Finally, the message is sent with the encrypted hash. On receiving the message and the encrypted hash, the recipient would decrypt the hash using the sender s public key. This confirms that the message arrived from the sender and no one else (non-repudiation). Also, by re-computing the hash of the arrived message and then comparing it with the decrypted hash, the recipient can verify that the message has not been changed since it was signed (an integrity check). Figure 13.3 depicts a scenario where Alice sends her digital signature along with the message that she sends to Bob. As can be seen from Figure 13.3, a digital signature does not involve encrypting the actual message. The actual message is sent as is along with the encrypted hash that serves as the digital signature. Thus, in order to protect the message from eavesdroppers while in transit, anyone can either encrypt the message and then digitally sign it or they can digitally sign the message first and then encrypt it. Either method should be usable. The result is an encrypted message with an encrypted hash that only the intended recipient is able to read. This scenario thus yields confidentiality, non-repudiation, as well as integrity in communication. Two popular algorithms for digital signatures are RSA and Digital Signature Algorithm (DSA). Support for both of these algorithms is provided in XML Encryption as well as XML Signature specifications.

The main characteristics of a satellite antenna are: coverage contour (beam configuration); pattern shape and side-lobe level; polarization purity; power handling; RF sensing capability.