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Russell, R. D., and Shampine, L. F., A Collocation Method for Boundary Value Problems, Numerical Mathematics, 19: 1 28, 1972. Sanchez, N. M., and de Jalon, J. G., Application of B-Spline Functions to the Motion Speci cation of Cams, ASME paper 80-DET-28, 1980. Sandgren, E., and West, R. L., Shape Optimization of Cam Pro les Using a Representation, ASME Journal of Mechanisms, Transmissions, and Automation in Design, I (11): 195 201, 1989. Shampine, L. F., and Gear, C. W., A User s View of Solving Stiff Ordinary Differential Equations, SIAM Review, 21: 1 17, 1979. Stroud, A. H., and Secrest, D., Gaussian Quadrature Formulas, Prentice-Hall, Upper Saddle River, N.J., 1986. Tesar, D., and Matthew, G. K., The Dynamic Synthesis, Analysis, and Design of Modeled Cam Systems, D. C. Heath Company, Lexington, Mass., 1976. Thompson, B. S., Mass, D. J., and Jiang, J., Cam-Follower, Cutter-Workpiece Interaction in Airfoil Milling Machines, Oklahoma State University s 8th Applied Mechanisms Conference, September 19 21, Saint Louis, Mo., pp. 39-1 39-7, 1983. Thoren, T. R., Engemann, H. H., and Stoddart, D. A., Cam Design as Related to Valve Train Dynamics, SAE Quarterly Transactions, 6 (1): 1 14, 1952. Tiller, W., Rational B-Splines for Curve and Surface Representation, IEEE CG&A, pp. 61 69, September 1983. Titolo, A., The Variable Valve Timing System Application on a V8 Engine, SAE paper 910009, pp. 35 42, 1991. Tsay, D. M., and Hwang, G. S., Application of the Theory of Envelope to the Determination of Camoid Pro les with Translating Followers, ASME Journal of Mechanical Design, 116: 320 325, 1994a. Tsay, D. M., and Hwang, G. S., The Pro le Determination and Machining of Camoids with Oscillating Spherical Followers, ASME Journal of Engineering for Industry, 116: 355 362, 1994b. Versprille, K., Computer Aided Design Applications of the Rational B-spline Approximation Form, Ph.D. Thesis, Syracuse University, Syracuse, N.Y., 1975. Weiss, R., The Application of Implicit Runge-Kutta and Collocation Methods to Boundary Value Problems, Mathematics of Computation, 28: 449-464, 1974. Wiederrich, J. L., Residual Vibration Criteria Applied to Multiple Degree of Freedom Cam Followers, ASME Journal of Mechanical Design, 103: 702 705, October 1981. Wiederrich, J. L., and Roth, R., Dynamic Synthesis of Cams Using Finite Trigonometric Series. ASME Journal of Engineering for Industry 97: 287 293, 1975. Wright, K., Some Relationships Between Implicit Runge-Kutta, Collocation and Lanczos T Methods, and Their Stability Properties, BIT, 10: 217 227, 1970. Yoon, K., and Rao, S. S., Cam Motion Synthesis Using Cubic Splines, ASME Journal of Mechanical Design, 115: 441 446, 1993.
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Expanding Service-Level Agreements
The network layer is the layer that is concerned with the interconnection of networks and of packet routing between networks. Network devices called routers are used to connect networks together. Routers are physically connected to two or more networks, and are configured with (or have some ability to learn) the network settings for each network. Using this information, routers are able to make routing decisions that will enable them to forward packets to the correct network, moving them closer to their ultimate destination. Examples of protocols at the network layer include: IP (Internet Protocol) This is the network layer protocol used in the TCP/IP suite of protocols. IP is concerned with the delivery of packets from one station to another, whether the stations are on the same network or on different networks. IP has the IP address scheme for assigning addresses to stations on a network; this is entirely separate from link layer addressing such as Ethernet s MAC addressing. IP is the basis for the global Internet. ICMP (Internet Control Message Protocol) This is a communications diagnostics protocol that is also a part of the TCP/IP suite of protocols. Its primary use is the transmission of error messages from one station to another; these error messages are usually related to problems encountered when attempting to send packets from one station to another. RRC (Radio Resource Control) This is a part of the UMTS WDCMA (Universal Mobile Telecommunications System, Wideband Code Division Multiple Access) wireless telecommunications protocol that is used to facilitate the allocation of connections between user devices (usually cell phones and other mobile data devices) and the telecommunications network. AppleTalk This is the original suite of protocols developed by Apple Computer for networking the Apple brand of computers. The suite of protocols includes the transmission of messages from one computer over interconnected networks, as well as routing protocols. AppleTalk has since been deprecated in favor of TCP/IP. OSI Layer 4: Transport The transport layer in the OSI model is primarily concerned with the reliability of data transfer between systems. The transport layer manages the following characteristics of data communications: Connection orientation At the transport layer, communications between two stations can take place in the context of a connection. Here, two stations will initiate a unique, logical context under which they can exchange messages until at a later time the stations agree to end the connection. Stations can have two or more unique connections established concurrently; each is uniquely identified. Guaranteed delivery Protocols at the transport layer can track individual packets in order to guarantee delivery. For example, the TCP protocol uses something like a return receipt for each transported packet to confirm that each sent packet was successfully received by the destination.
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sent a typical crystal for an oscillator using the manufacturer s above motional specifications of Lm, Cm, Rm, and Cp. Note that if a crystal s holder or its package is changed, as might be required when redesigning for a smaller oscillator, this will have an effect on the above motional properties of the crystal, and a new simulation must be performed with these latest values to assure proper operation. A word on open-loop simulation using a Spice simulator. We can obtain accurate design results when simulating low-frequency oscillators with Spice, especially when we must employ a low-frequency transistor for which there are no S-parameters available. Bode plotters, as well as the AC analysis tool in Spice simulators, may not give accurate loop gain measurements unless we attach a basic Spice frequency source (set to 1 Hz) through a 50-ohm resistor to the oscillator s input (the LC resonator at the node between C1 and L1 of an LC oscillator). However, the resonant frequency at maximum gain as indicated in the Bode plotter and the AC analysis tool window will vary slightly from the other, as will the 0 degree phase-crossing frequency.
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