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, NAMs) during which the SMAP is unavailable and performing power saving Figure 127 shows an SMAP superframe consisting of a power-saving sleep (ie, S) subframe followed by a contention period (ie, CP), which are separated by a movable boundary For convenience the intervals of two adjacent CP and S subframes will be normalized to 1 During the CP time interval the SMAP updates the movable boundary between the two subframes tCP (i) and tS (i) are de ned to be the durations of the CP and S subframe intervals in the ith instance of this subframe, where tCP (i) + tS (i) = 1 For superframe i we de ne an error signal to be [6] e(i) = (U(i) Uth )tCP (i) (123).



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Figure 20.1 Mapping Operational Tasks to MISSION SYSTEM and SUPPORT SYSTEM Elements as a Function of





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Once the logical entity relationships are identi ed between system elements, the next step is to understand how the relationship interactions occur. We can do this by modeling the system element interactions. Figure 20.2 illustrates how a SYSTEM OF INTEREST (SOI) might operate relative its OPERATING ENVIRONMENT. To keep the diagram simple, we depict Operation 1.0 (pre-mission operations) and Operation 3.0 (post-mission operations) as high-level abstractions. Operation 2.0 on mission operations is expanded to a lower level of detail to depict Operation 2.1 on MISSION SYSTEM operations and Operation 2.2 on SUPPORT SYSTEM operations. Author s Note 20.2 Based on the convention previously established, the OPERATING ENVIRONMENT interfaces (arrows) that touch the Operation 2.0 dashed boundary represent interfaces or interactions with all embedded operations operations 2.1 and 2.2, operation 4.1 (HIGHER ORDER SYSTEMS interfaces) with Operations 2.1 and 2.2, and so forth. This diagram illustrates two key points concurrently: 1. SOI operations cycle or loop sequentially from pre-mission to mission to post-mission phases of operation. 2. The system interacts with its OPERATING ENVIRONMENT while performing these operations. Regarding the second point, during the SOI s mission phase the MISSION SYSTEM and the SUPPORT SYSTEM interact continuously via physical contact, informational data exchanges, or visually as indicated by the interconnecting, bidirectional arrow. To better understand these two key points, let s investigate this ow in detail.

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where U(i) is the achieved CP usage and Uth is a target usage based on a normalized utilization threshold that has been set, Uth . In reference 6 an update mechanism based on least mean square (LMS) adaptive control was used to dynamically update the boundary between CP and S subframes. According to the LMS optimization criterion, we want to minimize (e(i))2 , and it can be shown that this leads to e(i) e(i)2 = 2(U(i) Uth )tCP (i) tCP (i) tCP (i) (12.4)

SYSTEM OF INTEREST (SOI)

When you analyze systems, two types of ows occur: 1) control ow or work ow and 2) data ow. Control ow or work ow enables us to understand how system operations are sequenced. Data ows enable us to understand how information such as electrical, optical, or mechanical is transferred or exchanged between the system entities. To illustrate these points, let s investigate the control ow and data ow aspects further. Figure 20.3 depicts intersecting arrows on the left hand side and the SOI operations on the right side. The vertical arrow symbolizes control ow; the horizontal arrow symbolizes data ow. By convention, control ow or work ow sequences down the page from one operation to another; data ow moves laterally back and forth across the page between system entities. By this convention, control ow or work ow: 1. 2. 3. 4. Proceeds from Initial/State to Operation 1.0, Pre-Mission Operations Proceeds to Operation 2.0, Mission Operations Proceeds to Operation 3.0, Post-Mission Operations Proceeds to Final/State.

These criteria usually fall into four measurement perspectives: (1) financial results; (2) customer expectations; (3) critical business operations; and (4) learning and continuous improvement These identify and communicate the conditions of success that the system must meet 3 A conceptual design for a system to accomplish the business goal and meet the performance criteria The system design is composed of people, process, and technology The conceptual design is the embodiment of the strategy being used to attain the goal 4 A definition of the project objectives that are needed (necessary and sufficient) to build the system Objectives are those items that must be built to create the system outlined in the conceptual design..

Due to the dif culty in evaluating the partial derivative in this term, it is incorporated into a single constant denoted by K [10]. The value of K is then appropriately tuned for the situation being considered. Using this result and assuming that we do not let tCP (i) drop below a minimum value tmin , the following update equation can be used: tCP (i + 1) = max {min(tCP (i)[1 + K(U(i) Uth )], 1), tmin } . (12.5)

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