2d barcode generator vb.net Dharma s Module Coupling in Software

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Dharma s Module Coupling
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CHAPTER 9 Software Design
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Dharma5 proposed a metric with the following list of situations to be counted: di ci do co gd gc w r = = = = = = = = Number Number Number Number Number Number Number Number of of of of of of of of input data parameters input control parameters output data parameters output control parameters global variables used as data global variables used as control modules called (fan-out) modules calling this module (fan-in)
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Dharma s module coupling indicator is the inverse of the sum of the preceding items times a proportionality constant: mc k= di 2 ci do 2 co gd 2 gc w r There are two di culties with this metric. One is that an inverse means that the greater the number of situations that are counted, the greater the coupling that this module has with other modules and the smaller will be the value of mc. The other issue is that the parameters and calling counts o er potential for problems but do not guarantee that this module is linked to the inner workings of other modules. The use of global variables almost guarantees that this module is tied to the other modules that access the same global variables.
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Requirements Traceability
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Requirements traceability tries to link each requirement with a design element that satis es the requirement. Requirements should in uence design. If a requirement does not have a corresponding part of the design or a part of the design does not have a corresponding part in the requirements, there is a potential problem. Of course, some requirements do not have a speci c part of the design that re ects the requirement, and some parts of the design may be so general that no part of the requirements requires that section. One approach to check traceability is to draw a matrix. On one axis will be listed all the requirements items, and on the other will be the list of design items. A mark will be placed at the intersection when a design item handles a requirement.
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EXAMPLE 9.10
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Draw a matrix showing the tracing of the requirements in the following description of the B&B problem and the design. Requirements:
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H. Dharma, Quantitative Models of Cohesion and Coupling in Software, Journal of Systems and Software, 29:4, April 1995.
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CHAPTER 9 Software Design
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Tom and Sue are starting a bed-and-breakfast in a small New England town. [1] They will have three bedrooms for guests. [2] They want a system to manage the [2.1] reservations and to monitor [2.2] expenses and profits. When a potential customer calls for a [3] reservation, they will check the [4] calendar, and if there is a [5] vacancy, they will enter [6.1] the customer name, [6.2] address, [6.3] phone number, [6.4] dates, [6.5] agreed upon price, [6.6] credit card number, and [6.7] room number(s). Reservations must be [7] guaranteed by [7.1] 1 day s payment. Reservations will be held without guarantee for an [7.2] agreed upon time. If not guaranteed by that date, the reservation will be [7.3] dropped. Design: Class [A] B&B attributes: [A.1] day* daylist[DAYMAX]; [A.2] reservation* reslist[MAX]; [A.3] transaction* translist[TRANSMAX] methods: [A.4] display calendar by week [A.5] display reservations by customer [A.6] display calendar by month Class [B] day attributes: [B.1] date thisdate [B.2] reservation* rooms[NUMBEROFROOMS] methods:[B.3] create(), [B.4] addreservation(), [B.5] deletereservation() Class [C] reservation attributes: [C.1]string name [C.2] string address [C.3] string creditcardnumber [C.4] date arrival [C.5] date guaranteeby [C.6] int numberofdays [C.7]int roomnumber methods: [C.8] create() [C.9] guarantee() [C.10] delete() Class [D] transaction attributes: [D.1] string name [D.2] date postingdate [D.3] oat amount [D.4] string comments
A 1 2 2.1 2.2 3 4 5 6.1 X
B.2 X
X X X X X X
6.2 6.3 6.4 6.5 6.6 6.7 7 7.1 7.2 7.3
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