Task Dependency – Critical Path

Dependencies and meshing Diagram The ne t blend in diagram is a schematic representation showing the sequence and relationship/ settlement of the line of works along with their while. All the tasks, except the first and the last, be linked with at least one precursor and successor to have a proper sequence of work. This logical dependance between the tasks will find afterwards the duration of the drift.There are four types of dependencies which define the relation between pair tasks Finish-to-start (FS- the flash task successor preservet begin until the first predecessor is utter(a)d), Finish-to-finish (FF- the finish of the successor depends on the completion of its predecessor), Start-to-start (SS- the start of the successor depends on the start of its predecessor), Start-to-finish (SF- the finish of the successor depends on the start of its predecessor). Critical PathHowever the duration of the project is meaningless without identifying what is driving the project, w hy the project takes so long, what possible action is required to slue the duration or what possible risk may extend the project Among the set of activities interconnected on the diagram there is al counselings one longest duration raceway from start to end of the project travelling through the network, Carmichael D. (2006, p. 51). This longest way of life is also known as a critical street driving the project duration and all tasks falling on this path are called critical activities.Any stick which occurs on these critical activities will delay the project completion time as well. The critical path analysis is carried out in three steps. The first step consists of forward pass which calcu later(a)s the early history (earlier start time and earliest finish time of a task). If a schedule activity has two or more predecessors, its early start is governed by the early finish time of the preceding activities whichever is maximum. The second step is the backward pass which calcul ates the late schedule (latest start and latest finish time of a task).If a schedule activity has one or more successor, its late finish is governed by the late start time of the succeeding activities whichever is minimum. Finally the third step calculates the total rove and free float. It is indeed crucial to have dependency between pair of tasks in fix to analyze the duration, critical path and critical activities of the project. Critical path helps the project team to complete the project efficiently and on time. as yet critical path is dynamic in nature and changes depending on the progress of work, Furniss B. nd Trauner J. (2010). Constraints Wysocki (2012, pp. 205-209) explains that there are four types of constraints which each one has appropriate area of application 1- Technical constraint This is a dependency in which the successor activity can start with some output of the predecessor activity. According to Wysocki there are four types of dependencies under this techni cal constraint Discretionary constraint This is a judgment which may be introduced by the project manager to change the dependency between tasks and avoid further risk.Discretionary dependency is often called soft logic, Kerzner H. and Saladis F. (2009, p. 167). Best-practice constraint This refers to previous experience of the project manager or others in instruction execution similar task to the present. In some circumstance, dependencies which come from past experience are part of risk-aversion. The dependencies transmute from industry to industry either to faster production (SS) or to avoid risk (FS- closelyly mental synthesis construction starts after the design is finished) Logical constraintIt is a result of the project mangers way of thinking or common sense to follow logical sequence between pair tasks in such a way the logic is reasonable and justifiable. Unique constraint It occurs usually when a precise/critical resource is required for the execution of several tasks. 2- Management constraint This constraint is imposed by the management and dependencies of tasks can be reversed to a better one should the need arise. 3- Interproject constraint My electric current project is a construction of student accommodation and has a specific requirement for the toilet to be installed in the student rooms.This toilet is called prefabricated bathroom POD which should be manufactured as a complete standalone unit with floor and wall tiles, door, shower tray, water closet (WC), bidet, hand wash basin, mirror, hair dried-out off-site. The construction of the pods is a separate project. The pods are, then, transported to the site, lifted with crane and installed in the building. The installation of external masonry blockworks on the main(prenominal) project can only start after the delivery and installation of pod is finished (see abandoned picture). 4- Date constraintThis constraint preset a fixed start or finish date for deliverable to make it happen on a specific date. There are three types of constraints. The first and the most annoying constraint which I exercised on my current project is the on this date. In order to energize all the utility services and proceed with all subsequent testing and commissioning activities, we (the avower) required to know when the power supply will be provided/completed by the client. The client ordered the contractor to submitted programme of work applying a constraint on this date for power-on connection task.We prepared the programme thence and highlighted the client that the project will be completed on X date from the day we attain the power-on. Unfortunately the power-on could not happen on the specified date and ALL of our subsequent activities were affected. The sequence of work was totally distorted with difficulties to construe the schedule resulting negative float. No later than is the second constraint you can impose on a task to limit the latest finish time it can be finished. This constraint can, as well result negative float.The third constraint is the No earlier than which specifies the earliest date a task can be finished but cannot result negative float by itself. Conclusion In general the combination of different dependencies and constraints build the project schedule and gain the network diagram which is a tool to understand the sequence of work and critical activities in the project. Carmichel D. (2006) go for Planning and Control London Taylor & Francis Furniss, Brian J. and Trauner, Theodore J. (2010) The Critical Path Definition vs.Understanding, Construct, 19(1), Online. Available at http//ehis. ebscohost. com. ezproxy. liv. ac. uk/eds/ position? sid=89b2f511-7e34-41db-8676-5d3f40f45afe%40sessionmgr10&vid=1&hid=3&bdata=JnNpdGU9ZWRzLWxpdmUmc2NvcGU9c2l0ZQ%3d%3ddb=a9h&AN=52161761 (Accessed 05 October 2012) Wysocki, R. K. (2012) Effective Project Management traditional, agile, extreme. 6th edn. capital of Indiana John Wiley & Sons, Inc. Kerzner, H. and Saladis F. (2009) Project Management Workbook. 10th edn. New Jersey John Wiley & Sons, Inc.