In this chapter, there is a discussion
about the different project management methodologies that are used for reaching
several research objectives. After this, there are some project management
activities for this project. Through the help of these PM methodologies, it
will become extremely easy to evaluate the results. Then after this, at the end
of this chapter, there is some information that is related to the critical path
required to complete this project in the required time.
PM methodology of Project
management
One of the most part of any kind
of business that is small or big business that they must have efficient and
effective project management skill. This is because, through this, it will be
extremely easy for the company to manage their important tasks in the required
time without any difficulty. Through proper project management, it will be easy
for the company to run and maintain their project.
There are a lot of project
management methodologies that are extremely necessary to complete any kind of
required project goals for the company. With the help of these methodologies,
these goals will be achieved quite successfully for the company in the required
time. These are such methodologies that are basically the driving force of any
kind of business in the world. Through following these methodologies, the
companies are able to drive their project inefficient way.
The methodology is basically the
main model through which any project manager is able to plan, design, achieve
and implement any kind of project activities quite easily. All of these
methodologies that are used in project management will help the project
managers in defining the main scope of the project. They can also evaluate the
main important time required to complete each task of the project. Some other
factors, like resource and the deadline of the project, can be easily evaluated
through the help of these project management methodologies.
In Oman, there are some projects
that are not time flexible; these means that their deadline is fixed. For such a
task, there is a need to use project management methodologies to make the
project easy for the company in the future. This is because the project
managers are able to make an outline of the required tasks, and according to
these tasks, the time will be set, then there will be no time pressure in the
future.
One of the main purposes of this
methodology is that it will allow the project managers to control complete
tasks that are present in the project. Also, the project manager is able to
solve and tough problems that are part of the project. It can be seen that any
methodology is the basic skeleton that is involved in describing all major
steps in depth.
DSDM of Project management
This is also known as the dynamic
system development method that is basically the main approach required to
develop the system in a proper way. In this method, there is the use of
incremental prototyping. Through this, it will become extremely easy to manage
difficult project tasks. This is also an incremental and interactive approach
that gave importance to customers. Also, with the help of this method, it will
become extremely easy for the project manager to complete their project in a short
time span.
This project management
methodology is necessary for evaluating time flexibility to complete any kind
of task that is related to the project (Needham, et al., 2014).
There are some important DSDM
principles that will ensure that this method will help the project manager to
complete their work in the required time. The project manager is able to make a
new and important decision without waiting for the upper management due to this;
they are able to achieve the target on the required time. The main focus of this method is to on-time
delivery of the resources. One of the most important features of this
methodology is that it will become extremely easy for the project manager to
develop their project according to the feedback of their customers. Also, if
any change is made during the development process, then it is reversible. The
project manager has the ability to manage its project by making the time
flexible.
Agile Software Development for Project management
This is also one of the most
important projects management methodology, and it is basically the alternative
for traditional project management. This methodology will help the team to
complete and gave a proper response to an unpredictable task in the project. The
reason is that it only contains empirical feedback from the customers. With the
help of this methodology, the project manager is able to make certain changes
in the project. In this methodology, there is a requirement of analysis
paralysis because, through this, it will become easy to gather project
requirements at the same time (He, et al., 2014).
This project is related to time
flexibility and work efficiency for the people that are working in Oman. For
this project, there is a requirement of extreme agility. There are some
important features of Agile methodology that will help to complete the required
task in less period of time. These are short term delivery cycles, dynamic team
culture and also real-time communication.
This methodology will help the
customers to minimize some important project risks easily without any difficulty.
The team has the ability to track down the main features and tasks of the
required project. It will also help to drive the project in the right
direction. According to the required project if the project manager adopts this
methodology, then it will empower the main team to plan their projects with
time. The methodology mainly focuses on the development process of the project.
It will help the organization to complete the required project in the required
time (Hassan, et al., 2017).
SCRUM of Project management
This is basically a type or
alternative of an agile, but it is a lightweight process. It has the ability to
control and manage product development quite easily without any kind of
difficulty. In this method, there is the use of incremental and iterative
practices. The best advantage of this methodology is that its implementation is
extremely simple. If the project manager is using this tool for completing
their project, then it will become extremely easy to increase productivity.
This methodology will also reduce time, and work efficiency can be enhanced
easily. It will help the project manager to increase their project development
process in less time. This method is not only restricted to software
development projects.
Prince 2 of Project management
This type of methodology is used
by the project managers when their project is not moving in a smooth way, and
it will also allow driving different projects in the public and private
sectors. This methodology majorly used in different parts of Europe. With the
help of this method, it will become extremely for the project managers to meet
the requirement of the UK government. This methodology will also help to
provide basic information that is related to project management (Organization, 2010).
This method is used for high-level
management control of the company that is going to complete their project. This
is also one of the most structured approaches for project management, and the
reason is that it will help the project manager to define the framework. With
the help of this method, it will become extremely easy to evaluate all basic
activities of the project. Also, it is quite easy to supervise the project in a
proper way. All of the processes are arranged in the form of key inputs means
that through this it will become quite easy to maintain specific goals and
activities according to the plan of the project (Arcadis.com, 2019).
PM methodology summary of Project management
In the above part of the project,
there is a discussion about some important and basic project management methodologies.
These methodologies are DSDM, Prince 2, Scrum and finally, Agile Software
Development. All of these methodologies are extremely important in project
management, and also they played a vital role in completing the project in an efficient
way with perfection. The DSDM method there is the use of incremental prototyping.
Through this, it will become extremely easy to manage difficult project tasks.
This is also an incremental and interactive approach that gave importance to
customers. The main focus of this method is to on-time delivery of the
resources (Needham, et al., 2014).
Agile Software Development methodology
will help the team to complete and gave a proper response to an unpredictable
task in the project. The reason is that it only contains empirical feedback
from the customers. Also, it can be seen in Scrum methodology will help the
customers to minimize some important project risks easily without any
difficulty. The best advantage of this methodology is that its implementation
is extremely simple. If the project manager is using this tool for completing
their project, then it will become extremely easy to increase productivity. The
Prince 2 methodology is one of the most efficient. With the help of this method,
it will become extremely for the project managers to meet the requirement of
the UK government. This methodology will also help to provide basic information
that is related to project management. By just implementing the SCUM and Agile
methodologies in every research it will help to meet the required goal of the
project. This methodology also helps the project manager to optimize the
project in proper order without any difficulty. Moreover, agile methodology is
used to track basis and major tasks of the project and also steer the project
in the perfect direction. But on the other hand, the SCRUM methodology is used
for managing high-level project plans an inefficient way for the betterment of
the company.
PM activities of Project management
The project management activities
are extremely important for completing the project on time and meet the
research requirements easily. With the help of these activities, different
failure is avoided easily without any kind of difficulty. For maintaining and
analyzing the required task in proper time. For completing the PM activities,
it is necessary for the project manager to make a proper breakdown structure of
the work then it will be easy to control all activities of the project in a proper
way (Energy, 2010).
Work Breakdown Structure of Project management
According to the basic
information of the project, this research work breakdown structure will be
explained in the given figure in a proper way.
Task List of Project management
In this section of the chapter,
there is a proper list of the total required task that is required to complete
this dissertation in the required period of time without any difficulty. With
the help of this list, it will become extremely easy to evaluate and analyze
different tasks and duration of the project in an efficient way.
Name of
the task
|
The time
duration of the task
|
Staring
time
|
Ending
time
|
Evaluating Effects of Time Flexibility upon Work
Efficiency in Oman Public Sector (Case Study Diwan of Royal Court)
|
110
|
Mon 4/11/19
|
Wed 9/13/2019
|
Task-related to the research proposal
|
5 days
|
Mon 5/15/19
|
Fri 5/19/19
|
Preparation of the research proposal
|
5 days
|
Mon 5/10/19
|
Fri 5/19/19
|
Chapter no 1
|
21 days
|
Mon 4/10/19
|
Mon 5/8/19
|
Collection of the primary data
|
6 days
|
Mon 4/10/19
|
Mon 4/17/19
|
The setting of the main research title and
information about issue statement
|
1 day
|
Tue 4/18/19
|
Tue 4/18/19
|
The setting of the main research objectives
|
1 day
|
Tue 4/19/19
|
Tue 4/19/19
|
The setting of the required research questions
|
4 days
|
Wed 4/19/19
|
Tue 4/25/17
|
Defining the research structure
|
3 days
|
Tue 4/25/19
|
Fri 4/28/19
|
Completion of chapter one write-up
|
6 days
|
Fri 4/28/19
|
Mon 5/8/19
|
Chapter 2: literature review
|
22 days
|
Mon 5/8/19
|
Wed 6/7/19
|
Reading of different journals and other research
papers
|
10 days
|
Mon 5/8/19
|
Mon 5/31/19
|
Write up about the first draft of the literature
review
|
5 days
|
Wed 5/31/19
|
Wed 6/5/19
|
Completing the literature review
|
2 days
|
Mon 5/29/19
|
Wed 5/31/19
|
Chapter 2 complete write up
|
5 days
|
Wed 5/31/19
|
Wed 6/7/19
|
Chapter 3: research methodology
|
18 days
|
Mon 6/7/19
|
Mon 7/3/19
|
Preparation of the framework
|
8 days
|
Wed 6/7/19
|
Mon 6/19/19
|
Collection of the data
|
3 days
|
Mon 6/19/19
|
Thu 6/22/19
|
Identification of the evaluated mechanism
|
4 days
|
Thu
6/22/19
|
Wed 6/28/19
|
Completion of chapter 3
|
3 days
|
Wed 6/28/19
|
Mon 7/3/19
|
Chapter 4: Research methodology
|
4 days
|
Mon 7/3/19
|
Fri 7/7/19
|
Complete write up of PM methodology
|
2 days
|
Mon 7/3/19
|
Wed 7/5/19
|
Proper information about Project management
activities
|
2 days
|
Wed 7/5/19
|
Fri 7/7/19
|
Chapter 5 analysis and findings
|
6 days
|
Fri 7/7/19
|
Mon 7/17/19
|
Completion of analytical framework and outline of
time flexibility
|
6 days
|
Fri 7/7/19
|
Mon 7/17/19
|
Evaluation of different organization of Oman
|
5 days
|
Mon 7/17/19
|
Mon 7/24/19
|
Evaluation of time flexibility and work
efficiency from different organizations
|
4 days
|
Mon 7/24/19
|
Fri 7/28/19
|
Chapter 6 Recommendation and conclusion
|
5 days
|
Fri 7/28/19
|
Fri 8/4/19
|
Write a recommendation for future
|
2 days
|
Fri 7/28/19
|
Fri 8/4/19
|
Main dissertation conclusion
|
2 days
|
Tue 8/1/19
|
Thu 8/3/19
|
Information about further research
|
1 day
|
Thu 8/3/19
|
Fri 8/4/19
|
Finalize the main draft of the paper
|
11 days
|
Fri 8/4/19
|
Fri 8/18/19
|
Finalize the last draft
|
10 days
|
Fri 8/18/19
|
Fri 9/1/19
|
Print and Bind
|
3 days
|
Fri 9/1/19
|
Wed 9/6/19
|
![](data:image/png;base64,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)
![](data:image/png;base64,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)
![](data:image/png;base64,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)
References of Project
management
Arcadis.com, 2019. RISKY BUSINESS: DO YOU HAVE THE
CORRECT PROCUREMENT STRATEGY FOR YOUR CONSTRUCTION PROJECT?. [Online]
Available at: https://www.arcadis.com/media/0/1/7/%7B017D588C-CBCF-4442-80AA-3337BDF9F5F5%7DSelecting%20the%20right%20procurement%20strategy%20for%20your%20construction%20project.pdf
Energy,
U. S. D. o., 2010. Proposed Abengoa Biorefinery Project Near Hugoton,
Stevens County: Environmental Impact Statement. s.l.:s.n.
Hassan,
F., Mostafa, S., Lam, E. S. & Wang, X., 2017. Automatic building of java
projects in software repositories: A study on feasibility and challenges. In
Empirical Software Engineering and Measurement (ESEM), 2017 ACM/IEEE
International Symposium , pp. 38-47.
He,
X. S., Yu, X. N. & Ma, X. Z., 2014. Frame research of the building
information model in project management information system. In Advanced
Materials Research, Volume 989, pp. 5512-5515.
Needham,
D. M. et al., 2010. Early physical medicine and rehabilitation for patients
with acute respiratory failure: a quality improvement project. Archives of
physical medicine and rehabilitation.
Needham,
D. M. et al., 2014. Early physical medicine and rehabilitation for patients
with acute respiratory failure: a quality improvement project. Archives of
physical medicine and rehabilitation.
Organization,
W. H., 2010. Medical Devices: Managing the Mismatch : an Outcome of the
Priority Medical Devices Project. s.l.:World Health Organization.