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Modeling & Analysis of BPR

Mr. [Your Name]

Dissertation submitted in partial fulfilment for the degree of Master of Science in xxx (insert your degree title)

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2

Abstract

Business process design and business process reengineering (BPR) depend crucially on linking production procedures and organizational services to business goals and objectives. There is currently very little formula support for this kind of reasoning as analytical tasks are usually carried out informally and individual design decisions are hard to relate to business objectives. If BPR is carried out without understanding the way it is done, then the most likely outcome would be continuing less-than-satisfactory current practice and automating outdated processes. This kind of practice misses opportunities for innovation and rationalization. The modelling and analysis of business processes along with business strategies and organizational structures are essential to study the implications of BPR. In this report, an attempt has been made to study the modelling, analysis and tools/techniques used for modelling of BPR. A framework for modelling and analysis, and guidelines for the selection of tools/techniques of business process reengineering will also be presented.

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Table of Contents ____________________________________________________________________________________________________

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Table of Contents

Abstract 2

Table of Contents ... 3

1 Introduction ... 4

1.1 Literature review ... 4

1.1.1 Introduction to BPR ... 4

1.1.2 Business Process ... 4

1.2 Tools & Techniques Used in BPR ... 4

1.2.1 An Introduction to Process Modelling (IDEF). ... 5

1.2.2 IDEF Family of Methods: ... 5

1.2.3 IDEF0 Building blocks: ... 5

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1 Introduction

1.1 Literature

review

1.1.1 Introduction to BPR

Business Process Reengineering (BPR) concerns the fundamental rethinking and radical redesign of a business process to obtain dramatic and sustained improvements in quality, cost, service, lead time and innovation. BPR focuses on the whole process starting from product conceptual stage to final product design. It provides the opportunity to reengineer the process to reduce radically the number of activities it takes to carry out a process with the help of advanced Information Technology (IT). New developments in IT, such as multimedia, image processing and expert systems, can be used to reduce the number of non-value added activities. Organizational restructuring including job redesign can be used to improve the delivery of goods and services.

1.1.2 Business Process

A group of related tasks that together create value for a customer is called a business process. Common corporate goals include: (a) customer satisfaction, (b) return on investment, and (c) market share. These goals require process inter-dependencies and system dependencies that are established through the integration of various business processes. Another definition of a business process is the type of commodity that flows through the system. For example, a product development and its transformation into a final product can be viewed as a process.

1.2 Tools

&

Techniques Used in BPR

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____________________________________________________________________________________________________

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Table 1-1 : Tools & Techniques used

1.2.1 An Introduction to Process Modelling (IDEF).

IDEF (Integration DEFinition) is a family of modeling languages in the field of systems and software engineering. They cover a range of uses from function modeling to information, simulation, object-oriented analysis and design and knowledge acquisition. These "definition languages" have become standard modeling techniques

1.2.2 IDEF Family of Methods:

¾ IDEF0: for Function Modeling

¾ IDEF1: for Information Modeling.

¾ IDEF1x: for Data Modeling.

¾ IDEF 2 : for simulation Modeling

¾ IDEF 3: for Process Modeling.

¾ IDEF4: for Object-Oriented Design.

1.2.3 IDEF0 Building blocks:

In order to avoid the situation in which people in an organization may talk about the same process differently, key features given to the IDEF0 modeling language, a fundamental communication tool, are visualization and standardization. An IDEF0 model simply consists of boxes and arrows. The basic syntax is shown in Figure 1-1

Techniques / Tools used Major characteristics of Techniques / Tools used

Conceptual models Easy to understand by the `end-users’, total systems modeling, aggregate models with less accuracy

Simulation models More accurate modeling, restricted in its modeling capability, difficult to model the strategic implication of BPR

Object-oriented models Difficult to understand by the end-users, restricted to a part of the total system, possibility of self-modeling, difficult to consider strategic implications

IDEF models Easy to understand, has the advantages of modeling the whole system, does not include the strategic implications Network models More accurate modeling, taking uncertainty in the system,

limited in its modeling capability, less user-friendly Knowledge-based

models

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2 Summary

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Exercise - Equations

In order to get the quantity of heat released in this reaction, we calculate this heat released from mean bond enthalpies.

2( ) 2( ) 2 ( ) 1

H O H O

2

g + gg (2.1)

First consider the reactant side; the molecular reactants hydrogen and oxygen need to split first into single atoms, then the two hydrogen atoms will combined with one oxygen atom to form one water molecule, this split is shown in equation (2.2).

1

H-H (O-O) H-O-H

2

+ → (2.2)

298 K

2( ) 2( ) 1 bar 2 ( ) 1

H O H O 241.5 kJ

2

g + g → g + (2.3)

The difference between the HHV and LHV is the enthalpy of evaporation of water

2

,

v H O

h

∆ at

standard condition, which is

2

,

v H O

h

∆ = 44 kJ/mol.

0 0 in out in out in out in out E E

Q W n h n h

− =

− +

=

& &

& & & & (2.4)

Now the second law of thermodynamics, the balance equation for the entropy S, is applied to the fuel cell system

in in out out irr in out

Q n s n s S S

T t ∂ + − + = ∂

& &

& & (2.5)

where s is the molar entropy and S.irris the entropy generation because of the irreversibilities.

For a reversible (S.irr =0) and steady state ( S 0 t

=

∂ ) system we can write equation (2.5) as

0

in in out out in out

Q

n s n s

T +

=

&

References

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