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THEORY OF CONSTRAINTS

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THEORY OF CONSTRAINTS
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THEORY OF CONSTRAINTS





Nikhil Acharya

Chinweike Eseonu

Ganapathy Natarajan

Chaitanya Polumetla

AGENDA



 TOC Introduction

 Statistical Fluctuations and Dependent

Events



 TOC Measurements



 TOC VS Push, Pull and ConWIP



 TOC in Project Management

INTRODUCTION

 TOC – Business Philosophy



 TOC is the invention of Dr Eliyahu

Goldratt, an Israeli Physicist,

Educator, and Management specialist.



 Problem Solving and

Management/Decision-Making Tools

called the Thinking Processes (TP).

Introduction to “THE GOAL”



 “The Goal” – 1992

 Synchronous Manufacturing (techniques)

 Alex Rogo- Plant Manager (UniCo plants )

 Jim Peach – Division Head

 The Scout Troop Analogy

 Application Of Jonahs measurements

 Turn around of the plant

SYSTEM-ATIC APPROACH

• Default Thought: Break Problems into fragments to solve it

•Makes complex tasks manageable.

•We don’t see the consequences of actions

• Loose intrinsic sense of connection of the larger picture





Where do you put yourself?





Beginning MIDDLE NEAR-THE-END End

HOW TO START?



TOC is applied to logically and systematically answer these



3 questions essential to any process of ongoing improvement





 "What to change?"



 “What to change to?"



 "How to cause the change?"

DETAIL AND DYNAMIC COMPLEXITY





 Detail complexity – The sort where

there are very many different variables

to consider.



 Dynamic complexity – The sort where

cause and effect are subtle and the

effect over time is not obvious.

DETAIL COMPLEXITY



 17 different ways to grind a drill

shank ?



 When someone tells you there are

3000 stock items, again they are

telling you about ??!

DYNAMIC COMPLEXITY

 When an action has different effects over the

short run and the long run

 Consequences locally - different from

consequences in another part of the system

 The real leverage in most management

situations lies in understanding dynamic

complexity, not detail complexity.” (Cause

and effect dependency and variation)

Dynamic and Detail complexity with the

Global Objective VS Local objective







Detail Dynamic

Complexity Complexity



Local REDUCTIONIST

Optimization



Global SYSTEMIC

Optimization

DEPENDENCY AND VARIATION









Playing Cards-Example done in class

Scout Troup Example

 Herbie moved (Bottleneck)

 Global Optimization

THE PROBLEM

 Variations in Individual processes!

 Variability Compounds – Increases Inventory

(Distance between the scouts)

SYNCHRONOUS SYSTEM



 Working synchronously considering the

weakest link (bottleneck – Herbie)

 Work at the weakest links pace (Herbie

placed at start of line)

 Importance of systemic approach

(consider entire line)

 The last kid completing the hike is the

throughout

SYSTEM STRENGTH









THE STRENGHT OF THE CHAIN = STRENGHT OF THE WEAKEST LINK

Management Measures





 Return of Investment (ROI)

 Maintain Cash flow

 Net profit

TOC Measurements

 Throughput :The rate at which the system

generates money through sales (The Quantity

Sold – not produced)

 Inventory : The money the system has spent on

things which it intents to sell (Minimize WIP and

Finished goods)

 Operating Expense : Money Used to convert

Inventory to Throughput (Minimize material,

labor and overhead)

All the costs in a manufacturing company can be

expressed in the terms of above Measurements





 Plant is an Inventory by itself

 Machine depreciation value is an

Operational expense

 Maintainance is Operational Expense

 Labor is Operational Expense

 and so on we can express any cost in

the terms of Measurements.

TOC Measurements Applied

to Scout Example



 Throughput = When the last scout

reaches the finish line

 Inventory = The Gap between the scouts

 Operating Expense = Energy Spent by

the scouts

Solution for Scout Example





 Place Herbie in the front

 Take some weight off from Herbie

 Scouts to hold hands

TOC Principles



 Balance flow (synchronize)

 Local Optimization not enough,

Optimize Globally

 Dynamically identify bottlenecks

 Bottlenecks limit throughput – An hour

lost at the bottleneck is an hour lost in

production (Bottleneck hour = System

hour)

What is the Goal ?



 What is the Goal of a Manufacturing

Company ?

 To produce as many products as you

can ?

 Utilize all the machines in the factory

to their maximum capacity?

The Goal is:



 Maximize Throughput

 Minimize Inventory

 Minimize Operating Expense

 Doing one of the above is not enough,

all the goals should be achieved at the

same time.

 To Sum up the Goal is to MAKE

MONEY

How to achieve the Goal



 Identify the Bottleneck (Constraint)

 Exploit the Bottleneck

 Subordinate the other processes

 Elevate the Bottleneck

 Repeat if new bottlenecks appear

Identify the Bottleneck



 Finding Largest WIP Inventory.

 Observing where the shortage of parts

takes place.

 Remember it could be dynamic.

Exploit the Bottleneck



 Find more capacity.

 Use the bottleneck only if necessary.

 Put measures like QC before

bottleneck.

 Load to 100%.Do not keep the

bottleneck idle, keep it running

 Give Maintenance High Priority

Subordinate Other Tasks



 Schedule based on the bottleneck

 Synchronize production to bottleneck

 Small lots

 Smooth flow

 Inventory only to support bottleneck

Elevate the Bottleneck



 Improve equipment

 Reduce statistical variations

 Reduce dependencies

Repeat the Steps



 New Bottleneck Emerges

 Repeat the Steps and continue

improving the system.

Shim Example



 Identify the Bottleneck

 Exploit the Bottleneck

 Subordinate other tasks

 Elevate the Bottleneck

 Repeat the Steps


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