kcmcalgeo. content 1introduction 2finding out the least cost location 3material index 4cost profile...

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KcmcALGeo. Content 1 Introduction 2 Finding out the least cost location 3 Material index 4 Cost profile 5 Location triangle 6 Drawing isodapanes 7 Application Go to Go to Go to Go to Go to Weber’s model Go to

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Page 1: KcmcALGeo. Content 1Introduction 2Finding out the least cost location 3Material index 4Cost profile 5Location triangle 6Drawing isodapanes 7Application

KcmcALGeo.

Content1 Introduction

2 Finding out the least cost location

3 Material index

4 Cost profile

5 Location triangle

6 Drawing isodapanes

7 Application

Go to

Go toGo to

Go to

Go to

Weber’s model

Go to

Page 2: KcmcALGeo. Content 1Introduction 2Finding out the least cost location 3Material index 4Cost profile 5Location triangle 6Drawing isodapanes 7Application

KcmcALGeo.

Weber’s model of industrial location

Cost minimization approach

Page 3: KcmcALGeo. Content 1Introduction 2Finding out the least cost location 3Material index 4Cost profile 5Location triangle 6Drawing isodapanes 7Application

KcmcALGeo.

Average cost

Price/revenue

BA C

Seeking for the least cost location

Page 4: KcmcALGeo. Content 1Introduction 2Finding out the least cost location 3Material index 4Cost profile 5Location triangle 6Drawing isodapanes 7Application

KcmcALGeo.

Assumptions

• Presence of an isotropic plain• Natural resources are either ubiquitous or

localized• Transport system is uniform• Labour is at fixed points and of different

wages• Markets are at fixed points and demand is

unlimited

Page 5: KcmcALGeo. Content 1Introduction 2Finding out the least cost location 3Material index 4Cost profile 5Location triangle 6Drawing isodapanes 7Application

KcmcALGeo.

Assumptions

• Perfect competition exists, the price of a particular goods is identical.

• Industrialists are economic men, trying to minimize their costs or maximize profits.

• Apart from transport cost, labour cost and agglomeration economies, all other factors are not considered.

Page 6: KcmcALGeo. Content 1Introduction 2Finding out the least cost location 3Material index 4Cost profile 5Location triangle 6Drawing isodapanes 7Application

KcmcALGeo.

The three locational factors

• Transport cost

• labour cost

• agglomeration economies

Page 7: KcmcALGeo. Content 1Introduction 2Finding out the least cost location 3Material index 4Cost profile 5Location triangle 6Drawing isodapanes 7Application

KcmcALGeo.

Steps of finding out the least cost location

• Step 1: find out the least transport cost site

• Step 2: consider if the production unit will move to a cheaper labour cost site

• Step 3: consider if the production unit will move to a site where

agglomeration economies are available

Page 8: KcmcALGeo. Content 1Introduction 2Finding out the least cost location 3Material index 4Cost profile 5Location triangle 6Drawing isodapanes 7Application

KcmcALGeo.

Total transport cost equals to

Cost of moving raw materials to the production unit/ procurement cost

Plus

Cost of moving finished products to the market/ distribution cost

Page 9: KcmcALGeo. Content 1Introduction 2Finding out the least cost location 3Material index 4Cost profile 5Location triangle 6Drawing isodapanes 7Application

KcmcALGeo.

Raw material market

Procurement

cost Distribution cost

Total transport cost

Seeking for the least transport cost site

Step 1

Page 10: KcmcALGeo. Content 1Introduction 2Finding out the least cost location 3Material index 4Cost profile 5Location triangle 6Drawing isodapanes 7Application

KcmcALGeo.

Groupings of raw materials

ubiquitous localized

pure gross

Page 11: KcmcALGeo. Content 1Introduction 2Finding out the least cost location 3Material index 4Cost profile 5Location triangle 6Drawing isodapanes 7Application

KcmcALGeo.

Working out of the material index(MI)

MI = Weight of raw material

Weight of finished product

Method 1

Page 12: KcmcALGeo. Content 1Introduction 2Finding out the least cost location 3Material index 4Cost profile 5Location triangle 6Drawing isodapanes 7Application

KcmcALGeo.

Material index of sugar milling:

7 tonnes of sugar cane =

1 tonne of raw sugar

7

Page 13: KcmcALGeo. Content 1Introduction 2Finding out the least cost location 3Material index 4Cost profile 5Location triangle 6Drawing isodapanes 7Application

KcmcALGeo.

Material index of beer manufacturing

10 tonnes of wheat = 100 tonnes of beer

0.1

Page 14: KcmcALGeo. Content 1Introduction 2Finding out the least cost location 3Material index 4Cost profile 5Location triangle 6Drawing isodapanes 7Application

KcmcALGeo.

Material index of manufacture of cloth:

10 tonnes of yarn =

10 tonnes of cloth1

Page 15: KcmcALGeo. Content 1Introduction 2Finding out the least cost location 3Material index 4Cost profile 5Location triangle 6Drawing isodapanes 7Application

KcmcALGeo.

M.I. Greater than 1

Weight-loss industry

Material-oriented

Page 16: KcmcALGeo. Content 1Introduction 2Finding out the least cost location 3Material index 4Cost profile 5Location triangle 6Drawing isodapanes 7Application

KcmcALGeo.

M.I. Small than 1

Weight-gain industry

Market oriented

Page 17: KcmcALGeo. Content 1Introduction 2Finding out the least cost location 3Material index 4Cost profile 5Location triangle 6Drawing isodapanes 7Application

KcmcALGeo.

M.I. Equal to 1

No weight-gain nor weight loss industry

Footloose location

Page 18: KcmcALGeo. Content 1Introduction 2Finding out the least cost location 3Material index 4Cost profile 5Location triangle 6Drawing isodapanes 7Application

KcmcALGeo.

Total transport

cost

Procurement co

st

Distribution cost

R M

Where is the least cost location?

Page 19: KcmcALGeo. Content 1Introduction 2Finding out the least cost location 3Material index 4Cost profile 5Location triangle 6Drawing isodapanes 7Application

KcmcALGeo.

Total transport cost

procurementcost

distribution

cost

R M

Where is the least cost location?

Page 20: KcmcALGeo. Content 1Introduction 2Finding out the least cost location 3Material index 4Cost profile 5Location triangle 6Drawing isodapanes 7Application

KcmcALGeo.

Total transport cost

Procurement cost

Distribution cost

R M

Where is the least cost location?

Page 21: KcmcALGeo. Content 1Introduction 2Finding out the least cost location 3Material index 4Cost profile 5Location triangle 6Drawing isodapanes 7Application

KcmcALGeo.

Tapering freight structure

Distance

Tra

nspo

rt c

ost

Page 22: KcmcALGeo. Content 1Introduction 2Finding out the least cost location 3Material index 4Cost profile 5Location triangle 6Drawing isodapanes 7Application

KcmcALGeo.

distance

Transport c o st

Stepped freight rate

Page 23: KcmcALGeo. Content 1Introduction 2Finding out the least cost location 3Material index 4Cost profile 5Location triangle 6Drawing isodapanes 7Application

KcmcALGeo.

distance

Transport cost

Road

Rail

Sea

Different transport rates

Page 24: KcmcALGeo. Content 1Introduction 2Finding out the least cost location 3Material index 4Cost profile 5Location triangle 6Drawing isodapanes 7Application

KcmcALGeo.

R MTransshipmentlocation

Procurement costDistribution cost

Total transport cost

Locating at a transshipment point

Page 25: KcmcALGeo. Content 1Introduction 2Finding out the least cost location 3Material index 4Cost profile 5Location triangle 6Drawing isodapanes 7Application

KcmcALGeo.

Summing up

• Freight rate varies from goods to goods

• Freight rate tends to taper off with increasing distance

• Freight rate varies among different transport means

• Transshipment point offers additional advantage

Page 26: KcmcALGeo. Content 1Introduction 2Finding out the least cost location 3Material index 4Cost profile 5Location triangle 6Drawing isodapanes 7Application

KcmcALGeo.

RM1 RM2

M

50km 50kmX

87km

Weber’s locational triangle

100k

m

100km

Page 27: KcmcALGeo. Content 1Introduction 2Finding out the least cost location 3Material index 4Cost profile 5Location triangle 6Drawing isodapanes 7Application

KcmcALGeo.

M

RM1

RM2

RM3

(1 unit)

(2 units)

(3 units)

(2 units)

*

Centre of gravity

Using the Varignon frame

Page 28: KcmcALGeo. Content 1Introduction 2Finding out the least cost location 3Material index 4Cost profile 5Location triangle 6Drawing isodapanes 7Application

KcmcALGeo.

*R *M

R M(8)

(9)(10)

(11)

Drawing isodapanesLines of Total transport cost

Where is the least cost location?

Page 29: KcmcALGeo. Content 1Introduction 2Finding out the least cost location 3Material index 4Cost profile 5Location triangle 6Drawing isodapanes 7Application

KcmcALGeo.

M

Rm2

*

**

Rm2

.

L1.L2.

T($8)

($?)

($?)

$9

$10

$11

Labour saving at L1 & L2 is $3

Which is the critical isodapane ?

Page 30: KcmcALGeo. Content 1Introduction 2Finding out the least cost location 3Material index 4Cost profile 5Location triangle 6Drawing isodapanes 7Application

KcmcALGeo.

F1F2. .

($8) ($8)

$10

$12

($10)

($12)

Which are the critical isodapanes?

If F1 & F2 locate side by side,production cost declines by $4

Where will F1 and F2 be moving to?

Page 31: KcmcALGeo. Content 1Introduction 2Finding out the least cost location 3Material index 4Cost profile 5Location triangle 6Drawing isodapanes 7Application

KcmcALGeo.

Applicability of Weber’s model

To what extent the model represents the reality?

Page 32: KcmcALGeo. Content 1Introduction 2Finding out the least cost location 3Material index 4Cost profile 5Location triangle 6Drawing isodapanes 7Application

KcmcALGeo.

Assumption 1: an isotrophic plain,uniform physical and human settings

Reality: it rarely exists in the real world

Page 33: KcmcALGeo. Content 1Introduction 2Finding out the least cost location 3Material index 4Cost profile 5Location triangle 6Drawing isodapanes 7Application

KcmcALGeo.

Assumption2: uniform transport system,freight rate is directly proportional to weight and distance of haulage.

Reality: it rarely exists, freight rate tends totaper off with increasing distance.

Page 34: KcmcALGeo. Content 1Introduction 2Finding out the least cost location 3Material index 4Cost profile 5Location triangle 6Drawing isodapanes 7Application

KcmcALGeo.

Assumption 3: labour is at fixed points and with different rates

Reality: labour is more mobile and with different skill levels

Page 35: KcmcALGeo. Content 1Introduction 2Finding out the least cost location 3Material index 4Cost profile 5Location triangle 6Drawing isodapanes 7Application

KcmcALGeo.

Assumption 4: markets are at fixed points,perfect competition exists.

Reality: they exist as an area, monopolylikely occurs.

Page 36: KcmcALGeo. Content 1Introduction 2Finding out the least cost location 3Material index 4Cost profile 5Location triangle 6Drawing isodapanes 7Application

KcmcALGeo.

Assumption 5: industrialists are economic men, profit maximizers.

Reality: it is hard for them to have complete knowledge, they tend to be a satisfizer.

Page 37: KcmcALGeo. Content 1Introduction 2Finding out the least cost location 3Material index 4Cost profile 5Location triangle 6Drawing isodapanes 7Application

KcmcALGeo.

Assumption 6: apart from transport, labour and agglomeration economies, other factors don’t vary spatially.

Reality: land price, government policy, technology and behavioral factors become increasingly significant in industrial location.

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