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Strathclyde Business School
Dept. of Management Science

Vincenz Klemt, 2012
Today‘s Objectives
After today‘s lecture you should...

•
•
•
•

Understand the concept of Morphological Analysis
Have learnt how to approach MA
Understand the use of parameters in decision making
Understand the difference between MA and less structured
approaches
• Be able to apply a morphological analysis to a given scenario
Introduction







“A method for identifying and investigating the total set of
possible relationships contained in any given, multi-dimensional
problem complex that can be parameterised”(swemorph.com)
Defined in 1942-43 by astrophysicist Fritz Zwicky
Invented to look for new military means of jet propulsion
Allows to find possible solutions to complex problems
characterized by several parameters
Areas of application:
 Scenario and strategy laboratories
 Organisational structure and development
 National and International security policy issues
 Negotiation and Stakeholder analysis
 Crisis management and crisis mitigation issues
 New product development, services, patents, value
management, ...
Assumptions
Group of methods sharing the same structure
 Breaks down a system, product or process into its
essential sub-concepts, each concept
representing a dimension in a multi-dimensional
matrix
 Every product is considered as a bundle of
attributes
 New ideas are found by searching the matrix for
new combination of attributes that do not yet exist
 Doesn’t provide any specific guidelines for
combining the parameters
 Tends to provide a large number of ideas


Source: Swedish Morphological Society (2012)
Pros & Cons
Compared to less structured approaches
Pros
 Helps discover new and less
evident configurations
 Encourages the identification
and investigation of boundary
conditions,
 Scientific communication and
group work
 Allows us to find possible
solutions to complex
problems characterised by
several parameters
 Richness of data (can provide
a multitude of combinations)
 Allows for a systematic
analysis of an industry’s
future structure and
identification of key gaps.

Cons
 Too structured at times; might
inhibit free, creative thinking
 May yield too many
possibilities
 Human judgement still
needed to direct the outcome
 No guidelines for making
combinations
 Human error
How it is used




MA systematically arranges appropriate and
promising aspects
To identify new and suitable combinations
Objective: break down the problem into its
essential parameters/dimensions
Tackling Complex Problems with MA
Parameters:

X

Y

Z

...

Solution for each parameter:

a

b

c

...

Possible answers to the complex challenge:

aXbXcX...
...Limitless

Combinations.

“In battle, there are only the normal and the extraordinary forces, but their cobinations are limitless“ Sun Tzu
Approaching MA

Start

Problem formulation
and communication

Five iterative steps in MA:
1. Concisely formulate the problem to be solved
2. Localise and analyse important parameters; involves studying
the problem and present solutions to develop a framework
3. Construction of a multidimensional matrix (morphological
box) containing all potential solutions of the given problem
4. All solutions contained in the morphological box are closely
scrutinized and evaluated with respect to the purposes that
are to be achieved.
5. The optimally suitable solutions are selected and are
practically applied, provided the necessary means are
available. This reduction to practice requires in general a
supplemental morphological study.
 Steps 2 and 3: form the heart of morphological analysis
 Steps 1, 4, 5 are often involved in other forms of analysis

Selection and analysis
of corresponding
parameters

List variations

Research and evaluate
all possible solutions

Check and evaluate
solution for
practicability

Finish

Source: meport.net
Approaching MA
Once parameters are identified, a morphological box listing
parameters along one dimension can be constructed
 The second dimension is determined by the nature of the problem


Multidimensional Matrix (morphological or Zwicky box)




A ”Zwicky box” is constructed by setting the parameters against each other in an ndimensional matrix
Each cell of the n-dimensional box contains one particular ”value” or condition from
each of the parameters, thus marks out a particular state or configuration of the
problem complex.

Source: Swedish Morphological Society (2012)
Approaching MA
1.

Identification and definition of the problem complex parameters to be
investigated; assign a range of relevant values or conditions to each
parameter
 The point: to examine all of the configurations in the field
 To establish which of them are possible, viable, practical, interesting,
etc., and which are not
 Mark out in the field a ”solution space” consisting of the subset of
configurations which satisfy some criteria

2.

Analysis-synthesis process to examine internal relationships between
the field parameters
 Achieved by a process of cross-consistency assessment: all of the
parameter values in the morphological field are compared with one
another

Sources:
•Swedish Morphological Society (2012),
•meport.net
Software Solution
Source: Swedish Morphological Society (2012)
Case Study Example
A company specialises in the manufacture of high performance valves and shut-off butterfly
valves for various types of processes in petrochemicals, air separation and natural gas
liquefaction. The company has recently been acquired by a larger organisation and is looking
into the options of developing new valve systems.
Let us assume a scenario where a management scientist joins the department of engineering to
create new ideas. Morphological Analysis can be applied to find new ways. The following MA is
simplified significantly for demonstration purposes.
Case Study Example
Parameter

We have collected
several parameters
in a simplified MA
Matrix...

Value

Material

Alloy

Carbon
Steel

Stainless
Steel

Duplex SS

Special
Materials

Al-NiBronze

Size and
Pressure
Range

NPS 2 –
NPS 100

CL 150
up to
2500

Bidirectional
tightness

Higher
classes on
request

Throughflow

Liquid

Gas

Chemical

Natural

LN2

LH2

Temperature
Range

-40 to
+1000 °C

-40 °C to
600 °C

-40 °C to
350 °C

-270 °C to
200 °C

-40 °C to
1450 °C

Seat Disc

Double
block

Single

None

With steam
purging

Service

Full
Package

On-Site

Installation

Extended

Bespoke

Inst.
Repl.

Maintain
ance

Spare
Parts

Engineering

Type

On/Off
Valve

Control
Valve

Special
Application

Application

Power
Plants
(nonnuclear)

Ethylene
Plants

Refineries

Chemical
Plants

Polymerisi
ng Fluids

Air and
Space

Acrylic
Acid

Natural
Gas

Transfer line
valve and
decoking valve
Case Study Example
Parameter

Value
Alloy

Carbon
Steel

Stainless
Steel

Duplex SS

NPS 2 –
NPS 100

CL 150
up to
2500

Bidirectional
tightness

Higher
classes on
request

Liquid

Gas

Chemical

Temperature
Range

-40 to
+1000 °C

-40 °C to
600 °C

Seat Disc

Double
block

Service

By means of the matrix the
focus group can evaluate
different combinations which
ultimately result in a new
product.

Special
Materials

Al-NiBronze

Natural

Liquid LN2

Liquid
LH2

-40 °C to
350 °C

-270 °C to
200 °C

-40 °C to
1450 °C

Single

None

With steam
purging

Full
Package

On-Site

Installation

Extended

Bespoke

Inst.
Repl.

Maintain
ance

Spare
Parts

Engineering

Type

On/Off
Valve

Control
Valve

Special
Application

Ethylene
Plants

Refineries

Application

Power
Plants
(nonnuclear)

Chemical
Plants

Polymerisi
ng Fluids

Air and
Space

Acrylic
Acid

Natural
Gas

Transfer line
valve and
decoking valve

Material
Size and
Pressure
Range
Throughflow
Results






Vast array of combinations
For instance: An electronically operated
Duplex Stainless Steel valve on single seat
for the application in Refineries at normal
conditions
Preferences and requirements of the
different departments can be taken into
consideration to find the perfect match
References (and further reading)
• Ritchey, T (2011).: A general method for non-quantified modeling; Adapted
from the paper "Fritz Zwicky, Morphology and Policy Analysis“; 16th EURO
Conference on Operational Analysis, Brussels, 1998.
• Zwicky, F. (1969): Discovery, Invention, Research through the
Morphological Analysis; The Macmillan Company
• Swedish Morphological Society (2012): Decision Support Modelling with
General Morphological Analysis; Org.N°802452-3162; via http://www.swemorph.com/
• meport.net(2012): Morphologische Analyse (Morphological Analysis,
Morphologischer Kasten); via
http://www.meport.net/index.php?content=./lo_met_mngt/method_body_short_info.php&methodId=cd99c83f404638f2327f69dd58
1ca841&displayContext=&displayMode=show&versionId=191fc75a7f7277f548d19d745ea9540d&methodId=cd99c83f404638f2327f69
dd581ca841&versionId=191fc75a7f7277f548d19d745ea9540d

• Idea Connection Ltd. (2012): http://www.ideaconnection.com/thinking-methods/morphological-analysis00026.html

• Mindtools.com: http://www.mindtools.com/pages/article/newCT_03.htm
• Also: http://www.diegm.uniud.it/create/Handbook/techniques/List/MorphoAnal.php
Strathclyde Business School
Dept. of Management Science

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Introduction to Morphological Analysis: Decision Support with Non-Quantified Problems

  • 1. Strathclyde Business School Dept. of Management Science Vincenz Klemt, 2012
  • 2. Today‘s Objectives After today‘s lecture you should... • • • • Understand the concept of Morphological Analysis Have learnt how to approach MA Understand the use of parameters in decision making Understand the difference between MA and less structured approaches • Be able to apply a morphological analysis to a given scenario
  • 3. Introduction      “A method for identifying and investigating the total set of possible relationships contained in any given, multi-dimensional problem complex that can be parameterised”(swemorph.com) Defined in 1942-43 by astrophysicist Fritz Zwicky Invented to look for new military means of jet propulsion Allows to find possible solutions to complex problems characterized by several parameters Areas of application:  Scenario and strategy laboratories  Organisational structure and development  National and International security policy issues  Negotiation and Stakeholder analysis  Crisis management and crisis mitigation issues  New product development, services, patents, value management, ...
  • 4. Assumptions Group of methods sharing the same structure  Breaks down a system, product or process into its essential sub-concepts, each concept representing a dimension in a multi-dimensional matrix  Every product is considered as a bundle of attributes  New ideas are found by searching the matrix for new combination of attributes that do not yet exist  Doesn’t provide any specific guidelines for combining the parameters  Tends to provide a large number of ideas  Source: Swedish Morphological Society (2012)
  • 5. Pros & Cons Compared to less structured approaches Pros  Helps discover new and less evident configurations  Encourages the identification and investigation of boundary conditions,  Scientific communication and group work  Allows us to find possible solutions to complex problems characterised by several parameters  Richness of data (can provide a multitude of combinations)  Allows for a systematic analysis of an industry’s future structure and identification of key gaps. Cons  Too structured at times; might inhibit free, creative thinking  May yield too many possibilities  Human judgement still needed to direct the outcome  No guidelines for making combinations  Human error
  • 6. How it is used    MA systematically arranges appropriate and promising aspects To identify new and suitable combinations Objective: break down the problem into its essential parameters/dimensions
  • 7. Tackling Complex Problems with MA Parameters: X Y Z ... Solution for each parameter: a b c ... Possible answers to the complex challenge: aXbXcX... ...Limitless Combinations. “In battle, there are only the normal and the extraordinary forces, but their cobinations are limitless“ Sun Tzu
  • 8. Approaching MA Start Problem formulation and communication Five iterative steps in MA: 1. Concisely formulate the problem to be solved 2. Localise and analyse important parameters; involves studying the problem and present solutions to develop a framework 3. Construction of a multidimensional matrix (morphological box) containing all potential solutions of the given problem 4. All solutions contained in the morphological box are closely scrutinized and evaluated with respect to the purposes that are to be achieved. 5. The optimally suitable solutions are selected and are practically applied, provided the necessary means are available. This reduction to practice requires in general a supplemental morphological study.  Steps 2 and 3: form the heart of morphological analysis  Steps 1, 4, 5 are often involved in other forms of analysis Selection and analysis of corresponding parameters List variations Research and evaluate all possible solutions Check and evaluate solution for practicability Finish Source: meport.net
  • 9. Approaching MA Once parameters are identified, a morphological box listing parameters along one dimension can be constructed  The second dimension is determined by the nature of the problem  Multidimensional Matrix (morphological or Zwicky box)   A ”Zwicky box” is constructed by setting the parameters against each other in an ndimensional matrix Each cell of the n-dimensional box contains one particular ”value” or condition from each of the parameters, thus marks out a particular state or configuration of the problem complex. Source: Swedish Morphological Society (2012)
  • 10. Approaching MA 1. Identification and definition of the problem complex parameters to be investigated; assign a range of relevant values or conditions to each parameter  The point: to examine all of the configurations in the field  To establish which of them are possible, viable, practical, interesting, etc., and which are not  Mark out in the field a ”solution space” consisting of the subset of configurations which satisfy some criteria 2. Analysis-synthesis process to examine internal relationships between the field parameters  Achieved by a process of cross-consistency assessment: all of the parameter values in the morphological field are compared with one another Sources: •Swedish Morphological Society (2012), •meport.net
  • 11. Software Solution Source: Swedish Morphological Society (2012)
  • 12. Case Study Example A company specialises in the manufacture of high performance valves and shut-off butterfly valves for various types of processes in petrochemicals, air separation and natural gas liquefaction. The company has recently been acquired by a larger organisation and is looking into the options of developing new valve systems. Let us assume a scenario where a management scientist joins the department of engineering to create new ideas. Morphological Analysis can be applied to find new ways. The following MA is simplified significantly for demonstration purposes.
  • 13. Case Study Example Parameter We have collected several parameters in a simplified MA Matrix... Value Material Alloy Carbon Steel Stainless Steel Duplex SS Special Materials Al-NiBronze Size and Pressure Range NPS 2 – NPS 100 CL 150 up to 2500 Bidirectional tightness Higher classes on request Throughflow Liquid Gas Chemical Natural LN2 LH2 Temperature Range -40 to +1000 °C -40 °C to 600 °C -40 °C to 350 °C -270 °C to 200 °C -40 °C to 1450 °C Seat Disc Double block Single None With steam purging Service Full Package On-Site Installation Extended Bespoke Inst. Repl. Maintain ance Spare Parts Engineering Type On/Off Valve Control Valve Special Application Application Power Plants (nonnuclear) Ethylene Plants Refineries Chemical Plants Polymerisi ng Fluids Air and Space Acrylic Acid Natural Gas Transfer line valve and decoking valve
  • 14. Case Study Example Parameter Value Alloy Carbon Steel Stainless Steel Duplex SS NPS 2 – NPS 100 CL 150 up to 2500 Bidirectional tightness Higher classes on request Liquid Gas Chemical Temperature Range -40 to +1000 °C -40 °C to 600 °C Seat Disc Double block Service By means of the matrix the focus group can evaluate different combinations which ultimately result in a new product. Special Materials Al-NiBronze Natural Liquid LN2 Liquid LH2 -40 °C to 350 °C -270 °C to 200 °C -40 °C to 1450 °C Single None With steam purging Full Package On-Site Installation Extended Bespoke Inst. Repl. Maintain ance Spare Parts Engineering Type On/Off Valve Control Valve Special Application Ethylene Plants Refineries Application Power Plants (nonnuclear) Chemical Plants Polymerisi ng Fluids Air and Space Acrylic Acid Natural Gas Transfer line valve and decoking valve Material Size and Pressure Range Throughflow
  • 15. Results    Vast array of combinations For instance: An electronically operated Duplex Stainless Steel valve on single seat for the application in Refineries at normal conditions Preferences and requirements of the different departments can be taken into consideration to find the perfect match
  • 16. References (and further reading) • Ritchey, T (2011).: A general method for non-quantified modeling; Adapted from the paper "Fritz Zwicky, Morphology and Policy Analysis“; 16th EURO Conference on Operational Analysis, Brussels, 1998. • Zwicky, F. (1969): Discovery, Invention, Research through the Morphological Analysis; The Macmillan Company • Swedish Morphological Society (2012): Decision Support Modelling with General Morphological Analysis; Org.N°802452-3162; via http://www.swemorph.com/ • meport.net(2012): Morphologische Analyse (Morphological Analysis, Morphologischer Kasten); via http://www.meport.net/index.php?content=./lo_met_mngt/method_body_short_info.php&methodId=cd99c83f404638f2327f69dd58 1ca841&displayContext=&displayMode=show&versionId=191fc75a7f7277f548d19d745ea9540d&methodId=cd99c83f404638f2327f69 dd581ca841&versionId=191fc75a7f7277f548d19d745ea9540d • Idea Connection Ltd. (2012): http://www.ideaconnection.com/thinking-methods/morphological-analysis00026.html • Mindtools.com: http://www.mindtools.com/pages/article/newCT_03.htm • Also: http://www.diegm.uniud.it/create/Handbook/techniques/List/MorphoAnal.php
  • 17. Strathclyde Business School Dept. of Management Science