TRIZ is a theory of inventive problem solving developed by Genrich Altshuller to provide systematic approaches to solving problems. It is based on two main postulates: (1) a real problem is a contradiction, and (2) systems evolve according to set evolution laws. TRIZ provides generalized solutions that can be applied to problems through the use of tools like the contradiction matrix and separation principles. xFIVE applies the TRIZ approach to help companies concretize innovation projects from concept to prototype to commercialization. They offer analysis, design, prototyping, testing, and project development services.
4. Genrich Altschuller (1926 -1998)
“Psychological inertia
can be carried by
words, especially by
technical terms.
Therefore, every
problem should be
restated by using
'simple words'.”
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5. TRIZ is based on 2 postulates
(1)
A real problem is a
contradiction
Systems evolve according
to #9 evolution laws
(1) TRIZ = russian acronym for “theory of inventive problem solving”
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10. TRIZ approach
Generalized Generalized
Problem TRIZ TOOLS Solutions
ax² + bx + c = 0 -b √( b² - 4ac)
x1,2 =
2a
3x² + 5x – 12 = 0 x1 = 1.33
x2 = -3
Local Trials & Errors Local
Problem Solution 10
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11. Who we are ?
Our mission :
Concretize your innovation projects
12. We are your additional resource of
research, development and innovation
to transform your project into tangible business.
we
analyse, From market to product,
design,
create, From idea to prototype
construct,
test
Our commitment =
« make sure that you can decide for industrialization of the project »
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13. They trust us
IMPERBEL – DERBIGUM ®
SOFT33
KINGFISHER - CASTORAMA
Wal.AGRI
GDF-Suez Energie France
TRACTEBEL ENGINEERING
TOTAL
PPE
SOLVAY
FEDERAL MOGUL
KITOZYME
LESSINES INDUSTRIES
AMB
….
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15. In a Nutshell!
TRIZ is a powerful approach to solve inventively
key problems !
xFIVE offer a unique value proposition to
growing companies, which want to develop a
project faster and better. And references are
multiplying.
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17. EVALUATION
(
parameter 1 (EP1)
Value A
EVALUATION
ACTION parameter 2 (EP2) IFR
)
Parameter TC1 what we
(AP) want
TC2 EVALUATION to get
parameter 1 (EP1)
)
Value -A
EVALUATION
(
PhC parameter 2 (EP2)
18.
19.
20. Separation of conflicting properties in space.
Separation of conflicting properties in time.
Combination of homogeneous or heterogeneous systems into a super-system.
Transition from a system to an anti-system, or combination of system with anti-
system.
The entire system has a property X while its parts have a property opposite to X
(anti-X).
Substitution of the phase state of a system’s part or external.
Using of phenomena associated with phase transitions.
Playing on the SIZE dimension of the system (increasing it up to very large dimension
or diminishing the size down to microlevel).
Playing on the TIME dimension of the system (how to solve it if you had all the time
you would need, or if you had no time at all).
Playing on the COST dimension of the system (how to solve it if you had all the
budget you would need, or if you had no budget at all).