• Title/Summary/Keyword: triz

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Applying TRIZ Theory to Fashion Design - Focused on Rei Kawakubo's Fashion Design - (트리즈(TRIZ)이론에 의한 패션디자인의 적용 - 레이 가와쿠보의 패션디자인을 중심으로 -)

  • Kim, Sung Hyon;Kim, Min-Ja
    • Journal of the Korean Society of Costume
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    • v.62 no.7
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    • pp.79-96
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    • 2012
  • Creativity is a rising topic in the current society. The emphasis on creativity is valued as a key factor for success in all areas including but not limited to politics, economy, culture, arts and design. The field of Fashion design is probably one of the few areas that talk about creativity as a necessary quality to survive. The purpose of this study is to introduce TRIZ(Teoriya Reshniya Izobretatelsskikh Sadatch) as a theoretical tool to generate creativity in fashion design. TRIZ is a creative method of problem solving based on data analysis of outcomes invented by engineering. The fundamental concept of TRIZ has been researched through documentary studies, and practical case studies of product designs are used. Fashion design cases from Comme des Garcons by Rei Kawakubo are used to apply TRIZ in fashion design. Rei Kawakubo's design philosophy has been studied through fashion writings and visual sources in books, exhibition catalog, www. style. com and online shopping mall sites. This study has selected four principles among forty inventive theories of TRIZ: segmentation; asymmetry; consolidation; and preliminary action to apply to Rei Kawakubo's fashion design. As a result, TRIZ can be applicable to fashion design as a creative thinking methodology. By using the four principles of TRIZ, this study shows how Rei Kawakubo's design enhanced its efficiency and aesthetics of the products and was distinguished from existing items. It is meaningful to demonstrate a possibility of adopting engineering based creative methodology in fashion design to widen the perspective and to raise a question for the need of interdisciplinary creative methodology with traditional aesthetic approach in fashion design.

Classifying and Implementing Different Types of Contradiction Resolution Strategies in TRIZ (TRIZ에서 모순해결전략의 유형 및 적용)

  • Choi, Sungwoon
    • Journal of the Korea Safety Management & Science
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    • v.17 no.4
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    • pp.381-396
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    • 2015
  • The study proposes multiple TRIZ contradiction solution strategies for addressing PC (Physical Contradiction) and TC (Technical Contradiction) by implementing TRIZ cause-and-effect tree. The problem associated with TC of the ends is solved by PC of means which employs a causal relationship between causes and effects. The TRIZ contradiction solution strategies demonstrated in this research are classified into 3 types of combined strategy as follows: 1. To-Be PC and AS-Is PC, 2.To-Be PC and As-Is TC, 3.As-Is PC and To-Be TC. The combined strategy of To-Be PC and As-Is PC is similar to a divide-and-conquer technique. This strategy adopts parallel strategies using 4 separation principles in time, in space, between parts and the whole, and upon condition of two reversed-PCs. Moreover, its application elucidates the conflict relationship of two TCs from the study. The integrated 4 separation principles and 40 inventive principles present an effective synergy effect from the combination, and further addresses the problems in the TRIZ contradiction resolution strategies. Combined strategy of To-Be PC and As-Is TC implements the 40 inventive principles that To-Be PC of the means resolves the As-Is TC of the ends. Combined strategy of As-Is PC and To-Be TC also uses inventive principles to the As-Is PC of the means to solve the To-Be TC of the ends. In addition, propositional and logical relationship of necessary and sufficient conditions between TC and PC is used to support the validity of 3 TRIZ contradiction solution strategies. In addition, 3 other strategies of necessary and sufficient conditions validate the contraposition relationship of the truth table. This study discusses TRIZ case studies from National Quality Circle Contest from the years between 2011 and 2014 to provide the usage guidelines of TRIZ contradiction solutions for quality purposes. Examining analysis from the case studies and investigating combined strategies allows the users to obtain comprehensive understanding.

The Application of TRIZ for Development of Creative VE(Value Engineering) Project process (TRIZ를 활용한 창의적 VE(가치공학) 프로젝트 프로세스 개발)

  • Kim, Chang-Hui;Ryu, Ji-Cheol;Kim, Gwang-Su
    • Proceedings of the Safety Management and Science Conference
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    • 2010.11a
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    • pp.191-198
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    • 2010
  • 본 논문은 원가절감과 신제품 개발에서 사용되고 있는 VE(Value Engineering)중에서 기능을 높이거나 원가를 낮출 수 있는 아이디어 발상단계에서 TRIZ를 적용하는 것에 대한 기법 개선 연구이다. VE는 미 국방성에서 시작되어 지금은 거의 모든 산업분야에서 적용하고 있는 관리.기술 향상을 위한 혁신 tool이다. TRIZ(Theory of Inventive Problem Solving) 는 러시아 과학자 알트슐러에 의해서 만들어진 창조적 아이디어 발상을 도와주는 아이디어 발상 Tool이라고 할 수 있다. 수 십 만 건의 특허를 분석해서 40가지의 발명원리를 도출해내어 체계적으로 정립한 파워풀한 아이디어 발상 도구 인 것이다. VE활동 중에 원가 절감 또는 제품의 가치 극대화 시키는 아이디어 발상단계에서 TRIZ를 접목한다면 VE의 완성도와 성과가 더욱 높아 질 것이라고 판단된다. 지금 까지 사용해 왔던 브레인스토밍, NM법, 오스본 체크리스트 ${\ldots}$ 등의 아이디어 발상 기법도 훌륭한 방법이지만 좀 더 체계적이고 분석적이며 파워풀한 TRIZ 기법을 활용하여 VE 프로젝트 프로세스를 한 단계 발전시키는 계기가 될 것이다.

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A Study on the Application of TRIZ to Lean Six Sigma (TRIZ를 접목시킨 Lean Six Sigma에 관한 연구)

  • Jo, Tae-Yeon
    • Proceedings of the Safety Management and Science Conference
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    • 2012.11a
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    • pp.453-460
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    • 2012
  • To maximize the operational efficiency of production and operations systems, Six Sigma and Lean Production System have been widely used. The main focus of Six Sigma is reducing variations, whereas that of Lean Production System is eliminating losses. To take advantage of the two approaches Six Sigma and Lean Production System was integrated into Lean Six Sigma, and the integrated approach has been used in recent years. In the implementation of Lean Six Sigma, the problems under consideration have often physical or technical contradictions which are difficult to be solved by conventional methods. To solve such contradictions TRIZ is useful in many cases. In this thesis, it is considered that how TRIZ can be applied to Lean Six Sigma. An integrated road-map of Lean Six Sigma and TRIZ is suggested and some cases are reviewed.

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TRIZ(Theory of Inventive Problem Solving) 지적 창의경영 연구

  • Choe, Seong
    • 한국디지털정책학회:학술대회논문집
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    • 2006.12a
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    • pp.177-184
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    • 2006
  • 지적 창의경영은 지식의 공유와 생성으로 나눌 수 있는 데, 지식 생성 분야에서 창의성 연구에서 나온 창의적 문제해결 방법론이다. 이 글에서는 공학 분야에 주로 사용되는 TRIZ 이론을 비공학 분야와 비즈니스 분야, 지적 창조경영의 지식 생성 분야에서 응용사례와 활용 가능성을 기술하였다. TRIZ는 공학분야의 전세계 특허와 기술혁신 사례들을 분석하여 개발하였으나, 이 창의적 문제해결 이론은 러시아 공산주의 사회라는 특수한 상황에서 개발되어서 경영과 비즈니스를 다루고 연구하는 일에는 많은 어려움이 있었다. 그러나 러시아가 개방되면서 최근 TRIZ의 다양하고 강력한 기법들을 비공학 분야와 선진기업 경영이나 비즈니스에 접목시켜 연구되고 있다. TRIZ연구는 변화와 경쟁이 기본이라고 여겨지는 비지니스 활동에서 강력한 문제 해결능력과 아이디어를 가지도록 도와주고 있다. 이 글에서 비즈니스에서 성공과 실패라는 모순을 일으키는 문제를 고전적인 TRIZ의 모순 해소 매트릭스와 비슷한 비즈니스 매트릭스를 이용해서 해결되는 선진 기업의 창조적 경영 응용 사례를 살펴 보고 향후 활용 가능성을 연구하였다.

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On the Use of TRIZ Tools: Focusing on the Application Cases in S Company (트리즈 도구별 활용도 분석: S사의 적용사례를 중심으로)

  • Kim, Jung-Hyeon;Yeo, Hyung-Seok;Park, Young-Taek
    • Journal of Engineering Education Research
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    • v.20 no.4
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    • pp.3-11
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    • 2017
  • In this study, more than 2,500 cases using TRIZ methodology for 10 years from 2006 to 2016 in S company were analyzed to identify which TRIZ tools have been used for solving field problems. In the previous studies, some attempts were made to analyze the utilization of TRIZ tools, but all of them were based on very limited surveys or cases. The results of this study show that 40 inventive principles were most used, followed by separation principles, standard solutions, trimming, modeling using little people, patterns of evolution, ARIZ and Effects. In addition, detailed analysis were performed for widely used tools such as 40 inventive principles, separation principles, standard solutions, etc. The analysis would be a useful guide for the study and application of TRIZ tools in industry.

Holder Design for Bottle Etching Machine using TRIZ and Brainstorming (TRIZ 와 브레인스토밍의 연계 방법을 이용한 유리병 부식 장치 홀더 설계)

  • 서승우;박강
    • Proceedings of the Korean Society of Precision Engineering Conference
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    • 2004.10a
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    • pp.958-964
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    • 2004
  • Most of people who are engaged in research and development find it difficult to solve the engineering problems creatively due to the lack of ideas. There are two famous methods for inventive problem solving: 'Brainstorming' and 'TRIZ'. Brainstorming is the most popular tool until now to find a creative solution and TRIZ is not so popular yet but leads us to a very useful and clear solution. These two methods whose goals are the same usually take quite different routes to the final solution; Those routes have their own unique advantages and disadvantages. In this paper, a creative problem solving method optimized by correlating Brainstorming and TRIZ is proposed. And this method demonstrates how rough initial ideas can be quickly refined and how a problem can be solved correctly.

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A New Management Innovation Strategy Through 6sigma for R&D linked with TRIZ (개발분야의 6시그마와 TRIZ 연계를 통한 새로운 경영혁신 전략)

  • An, Young-Soo;Hwang, In-Keuk
    • Journal of Korean Society of Industrial and Systems Engineering
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    • v.32 no.3
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    • pp.178-187
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    • 2009
  • Six Sigma emphasizes KPI and establishes the present level as well as the goal level through statistical calculation and tries to achieve management innovation through process improvement. But in the area of new product development or service, sufficient data for statistical measurement may not be secured. On the other side, looking for contradictions through problem analysis, TRIZ is a methodology that stresses the process of solving these problems. TRIZ also has its own problems: it is hard to define its initial task, to objectify the measurement of effect, and to optimize the drawn out idea. The purpose of this report is to give a comprehensive understanding about each methodology (Sigma Six and TRIZ) through its analysis, to confirm the need of linking both methodologies, and to suggest a model for this linking process. Also, they will be verified through examples, and the synergy effect will be discussed.

- The Credible Design Method for Solving Engineering Problems using TRIZ and Brainstorming - (TRIZ와 브레인스토밍을 이용한 신뢰성 있는 공학설계 방법)

  • Suh Seung woo;Park Kang
    • Journal of the Korea Safety Management & Science
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    • v.6 no.3
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    • pp.287-302
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    • 2004
  • Most of people who are engaged in research and development find it difficult to solve the engineering problems creatively due to the lack of ideas. There are two famous methods for inventive problem solving' 'Brainstorming' and 'TRIZ'. Brainstorming is the most popular tool until now to find a creative solution and TRIZ is not so popular yet but leads us to a very useful and clear solution. These two methods whose goals are the same usually take quite different routes to the final solution; Those routes have their own unique advantages and disadvantages. In this paper, a creative problem solving method optimized by correlating Brainstorming and TRIZ is proposed. And this method demonstrates how rough initial ideas can be quickly refined and how a problem can be solved correctly.

The Pragmatic Methodology for Solving Engineering Problems using TRIZ and Brainstorming (TRIZ와 브레연스토밍를 이용한 실용적인 공학문제 해결 방법론)

  • 성승우;박강
    • Proceedings of the Safety Management and Science Conference
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    • 2004.05a
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    • pp.329-340
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    • 2004
  • Most of people who are engaged in research and development find it difficult to solve the engineering problems creatively due to the lack of ideas. There are two famous methods for inventive problem solving: '"Brainstorming" and "TRIZ" Brainstorming is the most popular tool until now to find a creative solution and TRIZ is not so popular yet but leads us to a very useful and clear solution. These two methods whose goals are the same usually take quite different routes to the final solution; Those routes have their own unique advantages and disadvantages. In this paper, a creative problem solving method optimized by correlating Brainstorming and TRIZ is proposed. And this method demonstrates how rough initial ideas can be quickly refined and how a problem can be solved correctly.can be solved correctly.

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