Mathematical - Physical Model of Solving Inventive Problems
Апстракт
The spatial-temporal LT- contradiction matrix is an inventology tool that enables exact calculations of certain parameters in an engineering system through mathematical-physical modeling. It objectifies the decision-making process and creates the preconditions to finding an adequate resource (X-element) with a higher probability, and thus to reach a higher degree of ideality solution (HDIS) of an inventive problem as well. Any engineering system that generates an inventive problem can be described using the LT-contradiction matrix. By crossing the appropriate parameters in the LT- contradiction matrix, with the help of the differential geometry of the tensor, a qualitative-quantitative analysis and calculation of relevant degree all contradictions that exist in the inventive problem can be performed. After that, the path to finding the physical characteristics of the X-element in the mathematical-physical model is facilitated, i.e. finding a real resource that will enable a HDIS of the... inventive problem in an engineering system.
Кључне речи:
TRIZ / LT-contradiction matrix / inventology / mathematical-physical modelИзвор:
Fme Transactions, 2021, 49, 3, 726-733Финансирање / пројекти:
DOI: 10.5937/fme2103726R
ISSN: 1451-2092
WoS: 000672348900021
Scopus: 2-s2.0-85111367495
Институција/група
Inovacioni centarTY - JOUR AU - Rajić, Dušan PY - 2021 UR - http://TechnoRep.tmf.bg.ac.rs/handle/123456789/4865 AB - The spatial-temporal LT- contradiction matrix is an inventology tool that enables exact calculations of certain parameters in an engineering system through mathematical-physical modeling. It objectifies the decision-making process and creates the preconditions to finding an adequate resource (X-element) with a higher probability, and thus to reach a higher degree of ideality solution (HDIS) of an inventive problem as well. Any engineering system that generates an inventive problem can be described using the LT-contradiction matrix. By crossing the appropriate parameters in the LT- contradiction matrix, with the help of the differential geometry of the tensor, a qualitative-quantitative analysis and calculation of relevant degree all contradictions that exist in the inventive problem can be performed. After that, the path to finding the physical characteristics of the X-element in the mathematical-physical model is facilitated, i.e. finding a real resource that will enable a HDIS of the inventive problem in an engineering system. T2 - Fme Transactions T1 - Mathematical - Physical Model of Solving Inventive Problems EP - 733 IS - 3 SP - 726 VL - 49 DO - 10.5937/fme2103726R ER -
@article{ author = "Rajić, Dušan", year = "2021", abstract = "The spatial-temporal LT- contradiction matrix is an inventology tool that enables exact calculations of certain parameters in an engineering system through mathematical-physical modeling. It objectifies the decision-making process and creates the preconditions to finding an adequate resource (X-element) with a higher probability, and thus to reach a higher degree of ideality solution (HDIS) of an inventive problem as well. Any engineering system that generates an inventive problem can be described using the LT-contradiction matrix. By crossing the appropriate parameters in the LT- contradiction matrix, with the help of the differential geometry of the tensor, a qualitative-quantitative analysis and calculation of relevant degree all contradictions that exist in the inventive problem can be performed. After that, the path to finding the physical characteristics of the X-element in the mathematical-physical model is facilitated, i.e. finding a real resource that will enable a HDIS of the inventive problem in an engineering system.", journal = "Fme Transactions", title = "Mathematical - Physical Model of Solving Inventive Problems", pages = "733-726", number = "3", volume = "49", doi = "10.5937/fme2103726R" }
Rajić, D.. (2021). Mathematical - Physical Model of Solving Inventive Problems. in Fme Transactions, 49(3), 726-733. https://doi.org/10.5937/fme2103726R
Rajić D. Mathematical - Physical Model of Solving Inventive Problems. in Fme Transactions. 2021;49(3):726-733. doi:10.5937/fme2103726R .
Rajić, Dušan, "Mathematical - Physical Model of Solving Inventive Problems" in Fme Transactions, 49, no. 3 (2021):726-733, https://doi.org/10.5937/fme2103726R . .