Meeting Title: Maximizing the value of the digital transformation in engineering organizations
Speakers: Douglas Orellana, PhD.
Primary Language: Spanish
Date: 5 October 2023
Time: 7 pm ARG / 7 pm CHI / 5 pm COL / 5 pm PER / 4 pm CDMX
Location: Zoom – https://incose-org.zoom.us/j/83215489025?pwd=a2hMTWFYME1WNHJSejJVRlEzbEY0UT09
Abstract:
Maximizing the value of the digital transformation in engineering organizations In order to meet emerging requirements, engineering organizations must take advantage of digital engineering to modernize the analysis of current and future requirements and solutions of complex systems in terms of their functionality, performance, safety, sustainability, flexibility and scalability. Digital technologies such as multidisciplinary analysis, optimization and digital twins give us the opportunity to explore the problem and solution space by accelerating design cycles from tens to hundreds of solutions. This talk will discuss the evolution of Digital Engineering, its application and how it is transforming organizations now and in the future.
Speaker:
Douglas Orellana, PhD. With more than a decade of experience in organizational transformation, systems engineering and technology integration, Dr. Douglas Orellana is responsible for digital transformation and systems engineering modernization, developing a new generation of solutions for ManTech using advanced computing, modeling & simulation, automation and artificial intelligence. As vice president of Intelligent Systems Engineering, he leads the strategy to position ManTech as a leader in “Digital Engineering” and “Digital Twins.” Dr. Orellana has worked for various US companies as an engineer and architect of complex systems, holding various positions with increasing authority spanning the life cycle of various systems from concept development to verification. Dr. Orellana has his BS in Electrical Engineering and his MS in Systems Engineering from Johns Hopkins University. He completed his PhD in Astronautical Engineering at the University of Southern California, where his research focused on integrating human considerations into the systems architecture process using Model Based Systems Engineering and ontologies
Link para reunión en Zoom:
Meeting ID: 832 1548 9025
Passcode:471869
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Speakers: Douglas Orellana, PhD.
Primary Language: Spanish
Date: 5 October 2023
Time: 7 pm ARG / 7 pm CHI / 5 pm COL / 5 pm PER / 4 pm CDMX
Location: Zoom – https://incose-org.zoom.us/j/83215489025?pwd=a2hMTWFYME1WNHJSejJVRlEzbEY0UT09
Abstract:
Maximizing the value of the digital transformation in engineering organizations In order to meet emerging requirements, engineering organizations must take advantage of digital engineering to modernize the analysis of current and future requirements and solutions of complex systems in terms of their functionality, performance, safety, sustainability, flexibility and scalability. Digital technologies such as multidisciplinary analysis, optimization and digital twins give us the opportunity to explore the problem and solution space by accelerating design cycles from tens to hundreds of solutions. This talk will discuss the evolution of Digital Engineering, its application and how it is transforming organizations now and in the future.
Speaker:
Douglas Orellana, PhD. With more than a decade of experience in organizational transformation, systems engineering and technology integration, Dr. Douglas Orellana is responsible for digital transformation and systems engineering modernization, developing a new generation of solutions for ManTech using advanced computing, modeling & simulation, automation and artificial intelligence. As vice president of Intelligent Systems Engineering, he leads the strategy to position ManTech as a leader in “Digital Engineering” and “Digital Twins.” Dr. Orellana has worked for various US companies as an engineer and architect of complex systems, holding various positions with increasing authority spanning the life cycle of various systems from concept development to verification. Dr. Orellana has his BS in Electrical Engineering and his MS in Systems Engineering from Johns Hopkins University. He completed his PhD in Astronautical Engineering at the University of Southern California, where his research focused on integrating human considerations into the systems architecture process using Model Based Systems Engineering and ontologies
Link para reunión en Zoom:
Meeting ID: 832 1548 9025
Passcode:471869