DSCD
E11976
DSCD is the Dynamic Systems and Control Division of the American Society of Mechanical Engineers, focusing on research, education, and professional activities in systems dynamics, control theory, and related technologies.
Statements (44)
| Predicate | Object |
|---|---|
| instanceOf |
professional organization unit
→
technical division → |
| acronymFor | Dynamic Systems and Control Division → |
| affiliatedWith |
engineering researchers
→
graduate students in systems and control → industrial practitioners in control and dynamics → university faculty in dynamic systems and control → |
| associatedWith |
Dynamic Systems and Control Division
→
surface form: "ASME Dynamic Systems and Control Conference"
|
| awards |
best paper awards
→
student awards → technical achievement awards → |
| discipline |
control engineering
→
systems engineering → |
| field |
control theory
→
dynamic systems → mechanical engineering → systems and control → |
| focusesOn |
automation
→
control technologies → education in dynamic systems and control → mechatronics → modeling and simulation of dynamic systems → professional activities in dynamic systems and control → research in dynamic systems and control → robotics control → systems dynamics → |
| fullName | Dynamic Systems and Control Division → |
| hasScope |
analysis of dynamic behavior of engineering systems
→
applications in mechanical and multi-physical systems → design of control systems → implementation of control algorithms → |
| language | English → |
| organizes |
technical conferences
→
technical sessions at ASME conferences → |
| parentOrganization | American Society of Mechanical Engineers → |
| partOf | American Society of Mechanical Engineers → |
| promotes |
advancement of dynamic systems and control
→
collaboration between academia and industry → education in systems and control → |
| regionServed | international → |
| sector | professional society → |
| supports |
early-career professionals in control and dynamics
→
student activities → technical committees in dynamic systems and control → |
Referenced by (1)
Full triples — surface form annotated when it differs from this entity's canonical label.