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For the ease of exposition, we present equations with only the axial and lateral velocity components.
Let u and v be the axial and lateral velocity components, respectively.
The stability of the time-varying longitudinal and lateral velocity estimators is explored.
Moreover, the reduced model-based sliding mode observer is designed to estimate the lateral velocity.
Both the axial and lateral velocity profiles of the solid phase were obtained.
A pre-survey reservoir model with lateral velocity variation was iteratively updated during the processing.
Because the Iron Dome interceptor is moving at 1,200 meters per second relative to the artillery rocket, the additional crossing speed needs to be added to the 2,100-meter-per-second 2,100-meter-per-second 2,100-meter-per-second 2,100-meter-per-second
Considering the high cost of the available sensors for vehicle lateral velocity measurement, a robust H∞ dynamic output-feedback controller is designed to control the vehicle motion without using the lateral velocity information.
The results also show that both the lateral velocity and the equilibrium position are strongly dependent on the cylinder size.
This implies that the RMS values of lateral velocity are strongly influenced by the flow pulsation, which in turn, can determine the turbulent mixing between subchannels.
An output-feedback control schema, which does not need the vehicle lateral velocity, is designed to achieve the desired control performance and reduce the cost of control system.
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