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In this paper we introduce a method for velocity and tilt estimation in a walking robot.
We establish global error estimates to verify the second-order temporal accuracy of the proposed method for velocity, pressure, and temperature in terms of a discrete l2-norm.
The detailed method for velocity and position updating can be found in [12, 13].
We applied the back-projection method for velocity waveforms within the frequency range 3 8 Hz.
We have to find the velocity threshold that satisfies the following optimality criterion: (3). Figure 3 Proposed estimation method for velocity threshold.
Recently, Rashidi et al.[15] found the analytic solutions using the homotopy analysis method for velocity, temperature, and concentration distributions to study the steady magneto hydrodynamic fluid flow over a stretching sheet in the presence of buoyancy forces and thermal radiation.
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Method for measuring velocity of shallow water flow for soil erosion with an electrolyte tracer.
The application of a new method for measuring velocity fields within a porous medium is presented.
The goal of this paper is to develop an optimization method for the velocity of the platoon which creates a balance between the different performance factors.
The numerical method couples the boundary integral method for interfacial velocity, a second-order Runge Kutta method for interface evolution, and a finite element method for surfactant concentration.
For such a purpose, this paper proposes a new method for multicopter velocity estimation based on visual and inertial information in GPS-denied or confined environments.
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