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Achieving the best overall kinematics has yet to be fully solved due to the variations in activities and patients.
Force equilibrium and strain compatibility equations for a beam section divided into a number of segments are numerically solved due to the non-linear behaviour of concrete.
Inhomogeneous wave equations for Φ and Hθ were solved due to generalized excitation potentials A* and B∗θ in a form, suitable for numerical calculation.
These problems have not yet been solved due to a lack of knowledge sharing between responsible organizations and researchers who are the experts on CRB to monitor and control the water condition.
Although researchers have developed many methods to separate bare ground from other urban features, the problem has not been fully solved due to the similar characteristics possessed by ground and non-ground objects, especially on abrupt surfaces.
This paper presents a thorough analysis of receiver configurations in the 2D and 3D systems that lead to singularities, i.e. locations of receivers that lead to formulations that cannot be solved due to a shortage of information.
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This type of problem is very challenging to solve due to its non-convexity (multi-modality).
This problem is hard to solve due to its inherent uncertainty and complexity.
The equations for exact quadrature are well known, but prove notoriously hard to solve due to their nonlinear nature.
Biharmonic equation has significant applications in physics and engineering, but is difficult to solve due to the existing fourth order derivatives.
For the underactuated case, the squeeze force control problem is more difficult to solve due to the loss of some degrees of manipulator actuation.
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