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By means of the complex-function method the problem is reduced to a non-homogeneous Dirichlet Riemann boundary value problem, which has been solved in closed form.
These electrodes are characterized by high sensitivity; however, the boundary-value problem describing mass transport has not been solved in closed form.
The equations that describe the motion of such a complicated compound system are linear and have been solved in closed form.
The differential equations derived considering the above key assumptions have been solved in closed form, and the corresponding "exact" stiffness matrix has been derived using the standard procedure basically inspired by the well-known direct stiffness method.
Similar(56)
All problems dealt with in this paper are solved in closed form.
The differential equations are solved in closed analytical form when the free vibratory motion is harmonic.
Equilibrium equations are solved in closed form considering simply supported boundary conditions and harmonic applied loads.
The eigenvalue problems for plates with regular inhomogeneities are solved in closed form.
For harmonic oscillation the differential equations are solved in closed analytical form.
Where there is no buoy or sinker the equation reduces to a quartic and can be solved in closed form.
Exterior acoustic scattering due to normal plane wave incidence is solved in closed form for arbitrary J.
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