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Tavis, M. & Cummings, F. W. Exact solution for an n-molecule-radiation-field hamiltonian.
F.M., N.B. and W.C. obtained the exact solution for the steady-state density matrix.
The model combines an exact solution for single scattering with a dipole point source diffusion approximation for multiple scattering.
An exact solution for the postbuckling configurations of composite beams is presented.
Previous studies have proposed several different methods to provide an exact solution for kinematics.
The exact solution for one-dimensional flow with varying salinity is derived.
The integro-differential equation is solved numerically, to yield an exact solution for the frequency response.
The exact solution for the last two problems is not known.
Because there is no exact solution for this problem, one has to use some approximate methods.
The theory is illustrated and compared with the exact solution for a simple 3 dof system.
An exact solution for general anisotropic materials under arbitrary uniform loading conditions is derived.
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