The Von Karman

Views Updated: Dec 15, 2025

Abbreviation

Pronunciation

/ðə vɔn ˈkɑrmən/

The von Karman constant of sediment-laden flows is one of the important parameters reflecting the influence of sediment movement on the flow structure.
In the second part of this paper, the Von Karman, the Wagner and MLM models are introduced.
Numerical results for the effect of the von Karman radome on the above-mentioned antennas are presented.
By using the Von Karman thin plate theory and Boltzmann superposition principle, the nonlinear equations of viscoelastic thin plate with damage are derived and denoted by the mid-plane displacements.
And on the basis of the assumptions of the Von Karman displacement-strain relations, a six-variable nonlinear geometry relationship which is more suitable for large deformation analysis is established.

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