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An electro-mechanical fracture mechanics model is established first.
a "Cantilever + voussoir beam" structural mechanics model, b "Tension-slippage" mechanical model, c relationship of supporting intensity and critical rib support force in different mining height.
Static mechanical properties of materials require large-scale nonlinear optimization of the molecular mechanics model under various controls.
This paper established the mechanics model of flip flow screen.
The equations, similar to those used to describe fluid mechanics, model traffic jams as a self-sustaining wave.
To explain this discrepancy, we describe a mechanics model of microtubule buckling in living cells.
Focus was placed on the probabilistic fracture mechanics model and fatigue crack growth model.
A fracture mechanics model is presented to explain the crack-stopping effect of the reinforcing layer.
The finite element method together with a continuum damage mechanics model allows for such calculations.
The two different models calculating lateral displacement are contact mechanics model and contact element model.
The high-dynamic strengthening effect of concrete is studied based on an engineering mechanics model.
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