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However, for the case of multilayered laminates, the continuity condition on the inter-laminar shear stresses implies a piecewise continuous shear strain distribution in the thickness direction.
The continuity condition (i.e., the condition that as much water flows out to the left per unit time as flows in from the right) indicates that in the deeper region the speed of the water is V(1 + ε)−1.
Support comes from Leibniz' Continuity Condition (LCC).
Let p ∈ C + satisfy the log-Hölder continuity condition (2.2).
This problem is removed by using a continuity condition.
Examples are illustrated to demonstrate various design methods for each continuity condition.
Fluid-structure coupling is considered by imposing velocity continuity condition at fluid-structure interfaces.
Borrowers will choose the optimal timing from all the alternatives that satisfy the continuity condition.
Then we will apply the continuity condition to solve (p_{k}) ((kgeq0)).
It is interesting to investigate these functions under uniform continuity condition.
But in [3], after careful discussion, we observe that a continuity condition on f is necessary.
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