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Four standard sets of boundary conditions are treated.
Considering six different sets of boundary conditions, this differential equation is analytically solved.
The proposed procedure can be extended for different sets of boundary conditions.
There exist two sets of boundary conditions at solid/liquid interface and the choice on these sets of boundary conditions is arbitrary.
The variations of FF versus winding angles are investigated for all three sets of boundary conditions.
Results apply to uniform beams under various sets of boundary conditions.
Two sets of Boundary Conditions (BCs) during curing are studied; Periodic (PBCs) and Flat (FBCs).
The set was solved by an implicit finite difference method for two sets of boundary conditions.
Elsevier, Amsterdam], and additionally with six sets of boundary conditions not discussed in the literature yet.
Different sets of boundary conditions are explained to represent the continuity requirements at the common boundary.
Several sets of boundary integral equations are derived and their relations are revealed.
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