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Asymptotic flow around doubly periodic array of slender-cylinders

MatLab programs providing asympotitc flow determined in "The slow viscous flow around doubly-periodic arrays of infinite slender cylinders" paper Asymptotic form was determined using a representation by fundamental singularities and expanding in small radius. Results are accurate for cylinder diameters less than or equal to 0.2 of all other lengths. Singularities are represented in rapidly converging series forms.

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MatLab programs providing asympotitc flow determined in "The slow viscous flow around doubly-periodic arrays of infinite slender cylinders" paper

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