Deriving Blasius boundary layer formula and solving it with fourth order rung kutta method

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The relation between the boundary layer of the Bellisius is derived.

Fourth order runge kutta method is used for numerical solution of this equation.

By solution, the thickness of the boundary layer is obtained.

According to the solution, the relationship between friction coefficient and Reynolds number is calculated.

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Deriving Blasius boundary layer formula and solving it with fourth order rung kutta method

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I want this!