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SLENDER, TWO DIMENSIONAL BODIES HAVING MINIMUM TOTAL DRAG AT HYPERSONIC SPEEDS

Angelo Miele, Robert E. Pritchard

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Abstract

Consideration was given to the problem of minimizing the total drag (sum of the pressure drag and the friction drag) of a slender, two-dimensional, symmetric body at zero angle of attack in hypersonic flow under the assumption that the distribution of pressure coefficients is Newtonian and that the friction coefficient is constant.

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What this paper is about

Consideration was given to the problem of minimizing the total drag (sum of the pressure drag and the friction drag) of a slender, two-dimensional, symmetric body at zero angle of attack in hypersonic flow under the assumption that the distribution of pressure coefficients is Newtonian and that the friction coefficient is constant.

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Available abstract

Consideration was given to the problem of minimizing the total drag (sum of the pressure drag and the friction drag) of a slender, two-dimensional, symmetric body at zero angle of attack in hypersonic flow under the assumption that the distribution of pressure coefficients is Newtonian and that the friction coefficient is constant.

Key concepts: Hypersonic speed, Drag, Aerospace engineering, Drag coefficient, Aeronautics, Environmental science, Geology, Engineering

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