1983
DOI: 10.1016/0021-8928(83)90150-8
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A method of calculating the aerodynamic characteristics of bodies on the basis of invariant relations of the theory of local interaction

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Cited by 2 publications
(3 citation statements)
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“…The idea of replacing a vehicle with a complicated original shape by one or more equivalent bodies (expansion in the chosen basis) is widely used in aerodynamics for developing approximate computational methods (see, for example, [1][2][3][4][5][6][7][8][9]). In particular, the application of the local force interaction principle has made it possible to derive such effective calculation methods as the rules of local sharp and blunt cones [2,3], the plane cross-section law (piston analogy) [2], the invariant relation method [7], and others.…”
Section: Methods Of Equivalent Bodies For Calculating Unsteady Aerodynmentioning
confidence: 99%
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“…The idea of replacing a vehicle with a complicated original shape by one or more equivalent bodies (expansion in the chosen basis) is widely used in aerodynamics for developing approximate computational methods (see, for example, [1][2][3][4][5][6][7][8][9]). In particular, the application of the local force interaction principle has made it possible to derive such effective calculation methods as the rules of local sharp and blunt cones [2,3], the plane cross-section law (piston analogy) [2], the invariant relation method [7], and others.…”
Section: Methods Of Equivalent Bodies For Calculating Unsteady Aerodynmentioning
confidence: 99%
“…In particular, the application of the local force interaction principle has made it possible to derive such effective calculation methods as the rules of local sharp and blunt cones [2,3], the plane cross-section law (piston analogy) [2], the invariant relation method [7], and others. The most general formulation of this principle leads to a technique of searching for equivalent bodies [9] for the purpose of justifiably reducing the unsteady calculation problem to a steady one.…”
Section: Methods Of Equivalent Bodies For Calculating Unsteady Aerodynmentioning
confidence: 99%
“…Provided that the "locality law" holds, in particular, in the case of hypersonic continuum flows, the following assertion was validated in [1]: if there exists a basis of N ≥ 2 standard bodies (flight vehicle noses) with the known parametric dependences of their l-th aerodynamic characteristics on the relevant parameters (the angle of attack α, the flight Mach number M ∞ , etc.) of the form C lν (α, M ∞ ,... ), ν = 1, 2,... , N, then the corresponding characteristics C l0 (α, M ∞ ,... ) of a certain flight vehicle (generally of three-dimensional configuration or, as in our case, a body of revolution) with the given generator shape r 0 (x, ϕ) ≡ r 0 (x) in the body-fitted cylindrical reference frame (x, r, ϕ) can be calculated from the formula…”
Section: Basic Relationsmentioning
confidence: 99%