2002
DOI: 10.1590/s0102-47442002000100003
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Um cálculo da espessura da camada limite

Abstract: Revisita-se o problema da camada limite viscosa sobre um perfil plano, derivando-se as equações de Prandtl e depois a de Blasius. Daí, através de procedimento simplificado, uma solução aproximada é obtida cuja precisão ombreia com aquela fornecida pelo conhecido método de von Kármán.

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“…Using the instrumentation physical proprieties, Equation (11) suggests that, for the worse situation, when 0, and = 5 m/s, a wing surface deflection of 0.6 mm is expected. For the same situation, the minimum boundary layer thickness can be calculated, as suggested by Ferreira [43] The tensile strength of the standard fabric is exceptionally high compared to the load imposed by small sensors. For very small deflections and neglecting the fabric specific weight, the weight of the sensor not sustained by the local differential pressure is compensated by the vertical component of fabric tension generated by inflation.…”
Section: Mechanical and Aerodynamic Constraintsmentioning
confidence: 99%
See 1 more Smart Citation
“…Using the instrumentation physical proprieties, Equation (11) suggests that, for the worse situation, when 0, and = 5 m/s, a wing surface deflection of 0.6 mm is expected. For the same situation, the minimum boundary layer thickness can be calculated, as suggested by Ferreira [43] The tensile strength of the standard fabric is exceptionally high compared to the load imposed by small sensors. For very small deflections and neglecting the fabric specific weight, the weight of the sensor not sustained by the local differential pressure is compensated by the vertical component of fabric tension generated by inflation.…”
Section: Mechanical and Aerodynamic Constraintsmentioning
confidence: 99%
“…Using the instrumentation physical proprieties, Equation (11) suggests that, for the worse situation, when C p = 0, and V ∞ = 5 m/s, a wing surface deflection of 0.6 mm is expected. For the same situation, the minimum boundary layer thickness can be calculated, as suggested by Ferreira [43] using…”
Section: Mechanical and Aerodynamic Constraintsmentioning
confidence: 99%