1972
DOI: 10.1175/1520-0450(1972)011<0472:aposbw>2.0.co;2
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Aerodynamic Properties of Spherical Balloon Wind Sensors

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Cited by 7 publications
(5 citation statements)
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“…The drag coefficient (Cd) is that of a homogeneous sphere whose movement is not impeded unlike the situation when wind tunnel experiments are used to measure the parameter. In our case, the balloon or sphere can experience significant horizontal movements due to the aerodynamic forces at play as it rises (Fichtl et al, 1972). These movements remove energy from the vertical motion which explains why the Cd for free ascent pilot balloons are higher than those calculated in wind tunnels for the same Reynolds number value (Scoggins et al, 1964).…”
Section: Drag Coefficient CD How It Varies As a Function Of Altitude And Its Impact On The Evolution Of The Ascent Ratementioning
confidence: 72%
“…The drag coefficient (Cd) is that of a homogeneous sphere whose movement is not impeded unlike the situation when wind tunnel experiments are used to measure the parameter. In our case, the balloon or sphere can experience significant horizontal movements due to the aerodynamic forces at play as it rises (Fichtl et al, 1972). These movements remove energy from the vertical motion which explains why the Cd for free ascent pilot balloons are higher than those calculated in wind tunnels for the same Reynolds number value (Scoggins et al, 1964).…”
Section: Drag Coefficient CD How It Varies As a Function Of Altitude And Its Impact On The Evolution Of The Ascent Ratementioning
confidence: 72%
“…By contrast, modeled and experimental results for supercritical fiow (e.g., for weather balloons) show that the lift forces are cumulative over many periods (Fichtl et al 1972). Given this description of the lift force f¿, we may approximate lift perturbations along a single horizontal axis for a rising sphere as a sinusoidal acceleration of the effective balloon mass at a dominant frequency.…”
Section: Analysis Of Balloon Advection Fidelitymentioning
confidence: 88%
“…As described by Fichtl et al (1972), secondorder vector perturbations neglected in the formulation of Eq. (A2) give rise to unsteady lift forces acting normal to the drift velocity V. Similar but smaller drag perturbations act in the vertical direction.…”
Section: Analysis Of Balloon Advection Fidelitymentioning
confidence: 95%
“…Elle culmine vers 19 kilomètres sous l'équateur. Les mouvements propres de la Jimsphere consistent principalement en un mouvement ondulatoire régulier, à haute fréquence -typiquement 0,15 Hz, soit une quarantaine de mètres de longueur d'onde verticale -et d'amplitude généralement inférieure à 1 m/s (Armendariz et Rachele, 1967 ;Fichtl et al, 1972), ce qui fait d'elle un traceur remarquable des mouvements de l'air.…”
Section: Illustration Visuelle Des Mouvements Propres Des Ballonsunclassified