Mars Exploration - A Step Forward 2020
DOI: 10.5772/intechopen.90912
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Aerodynamics of Mars 2020 Rover Wind Sensors

Abstract: Environmental factors in Mars atmosphere are a part of the research issues of the future Mars 2020 mission. The new rover surface vehicle will transport different instruments to investigate the geology, biology, and meteorology of Mars. Amongst these instruments, the Mars Environmental Dynamics Analyzer (MEDA) will be dedicated to the measurement of environment parameters. Two wind sensors will be included in the meteorological station MEDA because wind plays a very important role in Martian climate. High-qual… Show more

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Cited by 4 publications
(2 citation statements)
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“…The relative importance of these forces plays a big role in both erosional (de Haas & Woerkom, 2016; Roelofs et al., 2022) and depositional processes (de Haas, Braat, et al., 2015; Zhou et al., 2019) and is, therefore, an important tool in understanding how certain flows lead to certain morphological features. The Bagnold number describes the ratio between collisional and viscous forces (Iverson, 1997): Nb=vsρsδ2γvfμ $Nb=\frac{{v}_{s}{\rho }_{s}{\delta }^{2}\gamma }{{v}_{f}\mu }$ wherein v s is the volumetric solids fraction, ρ s is the density of the sediment grains, δ is the D 50 (median) grain size of the sediment (m), v f is the volumetric fluid fraction, μ is the dynamic viscosity of CO 2 gas under Martian atmospheric conditions, which is 9.82 × 10 −6 Ns/m 2 (Bardera et al., 2020), and γ is the flow shear rate (1/ s ): γ=uH $\gamma =\frac{u}{H}$ wherein u is the is the flow velocity (m/s). According to Iverson (1997), collisional forces dominate at N b > 200.…”
Section: Methodsmentioning
confidence: 99%
See 1 more Smart Citation
“…The relative importance of these forces plays a big role in both erosional (de Haas & Woerkom, 2016; Roelofs et al., 2022) and depositional processes (de Haas, Braat, et al., 2015; Zhou et al., 2019) and is, therefore, an important tool in understanding how certain flows lead to certain morphological features. The Bagnold number describes the ratio between collisional and viscous forces (Iverson, 1997): Nb=vsρsδ2γvfμ $Nb=\frac{{v}_{s}{\rho }_{s}{\delta }^{2}\gamma }{{v}_{f}\mu }$ wherein v s is the volumetric solids fraction, ρ s is the density of the sediment grains, δ is the D 50 (median) grain size of the sediment (m), v f is the volumetric fluid fraction, μ is the dynamic viscosity of CO 2 gas under Martian atmospheric conditions, which is 9.82 × 10 −6 Ns/m 2 (Bardera et al., 2020), and γ is the flow shear rate (1/ s ): γ=uH $\gamma =\frac{u}{H}$ wherein u is the is the flow velocity (m/s). According to Iverson (1997), collisional forces dominate at N b > 200.…”
Section: Methodsmentioning
confidence: 99%
“…wherein v s is the volumetric solids fraction, ρ s is the density of the sediment grains, δ is the D 50 (median) grain size of the sediment (m), v f is the volumetric fluid fraction, μ is the dynamic viscosity of CO 2 gas under Martian atmospheric conditions, which is 9.82 × 10 6 Ns/m 2 (Bardera et al, 2020), and γ is the flow shear rate (1/s):…”
Section: Flow Characterizationmentioning
confidence: 99%