TY - JOUR
T1 - Effect of parameter variation on the viscosity of ethanol gel propellants
AU - Carer, Chloé
AU - Driever, Leonhard Xaver
AU - Köbben, Stein
AU - McKenzie, Max
AU - Rhenman, Fredrik
AU - Van de Sype, Onno
AU - van der Toorn, Jesse
AU - van Wezel, Casper
AU - Veiga, Constança Miranda de Andrade
AU - Vinarskis, Aleksandrs
AU - Jyoti, Botchu Vara Siva
PY - 2021
Y1 - 2021
N2 - This research investigated how the variation of temperature and shear rate affects the viscosity of ethanol gel propellants that use methyl cellulose as gellant and, in parts, use boron as energetic additive. Using a rotational viscometer in a cone-and-plate configuration, propellant viscosity data was recorded across a range of temperatures and applied shear rates. The temperaturedependence of the viscosity was modelled using an Arrhenius-type equation. For the high shear rates, the data was modelled using the Power Law, Herrschel–Bulkley model, Carreau model, and Cross model. For low shear rates the used model was the rearranged Herrschel–Bulkley model. The temperature investigation suggested that the trend of decreasing viscosity with increasing temperature, predicted by the Arrhenius-type equation, is only applicable until approximately 320 K, after which the gel viscosity increased strongly. At high shear rates, the gel behaved in a shear thinning manner and was modelled most accurately by the Cross model. At low shear rates, the gel was shear thickening up to its elastic limit, which was found to lie at 0.41 s–1.
AB - This research investigated how the variation of temperature and shear rate affects the viscosity of ethanol gel propellants that use methyl cellulose as gellant and, in parts, use boron as energetic additive. Using a rotational viscometer in a cone-and-plate configuration, propellant viscosity data was recorded across a range of temperatures and applied shear rates. The temperaturedependence of the viscosity was modelled using an Arrhenius-type equation. For the high shear rates, the data was modelled using the Power Law, Herrschel–Bulkley model, Carreau model, and Cross model. For low shear rates the used model was the rearranged Herrschel–Bulkley model. The temperature investigation suggested that the trend of decreasing viscosity with increasing temperature, predicted by the Arrhenius-type equation, is only applicable until approximately 320 K, after which the gel viscosity increased strongly. At high shear rates, the gel behaved in a shear thinning manner and was modelled most accurately by the Cross model. At low shear rates, the gel was shear thickening up to its elastic limit, which was found to lie at 0.41 s–1.
KW - Gel propellant
KW - Methyl cellulose
KW - Rheology
KW - Shear rate
KW - Temperature
UR - http://www.scopus.com/inward/record.url?scp=85101270411&partnerID=8YFLogxK
U2 - 10.1590/jatm.v13.1196
DO - 10.1590/jatm.v13.1196
M3 - Article
AN - SCOPUS:85101270411
SN - 1984-9648
VL - 13
SP - 1
EP - 13
JO - Journal of Aerospace Technology and Management
JF - Journal of Aerospace Technology and Management
M1 - e1121
ER -