2020
DOI: 10.1002/essoar.10504763.1
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On the form drag coefficient under ridged ice: Laboratory experiments and numerical simulations from ideal scaling to real ice conditions

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“…While used as fitting parameters here, c f and c k should be reflective of the individual geometries of the floe edges and keels. For example, the value of c k = 0.4 found with this method corresponds to a keel slope angle of 19.6° based on the fit to experimental results by Zu et al (2020) (noting that their definition of C k introduces a factor of π/2 difference in values of c k compared to this study), which is close to the mean keel slope of first year ridges of α k = 26.6° found by Timco and Burden (1997), and the value of α k = 22° used in the parameterization by Tsamados et al (2014).…”
Section: Implementing Model Parameterization Schemesmentioning
confidence: 97%
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“…While used as fitting parameters here, c f and c k should be reflective of the individual geometries of the floe edges and keels. For example, the value of c k = 0.4 found with this method corresponds to a keel slope angle of 19.6° based on the fit to experimental results by Zu et al (2020) (noting that their definition of C k introduces a factor of π/2 difference in values of c k compared to this study), which is close to the mean keel slope of first year ridges of α k = 26.6° found by Timco and Burden (1997), and the value of α k = 22° used in the parameterization by Tsamados et al (2014).…”
Section: Implementing Model Parameterization Schemesmentioning
confidence: 97%
“…There are a number of changes between the schemes (see Table 2), however, most of the improvement is made by simply choosing more appropriate values of the coefficients of resistance c f and c k . While those are chosen here with a slightly ad hoc fitting method (using multiple linear regression; see Section 3.4), determining appropriate ranges for these values is a subject of ongoing research (e.g., Zu et al, 2020). In addition to these coefficients, the parameterization schemes tested include a number of other constants whose values are not fully constrained that could be used to tune the modeled drag coefficients: c s , s l , z 0w , z 0i , m w .…”
Section: Recommendations For Model Developmentmentioning
confidence: 99%