Table 1.

Multiple linear regression: effects of stride frequency and stride length on speed

ConditionCoefficient of correlationβ stride frequencyβ stride length
P25 (N=29) R2=0.79; P<0.01 0.70; P<0.01 0.52; P<0.01 
P15 (N=22) R2=0.81; P<0.01 0.60; P<0.01 0.54; P<0.01 
P12 (N=26) R2=0.89; P<0.01 0.13; P=0.24 0.85; P<0.01 
Control (N=21) R2=0.92; P<0.01 0.32; P<0.01 0.70; P<0.01 
ConditionCoefficient of correlationβ stride frequencyβ stride length
P25 (N=29) R2=0.79; P<0.01 0.70; P<0.01 0.52; P<0.01 
P15 (N=22) R2=0.81; P<0.01 0.60; P<0.01 0.54; P<0.01 
P12 (N=26) R2=0.89; P<0.01 0.13; P=0.24 0.85; P<0.01 
Control (N=21) R2=0.92; P<0.01 0.32; P<0.01 0.70; P<0.01 

Stride frequency and stride length were taken as the independent variables,walking speed as the dependent variable

β stride frequency and β stride length are the standardized coefficient of correlation for stride frequency and stride length,respectively. Significant values are in bold print

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