[PDF][PDF] Some properties of human fetal and maternal blood
RC Darling, CA Smith, E Asmussen… - The Journal of …, 1941 - Am Soc Clin Investig
RC Darling, CA Smith, E Asmussen, FM Cohen
The Journal of Clinical Investigation, 1941•Am Soc Clin Investigagainst log P02, the curve has been found to approximate a straight line, the slope of which
has the same significance as the shape observed in the arithmetic curve and of which the
intercept of either axis measures the lateral displacement. The Hill-Barcroft empirical
equation describes mathematically this type of relationship; so, from the logarithmic graph of
a given blood the constants of the equation can be easily determined and used to describe
the characteristics of the dissociation curve. The usual form of the equation is
has the same significance as the shape observed in the arithmetic curve and of which the
intercept of either axis measures the lateral displacement. The Hill-Barcroft empirical
equation describes mathematically this type of relationship; so, from the logarithmic graph of
a given blood the constants of the equation can be easily determined and used to describe
the characteristics of the dissociation curve. The usual form of the equation is
against log P02, the curve has been found to approximate a straight line, the slope of which has the same significance as the shape observed in the arithmetic curve and of which the intercept of either axis measures the lateral displacement. The Hill-Barcroft empirical equation describes mathematically this type of relationship; so, from the logarithmic graph of a given blood the constants of the equation can be easily determined and used to describe the characteristics of the dissociation curve. The usual form of the equation is
The Journal of Clinical Investigation