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The term "proportionality constant" is correct and can be used in written English.
It is often used in mathematical and scientific contexts to refer to a factor that determines the relationship between two quantities that are directly proportional to each other. Example: In the equation F = kx, k is the proportionality constant between the force (F) exerted on an object and its displacement (x).
Exact(59)
The proportionality constant is called the thermal conductivity.
The proportionality constant showed an Arrhenius temperature dependence.
This behaviour is represented by Ohm's law: The proportionality constant σJ is the conductivity of the material.
The proportionality constant is the coefficient of elasticity Ye, also called Young's modulus for the English physicist Thomas Young.
Here k is the proportionality constant, equal to 1/4πε0 (ε0 being the permittivity of free space).
In this case the absorbance data can be used, if the proportionality constant is known, for standardless analysis.
Here, we extend such heuristic arguments by providing a clear mathematical definition of the proportionality constant.
Nth represents the thermal noise and is chosen to be linear with the pump power (Nth=σ·Wp(mW), with σ the proportionality constant and Wp the pump power).
The height equivalent to a theoretical plate, as discussed above, is defined as the proportionality constant relating the standard deviation and the distance traveled.
It was shown that the dynamic burst pressure, Pburst, was higher than Pstat with a proportionality constant of 1.37.
The proportionality constant was found to be 0.38, based on predictions obtained using the commercial code CFX.
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