Examples of 'are dimensionless' in a sentence
Meaning of "are dimensionless"
are dimensionless - This phrase is used in scientific or mathematical contexts to describe quantities or parameters that do not have physical units or dimensions
How to use "are dimensionless" in a sentence
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are dimensionless
Note that in general activity coefficients are dimensionless.
All other quantities are dimensionless unless shown otherwise.
Note that activities and equilibrium constants are dimensionless numbers.
All numbers are dimensionless quantities.
Other measures of dispersion are dimensionless.
Where and are dimensionless parameters.
Practical salinity units are dimensionless.
Pixels are dimensionless units.
This quotient is itself a function of fundamental constants that are dimensionless numbers.
The elements of the strain tensor ε are dimensionless displacements divided by distances.
BEFs are dimensionless since they convert between units of weight.
Melt flow ratios are dimensionless.
They are dimensionless numbers.
Those top three sephiroth and the Absolute are dimensionless.
Angles expressed in radians are dimensionless for the purposes of dimensional analysis.
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We could describe the laws of nature, entirely, by using solely constants that are dimensionless.
Both are dimensionless quantities.
Both left and right sides of the MEE are dimensionless quantities.
Characteristic numbers are dimensionless numbers used in fluid dynamics to describe a character of the flow.
Both Dean numbers and Reynolds numbers are dimensionless numbers.
Both are dimensionless volume / volume ratios.
Some embodiments use scaling in the numerical calculations, so that the quantities involved are dimensionless.
The other two coefficients are dimensionless and do not change at all.
AAmplitude values are given in µm, while the gain values are dimensionless.
Additionally, there are dimensionless derived units.
The measurements are made at 35°C and the units are dimensionless.
Poisson 's ratios are dimensionless quantities.
Percentages are dimensionless quantities, since they are ratios of two quantities with the same dimensions.
As an example, quantities that are dimensionless in one system may have dimension in another.
But there are dimensionless constants, i.e. they are independent of units.
In the graph the shown stresses are dimensionless since they are related to a reference . stress.
The x / c values are dimensionless locations on the blade chord line 22.
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It is a dimensionless number so it has no associated unit of measurement
Note that in general activity coefficients are dimensionless
There are many dimensionless numbers in fluid mechanics
