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The second relation concerns the spacing between vibrational energy levels: the vibrational energy levels of an isotopically heavier molecule lie closer together.
A second relation expresses the continuity of mass i.e., if M is the mass of matter within a sphere of radius r, the mass added, ΔM, when encountering an increase in distance Δr through a shell of volume 4πr2Δr, equals the volume of the shell multiplied by the density, ρ.
The second relation has a similar proof.
Second, relation of these words are mined.
Let us now consider the second relation in (19).
From the second relation in, we obtain that (3.17).
Similar(31)
Second, relations between RefSeq and Ensembl entries are calculated.
A third relation, termed the equation of state, expresses an explicit relation between the temperature, density, and pressure of a star's internal matter.
So, the first relation of (3.4) holds.
The first relation immediately follows from (10.1) with Definition 8.1.
Again: entity was a first, relation was a second, and representation was a third.
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