One of the main areas of application for laboratory balances is determining densities, e.g. determining the specific weight of liquids and solids. To do this you will need a highly accurate precision balance and a density set.
It is particularly convenient if the balance can calculate and display the density right away. It has become apparent that by means of weigting when in the process of etermining the density of liquids and solids according to
the buoyancy method particularly accurate results can be obtained (Archimedes’ principle).
a) Density determination of liquids: By means of measuring the buoyancy with a glass plummet with known volume immersed in the liquid to be measured
b) Density determination of solid bodies: The sample is weighed once in air (A) and then in an auxiliary liquid of known density (B). The density of the solid (ρ) is calculated as follows:
ρ = A/(A-B) × ρ0
ρ = Density of sample
A = Weight of sample in air
B = Weight of sample in auxiliary liquid
ρ
0 = Density of the auxiliary liquid
Applications:
a) Pre-packaged goods control, whenever a product is sold according to its volume [cm3]. This volume is calculated with weight [g] : density [g/cm3].
b) Materials analysis
c) Density of porous materials