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In addition to the revision notes for Fluids. Density of Fluids on this page, you can also access the following Density and Pressure learning resources for Fluids. Density of Fluids
Tutorial ID | Title | Tutorial | Video Tutorial | Revision Notes | Revision Questions | |
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9.2 | Fluids. Density of Fluids |
In these revision notes for Fluids. Density of Fluids, we cover the following key points:
All objects are made up by tiny particles called atoms. They are the 'building blocks" of matter.
Matter is described as a "physical substance in general, which occupies space and possesses rest mass, especially as distinct from energy."
Matter can exist in three stable states in nature. They are:
"Fluid" is described as "something able to flow easily". In this regard, only liquids and gases qualify to belong in this category as they can flow easily.
By definition, "Volume, V, is the amount of space an object occupies."
On the other hand, "Density is the mass of a substance in the unit of volume."
In formulae, we express the density by the letter 'ρ' (rho), the mass by 'm' and the volume by 'V'. Therefore, the equation of density becomes
Obviously, the SI unit of density is [kg/m3] as mass is measured in [kg] and volume in [m3]. However, in many cases, especially when dealing with small amounts of matter, we often use another unit to express density. It is gram per cubic centimetre, i.e. [g/cm3]. The conversion factor between these two units is as follows:
The units of volume change 1000 by 1000. Therefore, to ease calculations and conversions, an auxiliary unit of volume known as "Litre, L" is introduced. Litre is used only in fluids, i.e. to express the volume of liquids and gases. Litre is numerically equal to cubic decimetre (1 L = 1 dm3) but it offers an important advantage compared to standard SI units of volume: its multiples and sub-multiples change 10 by 10 instead of 1000 by 1000.
To calculate the density of a gas, we simply divide its mass with the volume of the whole container as gases fill up all the space of the closed container in which they are.
In most cases, materials we use in daily life are not made of pure substances but by mixing two or more substances. Therefore, we are often required to calculate the density of a mixture instead of that of a pure substance. To calculate the density of a mixture, we use the formula
Thus, for two substances (1) and (2), we can write
For three substances (1), (2) and (3), we can write
and so on.
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