Dry density (DD) is related to the moisture content (MC) using the following:
DD = DB / (1+MC)
Where DB is the bulk density of the material.
In simple terms, if flux density increases, then field strength increases and vice versa. The flux density is equivalent to field strength times with a variable.
You can figure out the dry density by dividing the wet density by (1+moisture content), with the moisture content in decimal form. So 130 / (1 + 0.19) = 109.24.
With increase in temperature , the density of fluids decreases and their vapour pressure increases. There's no direct relationship for temp-density of HYdrocarbons. But temperature and density are inversely proportional and the constant of proportionality varies from fluid to fluid. For hydrocarbons that constant can be calculated keeping in mind its VP, boiling point at ambient conditions and its constituents.
the natural frequency of a system involves a equation relating mass and stiffness i.e f=1/2pi root of k/m where f : frequency k :stiffness m:mass mass is nothing but density*volume from the relation density = mass/volume another relation may be from the basic force equation f=-k*x we know f=m*a substuting for f we get m*a=-k*x
Bulk density is the dry mass of the solids (M sub t) / total volume (V sub t) Particle density is bulk density (P sub b) / 1 minus total porosity (1-theta).
There is not any simple relationship between density of an alloy and its gold contents. Consequently a measurement af a gold bullion`s density is not used for assaying the gold contents. Pure gold having a density of 18,3 can be alloyed with Platinum(more expensive) to raise density of the ingot above 20. It may also be alloyed with aluminum (God forbid) to bring down the density.
The relationship between density and temperature is linear. In a thermal expansion, density will decrease and temperature increases and vice versa.
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the relation between relative density and density is that relative density of a substance is its density itself without its unit.
Mass and volume.
Density describes the relationship between the mass and volume of a substance. It is calculated by dividing the mass of an object by its volume.
The relationship between CO2 density and air in the atmosphere is that as the concentration of CO2 increases, it can contribute to the overall density of the air. This can impact the Earth's climate and lead to global warming.
The relationship between fluid density and pressure can be described by the hydrostatic equation, which states that pressure in a fluid increases with increasing fluid density. This relationship is important in understanding how pressure changes with depth in a fluid column, such as in the ocean or in a container.
Dividing the mass by the volume results in the density.
Density is Mass divided by volume. The formula is D=M/V.