8.1Fluids
Internal Structure and Density — AP PHYSICS 1 Revision Notes & Topical Questions
5 min read 9 parts Lesson 2 of 14 1 quiz
Lesson summary
8.1 Internal Structure and Density — AP PHYSICS 1 notes: Describe the properties of a fluid, its internal structure and its density.Fluid = a substance with no fixed shape that can flow; liquids and gases are fluids.Liquids — particles weakly bonded, close together, able to move …
- Solids versus fluids
- Incompressible
- No viscosity
- Steady flow
- Real fluids
- Bulk properties
Section 1 of 9What a fluid is
Fluid
Fluid a substance with no fixed shape that can flow; liquids and gases are fluids.
Liquids
- Liquids particles weakly bonded, close together, able to move past each other, nearly incompressible;
- they fill the base of a container.
Gases
- Gases particles not bound, far apart and moving freely;
- they are easily compressed and fill a container completely.
Solids versus fluids
- Solids versus fluids differences arise from the interactions between atoms and molecules.
Section 2 of 9Ideal fluid
1Incompressible
- Incompressible constant density, so a force on one region is exerted on other regions.
2No viscosity
- No viscosity no internal friction, so resistive forces are ignored in flow.
3Steady flow
- Steady flow without turbulence.
4Real fluids
- Real fluids have viscosity and may be compressible;
- AP Physics 1 models fluids as ideal unless told otherwise.
5Bulk properties
- Bulk properties a fluid can be modelled using density and pressure.
Section 3 of 9Density
Density
ρ = m/V
What the symbols mean: ρ = density (kg m−3 or g cm−3) · m = mass (kg) · V = volume (m3)
- mass per unit volume, in kg/m3 (1 g/cm3 = 1000 kg/m3).
Typical values
- Typical values water about 1000 kg/m3, air at sea level about 1.2 kg/m3.
Property of material
- Property of material at a given temperature and pressure, not of the sample size.
Closer particles
- Closer particles higher density; gases have very low density.
Average density
- Average density total mass divided by total volume; it decides whether an object floats.
- (a steel ship floats because steel plus air is less dense than water)
Section 4 of 9Densities of materials
| Material | Density (g/cm3) | In water |
|---|---|---|
| Cork | 0.24 | Floats |
| Ice | 0.92 | Floats |
| Oil | 0.9 | Floats |
| Water | 1.00 | Reference |
| Aluminium | 2.7 | Sinks |
| Iron | 7.9 | Sinks |
| Gold | 19.3 | Sinks |
Section 5 of 9Measuring density of a regular object
1
Place the object on a digital balance and note its mass.
2
Measure the dimensions with a ruler, callipers or micrometer.
3
Repeat and average the readings.
4
Calculate the volume with a formula for the shape.
5
Substitute mass and volume into ρ = m/V.
Section 6 of 9Measuring density of an irregular object
1
Measure the mass of the object with a balance.
2
Fill a displacement (eureka) can with water just below the spout and place an empty measuring cylinder under it.
3
Lower the object carefully into the can.
4
Measure the volume of displaced water, equal to the object's volume.
5
Repeat and average, then calculate ρ = m/V in kg/m3.
Section 7 of 9More from the specification
More from the specification
Density measurement at variable depth
- Density measurement at variable depth evaluating liquid hydrostatic column pressure at known vertical depth provides a direct physical means to determine density.
Gauge pressure
- Pressure above atmospheric, ρgh.
Absolute pressure
- Total pressure, P0 + ρgh.
Perpendicular
- At right angles.
Component
- Part of a vector along one axis.
Section 8 of 9Key terms
| Term | Meaning |
|---|---|
| Fluid | Substance with no fixed shape that can flow. |
| Density | Mass per unit volume. |
| Ideal fluid | Incompressible fluid with no viscosity. |
| Displacement method | Finding volume of an irregular object by the water it displaces. |
| Eureka can | Overflow can used for displacement. |
Section 9 of 9Exam technique
1
Thinking density depends on the size of the sample.
2
Forgetting to convert g/cm3 to kg/m3.
3
Treating real fluids as ideal without being told.
4
Saying heavy objects always sink — it is the average density that decides.
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