Chapter 9 - Phases of Matter Flashcards
Equation for density
ρ = m / V
Define density
It is mass per unit volume
Relationship between densities and spacing of molecules
- The spacing of molecules is about ten times
greater in gases than in liquid - The spacing of molecules depends on 1/3√ρ
State the evidence for the assumption that there are significant forces of attraction between molecules in the solid state
Solid has a fixed volume and a fixed shape
State the evidence for molecules in solids and liquids having approximately the same separation
Density of solids and liquids are about the same
Explain how densities of solids, liquids and gases may be related to the spacing of their molecules
- The density of liquids and solids are similar
- Thus, the spacing for both are about the same
- But, the density of gases is much lower
- Hence, the spacing is much more
State the evidence for the strong rigid forces between molecules in solids
Strong: Fixed volume
Rigid: Little deformation
Equation for separation of molecules
√(atoms)
3√(molecules)
Arrangement of atoms in metals
Regular arrangement of atoms
Arrangement of atoms in polymers
Long chains of atoms
Arrangement of atoms in amorphous solids
Irregular arrangement of atoms
Structure of crystalline solids
Particles/atoms are arranged in a regular and orderly repeating pattern throughout its lattice structure
Structure of polymers
Polymers are chains of monomers, sometimes cross-linking between chains. Each chain consists ‘units’ that repeat themselves
Structure of amorphous materials
Amorphous materials have a short-range order of particles and are irregularly arranged
Latex is a polymeric material. Describe its properties
Latex is soft and not strong. Its elastic limit is easily exceeded
Suggest how creating cross-links between molecules changes properties of latex
The latex becomes more stronger and its elastic limit is much higher
Water is assumed to be incompressible. Justify by reference to this equation: Δp = 2.2 × 10^9 (ΔV/V)
If Δp is very large, ΔV is very small. Hence, water is incompressible
Similarity between the processes of evaporation and boiling
Both processes are the phase change of liquid to gas which requires thermal energy to maintain a constant temperature
2 differences between the processes of evaporation and boiling
- Evaporation takes place only at the surface of the
liquid whilst boiling takes place throughout the
liquid. - Evaporation occurs at any temperature whilst
boiling occurs at a fixed temperature
Derive an expression for the pressure p
p = F / A = W / A = mg / A ; m = Ahρ = (Ahρ)/A = hρg
Kinetic model of gas
- Elastic collisions
2. Molecules are in a random motion
Use the kinetic model of gas and Newton’s laws of motion to explain how a gas exerts a pressure on the sides of its container
- Molecules collide with the walls
- The change in momentum of molecules implies
force on the molecules - Molecules then exert equal and opposite forces
on the wall - Gas pressure is the result of many collisions of
the gas molecules
Explain gas pressure
- Gases exert pressure on its container through the
many collisions of their molecules on the walls of
the container - Pressure is the average rate of change of
momentum of the molecules upon hitting the
walls - It is due to the force acting on the walls by the
molecules
State the evidence for the assumption that the forces of attraction between molecules in a gas are negligible
Gas fills any space into which it is put
Explain what is Brownian motion
Brownian motion is the random movement of smoke particles
Describe apparatus that demonstrates Brownian motion
- Smoke cell filled with smoke is covered with
glass cover-slip - The cell is lit from the side, and the microscope is
used to to view the smoke particles
Observations made from Brownian motion’s experiment
Specks of light seem to be moving in a random motion
Properties of gas molecules
- Continuous motion of smoke particles indicates
the continuous motion of molecules - Random motion of particles implies random
motion of molecules
Why Brownian motion provides evidence for the movement of molecules, according to the kinetic theory of gases?
- Motion is due to the unequal collision rates on
different faces - This is due to the random movement of the gas
molecules
What would be observed when larger smoke particles are viewed?
Randomness of collisions would be ‘averaged out’. So, there is less movement
Why the Brownian motion of such large particles is undetectable?
Since the particles are more massive, collisions will only cause small movements
Suggest why a hard ball thrown at a glass window is more likely to break the glass window than the glass window
- If hard, ball doesn’t deform much
- Hence, all of the kinetic energy is converted to strain energy
- If soft, the kinetic energy becomes strain energy of the ball and the window
State how it is known that the pressure at the base of the column of water in a manometer is the same as the pressure at the base of the column of oil
The pressure is the same at the surface of the Mercury because it is at the same horizontal level