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Compare and contrast the phase diagrams of water and carbon dioxide. Why doesn’t CO2have a normal melting pointand a normal boiling point, whereas water does? Theslopes of the solid/liquid lines in the phase diagrams of H2O andCO2 are different. What do the slopes of the solid/liquid lines indicate in terms of the relative densities of the solid and liquid states for each substance? Howdo the melting points of role="math" localid="1663781921156" H2Oand CO2depend on pressure? How do the boiling points of H2OandCO2 depend on pressure? Rationalize why the critical temperature forH2O is greater than that forCO2.

Short Answer

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In this case, we will be differentiating the physical properties of CO2 and water using a phase diagram.

Step by step solution

01

Step 1:Triple point of carbon dioxide 

Carbon dioxide has a triple point of 56.60Cand 5.1 atm temperature and pressure, respectively, while water has 00Cand 0.00604 atm.

At normal boiling point (1atm), CO2does not exist at 1atm; when temperature increases, theCO2 (ice) as in the solid phase, directlysublimes into the gas at the temperature of-78.5°C . ForCO2 , the slope of the solid-liquid equilibrium line is positive; as pressure rises, the CO2 converts into liquid from solid. Hence, the melting point of CO2 increases. The slope of the solid/liquid line ofCO2 ispositive,while water isnegative. The density of CO2(ice) rises as the pressure increases while in water. Also, as the pressure increases, the liquid phase transforms into the solid phase. Therefore, the density of ice is lower than the density of water.

The liquid phase is denser than the solid phase.

02

The melting points of H2O and CO2 depend on pressure

The melting point of ice and water depends on thepressure. In water, as pressure rises, the solid form starts to melt into the liquid because theslope is negative in the graph. If you raise the temperature at a constant 0.00604 atm, the ice does not melt, and the solid sublimes into water vapor.

03

The boiling points of H2O and  CO2 

The boiling point of ice and water depends on the pressure. From the phase diagram, we conclude that at constant pressure, as the temperature of CO2 (ice) increases, the solid phase directly sublimes into the gas phase. In the case of water, as the pressure is constant, the rising temperature indicates the solid converts into the liquid phase.

The critical temperature (CP) is defined as the temperature at which the vapor cannot be converted into the liquid phase, whatever the pressure will be.

The CP depends upon the intermolecular forces between the molecules. The water has high intermolecular forces, which means hydrogen bonding, but CO2 exhibits London dispersion forces.

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Most popular questions from this chapter

Aluminum has an atomic radius of 143 pm and forms a solid with a cubic closest packed structure. Calculate the density of solid aluminum in g/cm3.

In each of the following groups of substances, pick the one that has the given property. Justify each answer.

a. highest boiling point: CCI4, CF4, CBr4

b. lowest freezing point: LiF, F2, HCI

c. lowest vapor pressure at 25oC : CH3OCH3, CH3CH2OH, CH3CH2CH3

d. greatest viscosity: H2S, HF, or H2O2

e. greatest heat of vaporization: H2CO, CH3CH3, CH4

f. smallest enthalpy of fusion: I2, CsBr, or CaO.

Like most substances, bromine exists in one of the threetypical phases. Br2 has a normal melting point of -7.20Cand a normal boiling point of 59C. The triple point foris and 40 torrs, and the critical point is and 100 atm. Using this information, sketch a phase diagram for bromine indicating the points described above. Based on your phase diagram, order the three phases from least dense to most dense. What are the stable phase of Br2 at room temperature and 1 atm? Under what temperature conditions can liquid bromine never exist? What phase changes occur as the temperature of a sample of bromine at 0.10 atm is increased from-500C to 2000C ?

What is closest packing? What is the difference between hexagonal closest packing and cubic closest packing? What is the unit cell for each closest packing arrangement?

Consider a perfectly insulated and sealed container. Determine the minimum volume of a container such that a gallon of water at will evaporate completely. If the container is a cube, determine the dimensions in feet. Assume the density of water is0.998g/cm3.

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