Exam Review Notes
Equilibrium Shifts and Temperature
- If increasing the temperature causes the product concentration to decrease, it means more reactants are being produced.
- The equilibrium shifts to the left, favoring the reverse reaction.
- If increasing temperature favors the reverse reaction, that reaction is endothermic.
Exothermic Reactions
- Burning hydrogen with oxygen to produce water is an exothermic reaction, releasing heat energy.
- Combustion reactions are exothermic.
- Increasing temperature shifts the equilibrium towards the endothermic direction.
Rates of Reaction and Graphs
- Steeper gradients in reaction graphs indicate faster reaction rates.
- In a reaction graph:
- The concentration of reactants decreases.
- The concentration of products increases.
Concentration and Volume
- Concentration is the number of particles within a given volume.
- When comparing concentrations, ensure the volume remains the same.
- If one mole has one black circle, two moles should have two black circles, maintaining the ratio.
Factors Speeding Up Reaction Rates
- Concentration affects reaction rates.
- It's crucial to use precise language, focusing on the frequency of successful collisions.
- Particles can collide without causing a reaction; they might just bounce off.
- In higher concentrations, particles are closer together.
- Increased concentration leads to a higher frequency of successful collisions.
- Particles at higher concentrations possess the same kinetic energy as those at lower concentrations; it's about the number of particles, not the energy of collision.
Moles and Mass
- The total number of moles may change during a reaction, but the mass remains the same (conservation of mass).
- For example, 7, 8, 9 moles can become 10 moles, but the mass stays constant.
Molar Mass and Avogadro's Constant
- Avogadro's constant is used to determine the number of particles.
- First, calculate the number of moles, then multiply by Avogadro's constant to find the number of particles.
- Molar mass is the mass of one mole of a substance, and it varies because each particle has a different mass.
- One mole of any substance contains the same number of particles (Avogadro's number), but their masses differ.
Dependent, Independent, and Controlled Variables
- Independent variable: what you change (e.g., temperature of coffee).
- Dependent variable: what you measure (e.g., temperature change).
- Controlled variables: factors kept constant (e.g., starting temperature, equipment used).
- If the independent variable is the volume of cold cream (3ml, 6ml, 9ml) added to coffee, the temperature of coffee would be dependent variable.
- When using temperature as a control make sure to call out the starting temperature.
- Use the same equipment to minimize heat loss due to surface area.
- Keep constant anything known to affect reaction speed, except the independent variable.
Equilibrium and Le Chatelier's Principle
- Changing concentration, pressure, or adding a catalyst will shift the equilibrium to keep the equilibrium constant (k) value the same.
- Increasing the concentration of a reactant will cause the equilibrium to shift to the right, making more product.
- Reducing the concentration of a product also shifts the equilibrium to the right, as the reaction tries to replenish the removed product.
- To maximize product formation, maintain a constant supply of reactants and continuously remove the product.
Catalysts
- Catalysts reduce the activation energy needed to start a reaction.
Maxwell-Boltzmann Distribution
Particles exceeding the activation energy cause a reaction.
The Maxwell-Boltzmann curve illustrates the distribution of particle energies.
Adding a catalyst lowers the activation energy, allowing more particles to react.
The number of particles doesn't change; the required energy threshold is reduced.
Increasing temperature shifts the graph to the right while maintaining the same total number of particles.
- Increased temperature increases the number of particles exceeding the activation energy.
Decreasing temperature reduces the number of particles exceeding the activation energy.
Most Probable Energy: The energy at the peak of the curve; the energy that the most particles possess.
Average energy is typically to the right of this peak.
These diagrams are qualitative.
Adding a catalyst lowers the activation energy.
The number of reacting particles is always a small fraction of the total particles.
Temperature changes the shape of the energy distribution curve, while catalysts lower the activation energy.
Ionic Equations
- Ionic equations… (topic mentioned but not elaborated)
Spectrometry
- Spectroscopy (infrared, mass, NMR) are methods used to detect substances.
Mass Spectrometry Principles
- Mass spectrometry can be used to identify substances.
Process:
- Ionization: Convert a molecule into an ion (typically by knocking off an electron to create a positive charge).
- Methods include electrospray ionization.
- Acceleration: Accelerate the ions in a machine.
- Deflection: Ions deflect based on their mass; lighter ions deflect more, heavier ions deflect less.
- Detection: Calculate the speed at which ions reach a detector to estimate their mass.
Output:
- The output is a graph showing the mass of the substance.
- Molecular Ion: Represents the mass of the intact molecule, which usually has the highest mass.
- Fragmentation: Breaking the molecule into smaller pieces to determine its components.
Fragmentation Analysis:
Fragments indicate the components of the molecule (e.g., CH3^+, CH2^+, COOH^+.
For example, fragments with masses of 15, 14, and 45 may appear, corresponding to these fragments.
Fragmentation helps identify functional groups; for example, a fragment with mass 45 suggests the presence of C=O-H.
By piecing together the fragments, you can deduce the structure of the unknown substance.
Mass spectrometry allows for the identification of unknown substances through analysis of their fragmentation patterns.
The molecular ion is very important as it tells you the molecular mass.
Given fragments and the elements composing the compound, one can deduce its structure.
The kinetic energy equation (KE = frac{1}{2}mv^2) is utilized.
Each particle receives the same kinetic energy but has different velocities based on its mass, allowing for mass calculation.
The velocity can be used to calculate the mass of the iron.
Avogadro's constant is then used to calculate the mass of individual particles