CA_Lesson_1_A+Model+for+Reaction+Rates Half
Focus Question: How do you determine how fast a reaction is going?
Unit 3 Module 15
Reaction Rate: Change in concentration of a reactant or product per unit of time, expressed as mol/(L.s).
Collision Theory: Atoms, ions, and molecules must collide to react.
Activated Complex: A temporary, unstable arrangement of atoms that may form products or revert to reactants.
Activation Energy: The minimum energy required for reacting particles to form an activated complex, enabling the reaction to proceed.
Energy: The ability to do work or produce heat; exists in two forms: potential energy and kinetic energy.
The Greek letter delta (Δ) indicates a change in quantity.
Equation for Average Rate: Average rate = [C] at t2 - [C] at t1 / (t2 - t1)
Reaction rate measures change in concentration per unit of time, generally expressed as mol/(L·s).
Reaction rates are measured experimentally as concentrations change over time.
Graphically, the progression from reactants to products can be observed.
Reaction: CO (G) + NO2 (G) → CO2 (G) + NO (G)
To monitor reaction rates, calculate production rates with positive values indicating increased concentration.
Problem Statement: In a reaction between butyl chloride (C4H9Cl) and water, [C4H9Cl] decreases from 0.220 M to 0.100 M in 4.00 s. Calculate average rate.
Known Values:
t1 = 0.00 s, t2 = 4.00 s
[C4H9Cl] at t1 = 0.220 M
[C4H9Cl] at t2 = 0.100 M
Rate Calculation: Average reaction rate = (0.100 M - 0.220 M) / (4.00 s - 0.00 s) = -0.0300 mol/(L·s)
Positive value calculated suggests a reasonable decrease in concentration.
States that reactions require collisions between particles with the right orientation and minimum energy to occur successfuly.
Colliding particles must have sufficient kinetic energy and correct orientation to react.
Activation Energy: Minimum energy needed to start a chemical reaction; some reactions require very little (like rusting).
Fast reactions are characterized by low activation energy; slow reactions require high activation energy.
Illustrated by energy changes during reactions with exothermic reactions having lower product energy than reactants, while endothermic reactions have higher product energy.
Catalyst: Substance that accelerates reactions by lowering activation energy but is not consumed.
Inhibitor: Slows down reactions or prevents them from occurring.
Heterogeneous Catalyst: Different physical state than the reaction it catalyzes.
Homogeneous Catalyst: Same physical state as the reaction it catalyzes.
Concentration: Higher concentration increases collision frequency, accelerating reactions.
Surface Area: Increased surface area leads to more effective collisions.
Temperature: Raising temperature increases average kinetic energy, facilitating more collisions with enough energy to surpass the activation energy.
Rate Law: Explains relationship between reaction rates and reactant concentrations at a given temperature.
First-Order Reactions: Rate is directly proportional to one reactant’s concentration.
Overall Reaction Order: Sum of individual orders from rate law.
Instantaneous Rate: Rate at a specific time derived from the rate law and concentrations.
Complex Reaction: Consists of multiple elementary steps, with one rate-determining step being the slowest, limiting overall reaction speed.
Focus Question: How do you determine how fast a reaction is going?
Unit 3 Module 15
Reaction Rate: Change in concentration of a reactant or product per unit of time, expressed as mol/(L.s).
Collision Theory: Atoms, ions, and molecules must collide to react.
Activated Complex: A temporary, unstable arrangement of atoms that may form products or revert to reactants.
Activation Energy: The minimum energy required for reacting particles to form an activated complex, enabling the reaction to proceed.
Energy: The ability to do work or produce heat; exists in two forms: potential energy and kinetic energy.
The Greek letter delta (Δ) indicates a change in quantity.
Equation for Average Rate: Average rate = [C] at t2 - [C] at t1 / (t2 - t1)
Reaction rate measures change in concentration per unit of time, generally expressed as mol/(L·s).
Reaction rates are measured experimentally as concentrations change over time.
Graphically, the progression from reactants to products can be observed.
Reaction: CO (G) + NO2 (G) → CO2 (G) + NO (G)
To monitor reaction rates, calculate production rates with positive values indicating increased concentration.
Problem Statement: In a reaction between butyl chloride (C4H9Cl) and water, [C4H9Cl] decreases from 0.220 M to 0.100 M in 4.00 s. Calculate average rate.
Known Values:
t1 = 0.00 s, t2 = 4.00 s
[C4H9Cl] at t1 = 0.220 M
[C4H9Cl] at t2 = 0.100 M
Rate Calculation: Average reaction rate = (0.100 M - 0.220 M) / (4.00 s - 0.00 s) = -0.0300 mol/(L·s)
Positive value calculated suggests a reasonable decrease in concentration.
States that reactions require collisions between particles with the right orientation and minimum energy to occur successfuly.
Colliding particles must have sufficient kinetic energy and correct orientation to react.
Activation Energy: Minimum energy needed to start a chemical reaction; some reactions require very little (like rusting).
Fast reactions are characterized by low activation energy; slow reactions require high activation energy.
Illustrated by energy changes during reactions with exothermic reactions having lower product energy than reactants, while endothermic reactions have higher product energy.
Catalyst: Substance that accelerates reactions by lowering activation energy but is not consumed.
Inhibitor: Slows down reactions or prevents them from occurring.
Heterogeneous Catalyst: Different physical state than the reaction it catalyzes.
Homogeneous Catalyst: Same physical state as the reaction it catalyzes.
Concentration: Higher concentration increases collision frequency, accelerating reactions.
Surface Area: Increased surface area leads to more effective collisions.
Temperature: Raising temperature increases average kinetic energy, facilitating more collisions with enough energy to surpass the activation energy.
Rate Law: Explains relationship between reaction rates and reactant concentrations at a given temperature.
First-Order Reactions: Rate is directly proportional to one reactant’s concentration.
Overall Reaction Order: Sum of individual orders from rate law.
Instantaneous Rate: Rate at a specific time derived from the rate law and concentrations.
Complex Reaction: Consists of multiple elementary steps, with one rate-determining step being the slowest, limiting overall reaction speed.