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A 10°C temperature rise accelerates reaction rates by 3 to 4 times because higher temperatures increase molecular kinetic energy. Molecules move faster and collide more frequently with greater force. Since only the rate constant in the rate law varies with temperature, elevated thermal energy directly increases both collision frequency and the fraction of collisions with sufficient energy to overcome the activation energy barrier, dramatically accelerating the reaction.

The Arrhenius equation, k = Ae−Ea/RT, quantifies how temperature influences the rate constant through two components: the frequency factor A and the exponential term representing activation energy. This equation encapsulates collision theory by showing that temperature affects both collision frequency and the fraction of molecules with sufficient energy to react. It demonstrates why even small temperature increases produce large rate increases, especially for reactions with high activation energies.

According to collision theory, reacting molecules must collide with correct orientation and sufficient kinetic energy to form products. The collision frequency represents the number of molecular collisions per unit time, while the orientation factor describes the probability of favorable collision geometry. Only collisions exceeding the activation energy barrier allow molecules to form a transition state, an unstable high-energy intermediate that decays into stable products with lower total energy.

Activation energy is the minimum energy required for reactant molecules to form an activated complex during collision. If activation energy is much larger than average molecular kinetic energy, few molecules possess sufficient energy and reactions proceed slowly. Conversely, if activation energy is much smaller than average kinetic energy, a large fraction of molecules can react, and the reaction proceeds rapidly. Temperature directly affects how many molecules exceed this energy threshold.

When molecules collide with adequate energy and correct orientation, they form a short-lived, unstable species called the transition state or activated complex. This high-energy intermediate is formed as bonds bend, stretch, or break during the collision. The activated complex then rapidly decays, releasing energy to form stable products whose total energy is lower than the reactants. This process represents the conversion of reactants to products through a temporary high-energy state.

Both components increase with temperature. The frequency factor reflects collision frequency and orientation probability; higher temperatures increase molecular motion, raising collision rates. The exponential factor, e−Ea/RT, represents the fraction of successful collisions; elevated temperatures increase the proportion of molecules with kinetic energy exceeding the activation energy. Together, these temperature-dependent terms explain why reaction rates increase exponentially rather than linearly with temperature.

Reaction diagrams show energy changes as reactants convert to products, displaying the activation energy as the energy difference between reactants and the transition state. A lower activation energy means a larger fraction of molecules possess sufficient energy to react at any given temperature, resulting in faster reaction rates. The diagram also shows enthalpy change; exothermic reactions release energy, while the activation energy barrier determines how quickly this process occurs regardless of whether the reaction is favorable.