Acids and bases Flashcards
Arrhenius Acids
Produce H+ in H20
Arrhenius bases
Produce OH- in H20
Fail of Arrhenius’s theory
- Does not take into consideration the role of solvent
- Cannot explain why substances lacking hydroxide ions, such as NH3, are bases
- Does not describe accurately the H+ state, which does not exist as such in water
Amphoteric substances
Able to act both as acid or base
NH3 and H20 reaction
NH3 acts as the base that accepts H+
H2O acts as the acid that donates H+
Because the N atom of NH3 has a stronger attraction for H+ than oxygen
Lewis’ acid and bases
Acids: Accept an electron pair
Bases: Donate an electron pair
Conjugate acid-base pairs
In any acid-base reaction, there are two conjugate acid-base pair, related by the loss and gain of one H+
Strengths of Acids and Bases
- Weak acids only partially dissociate in water
- Strong acids completely ionizes in aqueous solutions
- Strong bases ( strong electrolytes) are formed from metals of Group 1A and 2A, they dissociate completely in water
- Weak bases ( weak electrolytes), poor acceptors of H+ ions, produce very few ions in solution
Diprotic acids
Acids that have two H+, which dissociate one at a time
Direction of an acidic reaction
As the strength of the acid decreases, the strength of its conjugate base increases.
By comparing their relative strengths, we can determine
the direction of the reaction (to reach equilibrium, the strong acid and strong base react in the direction of the weaker acid and weaker base)
Acid dissociation constant
Used to determine the strength of an acid
When Ka is small, equilibrium lies to the left, favoring the reactants
When Ka is large, equilibrium lies to the right, favoring the products
Base dissociation constant
Kb
- is small, the equilibrium lies to the left, favoring the
reactants.
- is large, the equilibrium lies to the right, favoring the products.
Why can water act either as a base or acid
In water it dissociates in OH- e H30+
Water dissociation constant
Kw
The product of the concentrations of H3O+ and OH−.
Equal to 1.0 ́ 10−14 at 25 °C.
pH scale
Used to describe the acidity of solutions acidic < 7 neutral= 7 basic > 7 pH= - log (H3O+) pH decreases as the [H3O+] increases.