Book: Key Terms: Ch. 19 Flashcards

1
Q

acid-base buffer

A

A solution that lessens the impact on its pH of the addition of acid or base.

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2
Q

acid-base titration curve

A

A plot of pH vs. volume of titrant added.

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3
Q

buffer capacity

A

A measure of the strength of a buffer. In absolute concentrations, the more concentrated the buffer components, the greater the capacity. In terms of relative concentrations, the closer the component concentrates are to each other, the greater the capacity.

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4
Q

buffer range

A

The pH range over which the buffer is effective and is also related to the relative buffer-component concentrations. In general, buffers have a usable range within ±1 pH unit of the pK_a of the acid component.

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5
Q

common-ion effect

A

The common-ion effect occurs when a given ion is added to an equilibrium mixture that already contains that ion, and the position of equilibrium shifts from forming it.

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6
Q

complex ion

A

A central metal ion covalently bonded to two or more anions or molecules, called ligands.

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7
Q

equivalence point

A

Occurs when the number of moles of added OH- equals the number of moles of H3O+ originally present. At this point, the solution is neutral.

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8
Q

Henderson-Hasselbaltch equation

A

pH = pK_a + log ( [base] / [acid])

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9
Q

formation constant K_f

A

K_f is the equilibrium constant expression for the following reaction of complex ions and ligands in water:
X (H2O) + Y ⇌ XY + H2O

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10
Q

ligand

A

Ionic ligands are what complex ions bond to; examples of ionic ligands include hydroxide, chloride, and cyanide, while molecular ligands include water, carbon, monoxide, and ammonia.

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11
Q

selective precipitation

A

In this process, a solution of one precipitating ion is added to a solution of two ionic compounds until the Q_sp of the more soluble compound is almost equal to its K_sp. As a result the max amount of the less soluble compound precipitates, but none of the more soluble compound does.

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12
Q

solubility-product constant K_sp

A

For a slightly soluble compound M_p X_q composed of the ions M(n+) and X(z-), the ion-product expression at equilibrium is Q_sp = [M(n+)]^p [X(z-)]^q = K_sp

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