KINETICS Flashcards

1
Q

Describe molecular motion in a solid

A

vibration about mean lattice position

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2
Q

IDEAL GAS eqn

A

PV=nRT

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3
Q

Describe molecular motion in a gas

A

constant, rapid, straight line motion, colliding frequently

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4
Q

Describe gaseous collisions

A

ELASTIC - no kinetic energy is lost/gained

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5
Q

A typical gas at 1 atm & 25 C consists of molecules travelling at __m/s and a collision occurs within _ ns

A

500

1

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6
Q

Viscosity ____ as temp. _____ due to ____ ______ energy

A

Viscosity decreases as temp. increases due to more kinetic energy

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7
Q

Ions move through solvent by application of ____ ______

A

Ions move through solvent by application of potential difference

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8
Q

RANDOM WALK MODEL

A

describes diffusion:

A force which represents the spontaneous tendency of molecules to disperse to a situation of greater disorder (entropy)

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9
Q

Fick’s Law

A

Diffusion is greater with a steeper concentration gradient.

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10
Q

Potential energy

A

molecular energy due to position

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11
Q

Kinetic energy

A

energy due to motion

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12
Q

how is kinetic energy distributed (motions)?

A

Rotation
Translation
Vibration

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13
Q

Rate of reaction depends on

A

COLLISION FREQUENCY
Fraction with sufficient energy
Fraction with correct ORIENTATION

Physical state: SAME PHASE reactants
Conc (collision freq)
Temp. (kinetic E)
Catalysts (Ea)

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14
Q

State general rate law

A

rate = k[A]n[B]m

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15
Q

Arrhenius equation

A

k=Ae(^Ea/RT)

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16
Q

State 3 ways how catalysts work

A

Activate reactant TM chemistry
Stabilise transition state
Different reaction mechanism

17
Q

3 ways to measure rate

A

gaseous
spectrophotometric
conductivity

18
Q

KINETICS

A

study of rates of reactions

19
Q

ORDER of reaction

A

sum of exponents of concs in rate law

20
Q

first order differential rate law

A

rate = k[A]

21
Q

first order RDS

A

Carbocation formation

Only alkyl dependent

22
Q

first order integrated rate law

A

ln[A] = ln[A]0 - kt

23
Q

Sketch a ln conc-time graph

A

SLOPE = -k

24
Q

First order half life

A

t(1/2) = 0.693/k