Chapter 37 Complex Reaction Mechanism Engel & Reid.
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Transcript of Chapter 37 Complex Reaction Mechanism Engel & Reid.
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Chapter 37Chapter 37
Complex Reaction Complex Reaction MechanismMechanism
Engel & Reid
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Figure 37.1
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Figure 37.2
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Figure 37.3
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37.4 Catalysis
SCP
CPSC
SCCS
2
2
1
1
kdt
d
k
k
k
m
22
1
21
21
1
211
CSSC
P
) (CSCS
SC
0SCSCCSSC
ionapproximat state-steady
K
kk
dt
d
k
kkK
Kkk
k
kkkdt
d
mm
Catalysis
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37.4 Catalysis
0SCPCSSCPSC
SCCPSCSCSSC
CSSC Since
SCCCSCCC
PSCSSPSCSS
20000
00
00
00
m
m
m
K
K
K
Two assumptions :
1. [SC] is small, [SC]2 can be neglected
2. At early stage of the reaction [P] can be neglected
m
m
K
k
dt
dR
K
00
0020
00
00
CS
CSP
CS
CSSC
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37.4 Catalysis
max020
0
020020
0
0
0020
C
SWhen
C
1
S
1
C
1
SWhen
S
CS
RkR
K
kk
K
R
K
K
kR
m
m
m
m
Case 1: [C]0<<[S]0
Case 2: [C]0>>[S]0
mK
kR
0
0020 C
CS
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Figure 37.4a
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Figure 37.4b
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Figure 37.6
1 2
10 0
2 0 00
0
0 2 max0 0
0 max max 0
Michaelis-Menten rate law
: Michaelis constant
When S
Lineweaver-Burk equation
1 1 1
k k
k
mm
m
m
E S ES E P S E
k S ER K
S K
K R k E R
K
R R R S
Michaelis-Menten Enzyme Kinetics
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Example Problem 37.1DeVoe and Kistiakowsky [J. American Chemical Society 83 (1961), 274] studied the kinetics of CO2 hydration catalyzed by the enzyme carbonic anhydrase:
CO2 + H2O HCO3-1
In this traction, CO2 is converted to bicarbonate ion. Bicarbonate is transported in the bloodstream and converted back to CO2, in the lungs, a reaction that is also catalyzed by carbonic anhydrase. The following initial reaction rates for the hydration reaction were obtained for an initial enzyme concentration 0f 2.3 nM and temperature of 0.5 oC:
Determine Km and k2 for the enzyme at this temperature.
37.4 Catalysis
Rate (M s-1) [CO2] (mM)
2.7810-5 1.25
5.0010-5 2.5
8.3310-5 5.0
1.6710-4 20.0
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-1 4 -1max
max
4 -15 1max
2 9
0
4 -1m max
max
1Intercept= =4000 M 2.5 10 M s
2.5 10 M s1.1 10
2.3 10 M
Slope= =40 s slope 40s 2.5 10 M s 10mMm
RR
Rk s
E
KK R
R
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Figure 37.7
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Figure 37.8a
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Figure 37.8b
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Figure 37.9
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Figure 37.10
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Figure 37.11
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Figure 37.12
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Figure 37.13
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37.8 Photochemistry37.8.1 Photophysical Processes Figure 37.14
Figure 37.14
A Joblonski diagram depicting various photo-physical processes, where S0 is the ground electronic singlet state, S1 is he first excited singlet state, and T1is the first excited triplet state. Radiative processes are indicated by the straight lines. The nonradiative processes of intersystem crossing (ISC), internal conversion (IC), and vibrational relaxation (VR) are indicated by the wavy lines.
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37.8 Photochemistry Figure 37.15
Figure 37.15
Kinetics description of photo-physical processes. Rate constants are indicated for absorption (ka), fluorescence (kf), internal conversion (kic), intersystem crossing from S1 to T1 (ks
isc), and phosphorescence (k
p)
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Table 37.1
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37.8.2 Fluorescence and Fluorescence quenching
QSkSkSkSkSkdt
Sdq
Siscicfa 11110
1 0
1 0
1
qk
q q
S Q S Q
R k S Q
Steady-State approximation
AbsorptionAbsorption
FluorescenceFluorescence
Internal Internal
ConversionConversion
IntersystemIntersystem
crossingcrossing
QuenchingQuenching
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fa
fa
qSiscicf
f
SkS
SSk
dt
Sd
Qkkkk
01
10
1 0
1
Fluorescence life-time, f
Fluorescence Intensity, If
fa
q
f
Siscic
af
fq
Siscicf
fff
ffaff
kSk
Qk
k
kk
SkI
Qkkkk
kk
kSkSkI
00
01
111
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Qk
k
kkk
Sk
kSk
Qk
kkk
Sk
I
I
f
q
f
siscic
a
fa
q
f
siscic
a
f
f
1
11
11
0
000
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37.8 Photochemistry
Fluorescence and Fluorescence Quenching
0
1f q
f f
I kQ
I k
Stern-Volmer plots
Figure 37.16
A Stern-Volmer plot. Intensity of fluorescence as a function of quencher concentration is plotted relative to the intensity in the absence of quencher. The slope of the line provides a measure of the quenching rate constant relative to the rate constant for fluorescence.
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37.8.3 Measurement of f
Fluorescence life-time
Q
f
Sf f ic isc qk k k k
f qk k Q
f
1
When kf >> kic and kf >> ksisc
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Example Problem 37.4
Example Problem 37.4
Thomaz and Stevens (in Molecular Lumiescence, Lim, 1969)studied the fluorescence quenching of pyrene in solution. Using the following information, determine kf and kq for pyrene in the presence of the quencher Br6C6.
[Br6C6] (M) f (s)
0.0005 2.66×10-7
0.001 1.87×10-7
0.002 1.17×10-7
0.003 8.50×10-8
0.005 5.51×10-8
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slope = 3.00×109 s-1 = kq
intercept = 1.98×106 s-1 = kf
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P37.31) For phenanthrene, the measured lifetime of the triplet state P is 3.3 s, the fluorescence quantum yield is 0.12, and the phosphorescence quantum yield is 0.13 in an alcohol-ether class at 77 K. Assume that no quenching and no internal conversion from the singlet state occurs. Determine kp, kT
isc, and kSisc/kr.
PP P P PT
P ISC
S
and
1
1
ff S
ISCf ISC
f
kk
k k
k
kk kk
S 11
1 1
0.12 7.33
ISC
f f
k
k
PP
P
–2 –1P
0.13
3.35 s
3.88 10 s
k
k
pTP
P
–2 –1–2 –1
T –1
3.88 10 s 3.88 10 s
0.13
0.260 s
ICS
ics
kk k
k
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Figure 37.17
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Figure 37.18
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Example Problem 37.1
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Example Problem 37.2-1
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Example Problem 37.2-2