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XMUGXQ PFS0401
Principles of Fluorescence
Spectroscopy
Chemistry Department
XMU
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Chapter Four
Factors Influencing
Fluorescent Emission
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Factors Influencing Fluorescent Emission
4.1
4.2
4.3
4.4
4.5
4.6
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Effect of Solvent
Effect of Temperature
Effect of pH
Effect of Hydrogen bond
Effect of Heavy atom
Effect of Surfactant
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4.1 Effect of Solvent
The phenomena of solvent effect
 Shifting Emission Wavelengths
 Changing quantum yield
 Changing anisotropy
 Changing fluorescence lifetime
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Shifting emission wavelengths
6-propionyl-2-(dimethylamino)naphthalene
6-丙酰基-2-(二甲基氨基)萘
solvent
Water
Ethanol
Dimethylformamide
Chlorobenzene
cyclohexane
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Large change in dipole moment
O
C2H5
C
H3C
N
O
H3C
C
H3C
N
H3C
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C2H5
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对甲基苯胺萘磺酸
水中弱荧光,500 nm; 疏水环境强荧光,413 nm
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色氨酸发光基团
吲哚
Indole
N
1. Hexane
2. 0.7% n-butanol
3. 5% n-butanol
4. 100% butanol
5. Water
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 Changing quantum yield
F
SO3H HN
In water
0.002
Banding protein
0.4
1,8 - ANS
CH3
F
NH
In water
HO3S
Banding protein
TNS
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nonfluorescence
intensive fluorescnece
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 Changing anisotropy
+
N
N
H 3C
CH3
Re
OC
OC
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N
CO
COOH
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General and Specific Solvent effects
General solvent effect
Solvent properties
 dielectric constant
n refractive index
Reflect the freedom of motion of the electrons in the
solvent molecules, and the dipole moment of these
molecules.
Specific solvent effect
Specific chemical interaction
Solute properties as
well as solvent
properties
Hydrogen bonding
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Complexation
Charge transfer
Acid-base reaction
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General solvent effect
Franck-Condon principle
Solvent relaxation
*
b
c
0-0
0-0
hvA
hvF
d

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a
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 The Lipper equation
2   1 n2  1 ( *   )2
v A  vF  (
 2 )
 const
3
hc 2  1 2n  1
a
2f *
2
hcv  3 (    )  const
a
v  v A  vF
hcv 
hc
A

hc
F
Stoke’s shift
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The Lipper equation
2   1 n  1 (   )
v A  vF  (
 2 )
 const
3
hc 2  1 2n  1
a
2
a
*, 
*
2
radius of cavity in which the fluorophore reside
dipole moment of ground state and excited states,
reapectively
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The Lipper equation
f  f ( )  f (n)
 1
f ( ) 
2  1
Orientation polarizability
n 1
f ( n)  2
2n  1
2
How about
 = n2 ?
* > 
(v A ) g
(v F ) g
vA
f (n)
Gas phase
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Solvent
relaxation
f
vF
f ( )
In solution
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Shifting of emission wavelength
solvent
water
ethanol
ether
hexane

78.3
24.3
4.35
1.89
n
1.33
1.35
1.35
1.37
f
0.32
0.30
0.25
0.001
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Example 1
20
 4.2
Assume * -  = 20 Debye
4.8
A unit-charge separation of 4.2 Å
Example 2
Assume
* -  = 20 Debye

hexane
n
f
1.874 1.372 0.0011
methanol 33.1
1.326 0.3098
In nonpolar solution, observed
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ex = 350 nm
v A  vF
em
35
350.4
9740
531.1
vA  vF  0
Why?
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Derivation of Lipper Equation
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Correction to Lipper equation
*

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
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Application of Lipper Equation
2   1 n2  1 ( *   )2
v A  vF  (
 2 )
 const
3
hc 2  1 2n  1
a
For a given fluorophore
*
    const
v  Af  B
N
CH3
HO3S
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Determination of dipole moment of excited state
For a given solvent, measure the dipole moment
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Specific solvent effect
General solvent effect: the effect of the properties of solvent
on the emitting behavior of fluorophore.
Electronic polarizability, molecular polarizability
Specific solvent effect: changing to an new species that
fluoresces differently, duo to the reaction between fluorophore
and the solvent molecule.
Discrimination
 Small change of solvent constituent could cause large shift
of emission wavelength.
 Spectrum shape, not only emission wavelength, change
 Not follow the lipper equation
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Spectrum change
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Spectrum change
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Comparison
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Large stoke’s shift
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Disobey the lipper equation
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Disobey the lipper equation
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The dynamic process of the solvent molecule reorientation
Temperature
Viscosity
F

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4.2 Effect of temperature
 Effect on quantum yield
 Effect on lifetime
 Effect on emission wavelength
 Effect on anisotropy
 Effect on structural detail of spectrum
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Effect on quantum yield
The process of single molecule
Γ
Φ
Γ  k nr
S1
relaxation (10-12 s)
S1
hvA
S0
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hvF

knr
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Effect of non-radiation deactive
F0  F
 E / RT
 ke
F0
E
S1
S0
F0 fluorescence at T1
B
F fluorescence at T2
E energy needed for
transfer from A to B (4~7
Kcal / mL)
A
S0
r
IC process
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Example
+
N
N
H 3C
CH3
Re
OC
OC
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N
CO
COOH
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Effect on quantum yield
The process of two molecules
Γ
Φ
Γ  knr  kq [Q]
S1
relaxation (10-12 s)
S1
hvA
S0
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hvF

knr
Q
kq[Q]
Q
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Effect on lifetime
The process of single molecule
1

Γ  k nr
S1
relaxation (10-12 s)
S1
hvA
S0
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hvF

knr
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Effect on lifetime
The process of two molecules
1

Γ  knr  kq [Q]
S1
relaxation (10-12 s)
S1
hvA
S0
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hvF

knr
Q
kq[Q]
Q
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Effect on emission wavelength
+
N
N
H 3C
CH3
Re
OC
OC
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N
CO
COOH
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Effect on anisotropy
2+
N
0.20
N
N
N
N
N
Ru
2+
[Ru(bpy)2(dppz)] in DPPG vesicles
N
Anisotropy
0.15
N
0.10
[Ru(bpy) 2(dppz)] 2+
0.05
0.00
0
10
20
30
40
o
T( C)
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50
60
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Effect on the structural detail of spectrum
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Effect of pH
 Acid-base reaction of ground state fluorophore
Difference in fluorescent characteristics between conjugate
acid and base
F
F
HA
A +
H
em, HA
em, A

pH
F
em, HA
Non-fluorescent
pH
Non-fluorescent
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em, A
F
pH
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Effect on the composition of fluorophore
Changing pH may change the composition of metalligand compound
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 Acid-base reaction of excited state fluorophore
pKa* = pKa
pKa
HA
A
A + H
pKa
*
HA
pK *
a
F
*
A + H
pK*a
HA + 
Nonfluorescent
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pH
A + hv
em,A
pH
Radiating takes place prior to acidbase reaction
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 Acid-base reaction of excited state fluorophore
pKa* < pKa
A
pKa
HA
A + H
pKa
*
HA
pKa*
F
*
A + H
pK*a
HA + 
Nonfluorescent
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pH
A + hv
em,A
pH
Acid-base reaction finished before
radiating
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Example
OH
pKa* = 3.1
pKa = 9.5
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O
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 Acid-base reaction of excited state fluorophore
pKa* > pKa
A
pKa
HA
A + H
pKa
*
HA
pKa*
pH
F
*
A + H
pK*a
HA + 
Nonfluorescent
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A + hv
em,A
pH
Acid-base reaction finished before
radiating
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 Excited-state intra-molecule proton transfer
O
CH3
O
C O
C OH
OH
O
水杨酸酯
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CH3
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Effect of hydrogen bond
Ground state: changing absorption as well as emission
spectrum
Excited state: changing emission spectrum
 Effect on n→* transition
*
n
Hydrogen
bond

Blue shift
absorption
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 Effect on *→n transition
*
Hydrogen bond
Solvent relaxation
n

Intensify solvent effect
Red shift emission
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Blue
shift
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 Changing the type of low-energy transition
H
O
H
N
H
H
H
N
H
H
Changing the transition type
O
H
N
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Intensify emission
Blue
shift
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 Effect on quantum yield
Generally, intensity IC, decrease quantum yield
When transition-type changing occurs, intensity
emission
 Intra-molecular hydrogen bond
OH
N
O
H
Intensity IC, F is 100 times
lower than that of 5-hydroxylquinoline
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N
Almost same absorption
Why?
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Effect of heavy atom
Intra-molecule
In the solvent
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4.6 effect of surfactant

Surfactant
Aggregation
Micelle
Critical micelle concentration CMC
Surfactants used in fluorimetry
cation
C16H33N+(CH3)3BrCH3
Br H3C
N
CH3
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溴化十六烷基三甲铵 CTAB
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Surfactants used in fluorimetry
anion
十二烷基硫酸钠
C12H25SO4-Na+
O
Na
O S O
O
十二烷基磺酸钠
O
Na
O S
O
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C12H25SO3-Na+
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Surfactants used in fluorimetry
Amphoteric 两性型
Sulfobetaine, SB-12
N-十二烷基-N,N-二甲基铵-3-丙烷-1-磺酸
C12H25N+(CH3)2(CH2)3SO3-
O
S
O
O
H3C
N
CH3
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Surfactants used in fluorimetry
Neutral 非离子型
Triton X-100
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Structural characteristics
CH3
Br H3C
N
CH3
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micelle
ionic
Neutral
ionic
amphoteric
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 Application of surfactant
 Sensitize fluorescence intensity
Decrease the quenching of oxygen
Decrease the quenching due to collision
Increase the solubility of fluorophore in water
Decrease the interference from the other species
Micelle-sensitized fluorimetry
Micelle-stabilized room temperature phosphorimetry
 Simulating membranous micro-environment
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