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and
Y
ð
E
c
F
d
Þ¼ð
E
c
F
d
Þ
Q
4
ð
E
a
F
b
Þ
Q
5
ð
E
g
F
h
Þ=
Q
6
(3.49)
Where
Q
1
¼
1
=
k
10
K
6
K
8
=
K
7
;
Q
2
¼
K
6
=
K
7
;
Q
3
¼
K
5
þ
K
6
K
9
=
K
7
;
Q
4
¼
1
=
k
16
K
11
K
13
=
K
12
(3.50)
Q
5
¼
K
11
=
K
12
;
Q
6
¼
K
10
þ
K
11
K
14
=
K
12
and
K
5
¼
1
k
9
=
k
10
;
K
6
¼
1
k
11
=
k
10
;
K
7
¼
k
14
k
13
k
11
=
k
10
;
K
8
¼
k
13
=
k
10
K
9
¼ð
k
13
k
9
=
k
Þ
k
12
;
K
10
¼
1
k
15
=
k
16
;
(3.51)
K
11
¼
k
17
=
k
16
;
K
12
¼
k
20
k
19
k
17
=
k
16
;
1
K
13
¼
k
19
=
k
16
;
K
14
¼ð
k
19
k
15
=
k
16
Þ
k
18
and,
k
9
¼
X
ð
E
c
F
d
Þ=
X
ð
E
a
F
b
Þ;
k
10
¼
Y
ð
E
c
F
d
Þ=
Y
ð
E
a
F
b
Þ;
k
11
¼
Z
ð
E
c
F
d
Þ=
Z
ð
E
a
F
b
Þ;
k
12
¼
X
ð
E
g
F
h
Þ=
X
ð
E
a
F
b
Þ;
k
13
¼
Y
ð
E
g
F
h
Þ=
Y
ð
E
a
F
b
Þ;
k
14
¼
Z
ð
E
g
F
h
Þ=
Z
ð
E
a
F
b
Þ;
(3.52)
k
15
¼
Y
ð
E
a
F
b
Þ=
Y
ð
E
c
F
d
Þ;
k
16
¼
X
ð
E
a
F
b
Þ=
X
ð
E
c
F
d
Þ;
k
17
¼
Z
ð
E
a
F
b
Þ=
Z
ð
E
c
F
d
Þ;
k
18
¼
Y
ð
E
g
F
h
Þ=
Y
ð
E
c
F
d
Þ;
k
19
¼
X
ð
E
g
F
h
Þ=
X
ð
E
c
F
d
Þ;
k
20
¼
Z
ð
E
g
F
h
Þ=
Z
ð
E
c
F
d
Þ;
In this context, (Ea
Fb
,
(Ec Fd),
and
(Eg Fh)
represent the fluorescence excita-
tion or fluorescence emission amplitudes of the
X, Y, Z
mixture, at the E
a
or
Fb, Ec
or
Fd,
and
Eg
or
Fh
wavelengths, respectively
3.6.2 Calculation of the Amounts of MV and DV
Protochlorophyll(ides) in a Mixture of These Two
Compounds, and in the Absence of Interference
by Other Tetrapyrroles
This case can also be solved by appropriate adaptation of Eqs. (
3.37
) and (
3.38
).
The difference between the Pchl(ide) and the Mg-Proto equations lies in an
appropriate choice of the excitation and emission wavelengths, which in turn
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