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Latihan Soal Kimfis

The document contains graphs and data tables relating to adsorption experiments. It shows relationships between variables such as ln(qe), Ce/qe, log(Ce), log(qe), Qe, and Ce/Qe(Cs-Ce) through linear regression lines and equations. The data and graphs examine how these variables are correlated with one another under different experimental conditions.

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Apriyanti Tindage
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© © All Rights Reserved
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22 views10 pages

Latihan Soal Kimfis

The document contains graphs and data tables relating to adsorption experiments. It shows relationships between variables such as ln(qe), Ce/qe, log(Ce), log(qe), Qe, and Ce/Qe(Cs-Ce) through linear regression lines and equations. The data and graphs examine how these variables are correlated with one another under different experimental conditions.

Uploaded by

Apriyanti Tindage
Copyright
© © All Rights Reserved
We take content rights seriously. If you suspect this is your content, claim it here.
Available Formats
Download as XLSX, PDF, TXT or read online on Scribd
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^2 ln qe

7,59x10^6 -3.912 ln qe
4,18X10^6 -0.821
3,57X10^5 0.978 2
f(x) = 0.8603428571x - 3.1988666667
6,77X10^4 0.663 1
R = 0.673217979
1,02X10^4 0.713 0
2,12X10^3 1.253
-1 0 1 2 3 4 5 6 7
Axis Title
-2
-3
-4
-5
ln qe
Axis Title
3.5
3 f(x) = 0.1019742857x + 2.6991066667
2.5 R = 0.7284901942
2
^2 ln qe
Axis Title 1.5
7,59x10^6 2.663
4,18X10^6 2.9083 1
3,57X10^5 3.1737 0.5
6,77X10^4 3.1941 0
1,02X10^4 3.1982 0 1 2 3 4 5 6 7
2,12X10^3 3.1988 Axis Title
e
x - 3.1988666667

5 6 7 ln qe
Linear (ln qe)

+ 2.6991066667

ln qe
Linear (ln qe)

5 6 7
Ce Ce/qe
0.49 0.1485
0.78 0.1774
3.67 0.4656 Ce/qe
9.03 1.0001
6
23.98 2.4909
53.25 5.4097 5 f(x) = 0.0997196231x + 0.0996283952
4 R = 1
Ce/qe
3
Axis Title Linear (Ce
2
1
0
0 10 20 30 40 50 60

Axis Title

Ce/qe
Ce Ce/qe 0.6
0.49 0.0138 0.5 f(x) = 0.0099011146x + 0.0089697253
0.78 0.0167 R = 0.9999999947
0.4
3.67 0.0453 Ce/qe
9.03 0.0984 0.3
Axis Title Linear (C
23.98 0.2464 0.2
53.25 0.5362 0.1
0
0 10 20 30 40 50 60

Axis Title
Ce/qe
Linear (Ce/qe)

60

Ce/qe
Linear (Ce/qe)

60
log Ce log qe
-0.3098 -0.6933
-0.1079 0.4853
0.5647 0.6398
log qe
0.9557 1.051 1.5
1.3798 1.0701 f(x) = 0.7707773277x + 0.0974753972
1.7263 1.276 R1= 0.759212611

0.5 log qe
Axis Title Linear (lo
0
-0.5 0 0.5 1 1.5 2
-0.5

-1

Axis Title

log Ce log qe log qe


-0.3098 0.6878 2.5
-0.1079 0.814
0.5647 1.2343 2
f(x) = 0.6256220344x + 0.8823469969
0.9557 1.487 1.5= 0.9999563144
R log qe
1.3798 1.7438
Axis Title 1 Linear (lo
1.7263 1.9603
0.5

0
-0.5 0 0.5 1 1.5 2

Axis Title
2

log qe
Linear (log qe)

9
log qe
Linear (log qe)

2
ln Ce Qe
-0.7133 0.02
-0.2485 0.44
1.3002 2.66 Qe
2.2006 1.94
4
3.1772 2.04
3.975 3.5
f(x)3= 0.6270691235x + 0.7538246184
R = 0.7823468922
Qe
2
Axis Title Lin
1

0 Qe
-1 0 1 2 3 4 5
5
Axis Title
4
f(x) = 0.7530968736x + 0.9044145965
3 0.9999999994
R = Qe
ln Ce Qe
Axis Title 2 Lin
-0.7133 0.3672
-0.2485 0.7173 1
1.3002 1.8836
2.2006 2.5617 0
3.1772 3.2971 -1 0 1 2 3 4 5
3.975 3.898 Axis Title
Qe
Linear (Qe)

4 5

Qe
Linear (Qe)

4 5
Ce/Cs Ce/Qe(Cs-Ce)
0.98 2450
0.78 8.0579
0.734 1.0374 Ce/Qe(Cs-Ce)
0.903 4.7986
3000
0.9592 11.5244
0.9682 8.6939 2500
2000
Ce/Qe(Cs-C
1500
Axis Title Linear (Ce/
1000
500 f(x) = 4093.1635431843x - 3218.2546282218
R = 0.1871591211
0 Ce/Qe(Cs-Ce)
0.7 0.75 0.8 0.85 0.9 0.95 1
7000
Axis Title
6000
5000 f(x) = 343.1893142857x + 3431.0610666667
4000 R = 0.7722891351 Ce/Qe(Cs-Ce)
Ce/Cs Ce/Qe(Cs-Ce)
Axis Title 3000 Linear (Ce/Qe(C
1,29X10^-5 4110.986
2,06X10^-5 4121.304 2000
9,68X10^-5 4223.412 1000
2,38X10^-4 4412.62 0
6,33x10^-4 4941.92 0 1 2 3 4 5 6 7
1,41X10^-3 5983.1 Axis Title
e)

Ce/Qe(Cs-Ce)
Linear (Ce/Qe(Cs-Ce))

3x - 3218.2546282218

5 1

.0610666667
Ce/Qe(Cs-Ce)
Linear (Ce/Qe(Cs-Ce))

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