Replacing a column in a table with values dependent on the current values in the column? The...
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Replacing a column in a table with values dependent on the current values in the column?
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$begingroup$
I currently have a table of absorbances vs. wavenumbers. How would I change that to a table of %transmittances vs. wavenumbers? The relationship is given by
%Transmittance = (10^(-absorbance))*100]
I've tried:
newtable = Replace[currenttable, i -> ((10^(-i))*100)]
No errors occur, but nothing happens.
list-manipulation
New contributor
$endgroup$
add a comment |
$begingroup$
I currently have a table of absorbances vs. wavenumbers. How would I change that to a table of %transmittances vs. wavenumbers? The relationship is given by
%Transmittance = (10^(-absorbance))*100]
I've tried:
newtable = Replace[currenttable, i -> ((10^(-i))*100)]
No errors occur, but nothing happens.
list-manipulation
New contributor
$endgroup$
2
$begingroup$
You may usenewtable = currenttable; newtable[[All, i]] = (10^(-newtable[[All, i]]))*100;
wherei
is the number of the column. If you wonder what[[ ]]
is, look upPart
in the documentation.
$endgroup$
– Henrik Schumacher
yesterday
2
$begingroup$
Is the table structured as a list of pairs in form {wave-number, absorbance}?
$endgroup$
– m_goldberg
yesterday
3
$begingroup$
If you could show a brief excerpt of your table in your question, it would be easier to help you more effectively.
$endgroup$
– MarcoB
yesterday
add a comment |
$begingroup$
I currently have a table of absorbances vs. wavenumbers. How would I change that to a table of %transmittances vs. wavenumbers? The relationship is given by
%Transmittance = (10^(-absorbance))*100]
I've tried:
newtable = Replace[currenttable, i -> ((10^(-i))*100)]
No errors occur, but nothing happens.
list-manipulation
New contributor
$endgroup$
I currently have a table of absorbances vs. wavenumbers. How would I change that to a table of %transmittances vs. wavenumbers? The relationship is given by
%Transmittance = (10^(-absorbance))*100]
I've tried:
newtable = Replace[currenttable, i -> ((10^(-i))*100)]
No errors occur, but nothing happens.
list-manipulation
list-manipulation
New contributor
New contributor
edited yesterday
m_goldberg
88.5k873200
88.5k873200
New contributor
asked yesterday
Christof Israel FontanillaChristof Israel Fontanilla
111
111
New contributor
New contributor
2
$begingroup$
You may usenewtable = currenttable; newtable[[All, i]] = (10^(-newtable[[All, i]]))*100;
wherei
is the number of the column. If you wonder what[[ ]]
is, look upPart
in the documentation.
$endgroup$
– Henrik Schumacher
yesterday
2
$begingroup$
Is the table structured as a list of pairs in form {wave-number, absorbance}?
$endgroup$
– m_goldberg
yesterday
3
$begingroup$
If you could show a brief excerpt of your table in your question, it would be easier to help you more effectively.
$endgroup$
– MarcoB
yesterday
add a comment |
2
$begingroup$
You may usenewtable = currenttable; newtable[[All, i]] = (10^(-newtable[[All, i]]))*100;
wherei
is the number of the column. If you wonder what[[ ]]
is, look upPart
in the documentation.
$endgroup$
– Henrik Schumacher
yesterday
2
$begingroup$
Is the table structured as a list of pairs in form {wave-number, absorbance}?
$endgroup$
– m_goldberg
yesterday
3
$begingroup$
If you could show a brief excerpt of your table in your question, it would be easier to help you more effectively.
$endgroup$
– MarcoB
yesterday
2
2
$begingroup$
You may use
newtable = currenttable; newtable[[All, i]] = (10^(-newtable[[All, i]]))*100;
where i
is the number of the column. If you wonder what [[ ]]
is, look up Part
in the documentation.$endgroup$
– Henrik Schumacher
yesterday
$begingroup$
You may use
newtable = currenttable; newtable[[All, i]] = (10^(-newtable[[All, i]]))*100;
where i
is the number of the column. If you wonder what [[ ]]
is, look up Part
in the documentation.$endgroup$
– Henrik Schumacher
yesterday
2
2
$begingroup$
Is the table structured as a list of pairs in form {wave-number, absorbance}?
$endgroup$
– m_goldberg
yesterday
$begingroup$
Is the table structured as a list of pairs in form {wave-number, absorbance}?
$endgroup$
– m_goldberg
yesterday
3
3
$begingroup$
If you could show a brief excerpt of your table in your question, it would be easier to help you more effectively.
$endgroup$
– MarcoB
yesterday
$begingroup$
If you could show a brief excerpt of your table in your question, it would be easier to help you more effectively.
$endgroup$
– MarcoB
yesterday
add a comment |
1 Answer
1
active
oldest
votes
$begingroup$
Contrived data based on the element form {wave-number, absorbance}.
SeedRandom[42];
With[{n = 5}, data = Sort @ Transpose[{RandomInteger[100, n], RandomReal[1., n]}]]
{{4, 0.142803}, {6, 0.628702}, {15, 0.290081}, {54, 0.0292846}, {66, 0.105067}}
Assuming you want to keep the original data and not destructively change the 2nd column in it, you could proceed as follows:
newdata = data;
newdata[[All, 2]] = 100 10^-data[[All, 2]];
newdata
{{4, 71.9776}, {6, 23.5124}, {15, 51.2765}, {54, 93.4793}, {66, 78.5114}}
This works because all Mathematica's arithmetic operators have a property called Listable
, which means they automatically map over lists such as data[[All, 2]]
. In this case the operator doing the mapping is Power
.
$endgroup$
add a comment |
Your Answer
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1 Answer
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active
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1
active
oldest
votes
active
oldest
votes
active
oldest
votes
$begingroup$
Contrived data based on the element form {wave-number, absorbance}.
SeedRandom[42];
With[{n = 5}, data = Sort @ Transpose[{RandomInteger[100, n], RandomReal[1., n]}]]
{{4, 0.142803}, {6, 0.628702}, {15, 0.290081}, {54, 0.0292846}, {66, 0.105067}}
Assuming you want to keep the original data and not destructively change the 2nd column in it, you could proceed as follows:
newdata = data;
newdata[[All, 2]] = 100 10^-data[[All, 2]];
newdata
{{4, 71.9776}, {6, 23.5124}, {15, 51.2765}, {54, 93.4793}, {66, 78.5114}}
This works because all Mathematica's arithmetic operators have a property called Listable
, which means they automatically map over lists such as data[[All, 2]]
. In this case the operator doing the mapping is Power
.
$endgroup$
add a comment |
$begingroup$
Contrived data based on the element form {wave-number, absorbance}.
SeedRandom[42];
With[{n = 5}, data = Sort @ Transpose[{RandomInteger[100, n], RandomReal[1., n]}]]
{{4, 0.142803}, {6, 0.628702}, {15, 0.290081}, {54, 0.0292846}, {66, 0.105067}}
Assuming you want to keep the original data and not destructively change the 2nd column in it, you could proceed as follows:
newdata = data;
newdata[[All, 2]] = 100 10^-data[[All, 2]];
newdata
{{4, 71.9776}, {6, 23.5124}, {15, 51.2765}, {54, 93.4793}, {66, 78.5114}}
This works because all Mathematica's arithmetic operators have a property called Listable
, which means they automatically map over lists such as data[[All, 2]]
. In this case the operator doing the mapping is Power
.
$endgroup$
add a comment |
$begingroup$
Contrived data based on the element form {wave-number, absorbance}.
SeedRandom[42];
With[{n = 5}, data = Sort @ Transpose[{RandomInteger[100, n], RandomReal[1., n]}]]
{{4, 0.142803}, {6, 0.628702}, {15, 0.290081}, {54, 0.0292846}, {66, 0.105067}}
Assuming you want to keep the original data and not destructively change the 2nd column in it, you could proceed as follows:
newdata = data;
newdata[[All, 2]] = 100 10^-data[[All, 2]];
newdata
{{4, 71.9776}, {6, 23.5124}, {15, 51.2765}, {54, 93.4793}, {66, 78.5114}}
This works because all Mathematica's arithmetic operators have a property called Listable
, which means they automatically map over lists such as data[[All, 2]]
. In this case the operator doing the mapping is Power
.
$endgroup$
Contrived data based on the element form {wave-number, absorbance}.
SeedRandom[42];
With[{n = 5}, data = Sort @ Transpose[{RandomInteger[100, n], RandomReal[1., n]}]]
{{4, 0.142803}, {6, 0.628702}, {15, 0.290081}, {54, 0.0292846}, {66, 0.105067}}
Assuming you want to keep the original data and not destructively change the 2nd column in it, you could proceed as follows:
newdata = data;
newdata[[All, 2]] = 100 10^-data[[All, 2]];
newdata
{{4, 71.9776}, {6, 23.5124}, {15, 51.2765}, {54, 93.4793}, {66, 78.5114}}
This works because all Mathematica's arithmetic operators have a property called Listable
, which means they automatically map over lists such as data[[All, 2]]
. In this case the operator doing the mapping is Power
.
edited yesterday
answered yesterday
m_goldbergm_goldberg
88.5k873200
88.5k873200
add a comment |
add a comment |
Christof Israel Fontanilla is a new contributor. Be nice, and check out our Code of Conduct.
Christof Israel Fontanilla is a new contributor. Be nice, and check out our Code of Conduct.
Christof Israel Fontanilla is a new contributor. Be nice, and check out our Code of Conduct.
Christof Israel Fontanilla is a new contributor. Be nice, and check out our Code of Conduct.
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2
$begingroup$
You may use
newtable = currenttable; newtable[[All, i]] = (10^(-newtable[[All, i]]))*100;
wherei
is the number of the column. If you wonder what[[ ]]
is, look upPart
in the documentation.$endgroup$
– Henrik Schumacher
yesterday
2
$begingroup$
Is the table structured as a list of pairs in form {wave-number, absorbance}?
$endgroup$
– m_goldberg
yesterday
3
$begingroup$
If you could show a brief excerpt of your table in your question, it would be easier to help you more effectively.
$endgroup$
– MarcoB
yesterday