Wolfram Language Paclet Repository
Community-contributed installable additions to the Wolfram Language
PeterBurbery`DimensionalAnalysis`
UnitSystemTransform  |
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Details and Options
Examples
(3)
Basic Examples
(2)
Convert to the Planck unit system:
In[1]:=
 | UnitSystemTransform |
J
Out[1]=
5.112×/
-10
10
m
P
2
l
P
2
t
P
In[2]:=
| UnitSystemTransform |
100
EW
Out[2]=
2.756×/
-33
10
m
P
2
l
P
3
t
P
Convert to a set of natural units:
In[1]:=
| UnitSystemTransform |
7
Wb
Out[1]=
4.243×/
15
10
m
P
l
P
R
K
t
P
Convert to the SI defining constants:
In[2]:=
| UnitSystemTransform |
7
Wb
Out[2]=
10681177560000000000000
6310543
h
/e
Convert to Stoney units:
In[3]:=
| UnitSystemTransform |
Pa
J
Out[3]=
6.017×/
-116
10
2
m
S
λ
S
4
t
S
Convert to a custom combination of quantities:
In[4]:=
| UnitSystemTransform |
7
Wb
G
ℏ
R
K
c
k
Out[4]=
10681177560000000000000
2π
6310543
ℏ
R
K
Find multiple equivalent forms:
In[5]:=
| UnitSystemTransform |
7
Wb
G
ℏ
R
K
c
k
K
J
R
∞
Out[5]=
,,ℏ,,,,
21362355120000000000000
6310543
/
K
J
10681177560000000000000
2π
6310543
ℏ
R
K
10681177560000000000000π
6310543
K
J
R
K
7.525×/()
-13
10
3/2
c
R
K
R
∞
G
2.3921×ℏ/
43
10
R
∞
G
R
K
3/2
c
1.9086×)
43
10
R
∞
G
ℏ
/(K
J
3/2
c
1.5229×/()
43
10
R
∞
G
2
K
J
3/2
c
R
K
Possible Issues
(1)
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