Root/boom/lib/e12.inc

1# E12 scale
2
3_E12_1=(??)0 -> _E12=${_E12_1:1}
4_E12_1=(??)1 -> _E12=${_E12_1:1}0
5_E12_1=(?)(?)2 -> _E12=$_E12_1:1.${_E12_1:2}k
6_E12_1=(??)3 -> _E12=${_E12_1:1}k
7_E12_1=(??)4 -> _E12=${_E12_1:1}0k
8_E12_1=(?)(?)5 -> _E12=$_E12_1:1.${_E12_1:2}M
9_E12_1=(??)6 -> _E12=${_E12_1:1}M
10_E12_1=(??)7 -> _E12=${_E12_1:1}0M
11_E12_1=R(??) -> _E12=${_E12_1:1}0m
12_E12_1=R00 -> _E12=0 # override previous
13_E12_1=(?)R(?) -> _E12=$_E12_1:1.$_E12_1:2
14
15# E96 scale
16
17_E12_1=(???)0 -> _E12=${_E12_1:1}
18_E12_1=(?)(??)1 -> _E12=$_E12_1:1.${_E12_1:2}k
19_E12_1=(??)(?)2 -> _E12=$_E12_1:1.${_E12_1:2}k
20_E12_1=(???)3 -> _E12=${_E12_1:1}k
21_E12_1=(?)(??)4 -> _E12=$_E12_1:1.${_E12_1:2}M
22_E12_1=(??)(?)5 -> _E12=$_E12_1:1.${_E12_1:2}M
23_E12_1=R(???) -> _E12=${_E12_1:1}m
24_E12_1=(?)R(??) -> _E12=$_E12_1:1.$_E12_1:2
25_E12_1=(??)R(?) -> _E12=$_E12_1:1.$_E12_1:2
26
27# E12 scale, base multiplier is 10^-12 (pico)
28
29_E12_P=(??)8 -> _E12=${_E12_P:1}0f
30_E12_P=(?)(?)9 -> _E12=$_E12_P:1.${_E12_P:2}p
31_E12_P=(??)0 -> _E12=${_E12_P:1}p
32_E12_P=(??)1 -> _E12=${_E12_P:1}0p
33_E12_P=(?)(?)2 -> _E12=$_E12_P:1.${_E12_P:2}n
34_E12_P=(??)3 -> _E12=${_E12_P:1}n
35_E12_P=(??)4 -> _E12=${_E12_P:1}0n
36_E12_P=(?)(?)5 -> _E12=$_E12_P:1.${_E12_P:2}u
37_E12_P=(??)6 -> _E12=${_E12_P:1}u
38_E12_P=(??)7 -> _E12=${_E12_P:1}0u
39_E12_P=R(??) -> _E12=${_E12_P:1}0f
40_E12_P=0R(?) -> _E12=${_E12_P:1}00f
41_E12_P=([1-9])R(?) -> _E12=$_E12_P:1.${_E12_P:2}p
42
43# remove leading and trailing zeroes
44
45_E12=0([0-9]*) -> _E12=$_E12:1
46_E12=(*.[0-9]*)0([fpnumkM]) -> _E12=$_E12:1$_E12:2
47_E12=(*).0([fpnumkM]) -> _E12=$_E12:1$_E12:2
48_E12=(*.[0-9]*)0 -> _E12=$_E12:1
49_E12=(*).0 -> _E12=$_E12:1
50

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