2 Bohr, atomic unit of length to Picometre (bicron, stigma) (2 a0 to picometres)

Convert 2 Bohr, atomic unit of length to Picometre (bicron, stigma) (a0 to picometres) with our conversion calculator and conversion tables. To convert 2 a0 to picometres use direct conversion formula below.
2 a0 = 105.83544212 picometres.
You also can convert 2 Bohr, atomic unit of length to other length units.

2 BOHR, ATOMIC UNIT OF LENGTH

=

105.83544212 PICOMETRE (BICRON, STIGMA)

Direct conversion formula: 1 Bohr, atomic unit of length / 52.91772106 = 1 Picometre (bicron, stigma)

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Check out conversion of 2 a0 to most popular length units:

2 a0 to Kilometers
2 a0 to Millimeters
2 a0 to Miles
2 a0 to Centimeter
2 a0 to Inches

Conversion table: Bohr, atomic unit of length to Picometre (bicron, stigma)

BOHR, ATOMIC UNIT OF LENGTH   PICOMETRE (BICRON, STIGMA)
1 = 52.91772106
2 = 105.83544212
3 = 158.75316318
4 = 211.67088424
5 = 264.5886053
7 = 370.42404742
8 = 423.34176848
9 = 476.25948954
10 = 529.1772106
PICOMETRE (BICRON, STIGMA)   BOHR, ATOMIC UNIT OF LENGTH
1 = 0.018897261257078
2 = 0.037794522514156
3 = 0.056691783771234
4 = 0.075589045028312
5 = 0.09448630628539
7 = 0.13228082879955
8 = 0.15117809005662
9 = 0.1700753513137
10 = 0.18897261257078

Nearest numbers for 2 Bohr, atomic unit of length

BOHR, ATOMIC UNIT OF LENGTH   PICOMETRE (BICRON, STIGMA)
1 a0 = 52.91772106 picometres
2 a0 = 105.83544212 picometres
3 a0 = 158.75316318 picometres
4 a0 = 211.67088424 picometres
5 a0 = 264.5886053 picometres
6 a0 = 317.50632636 picometres
7 a0 = 370.42404742 picometres
8 a0 = 423.34176848 picometres
9 a0 = 476.25948954 picometres
10 a0 = 529.1772106 picometres
11 a0 = 582.09493166 picometres
12 a0 = 635.01265272 picometres
13 a0 = 687.93037378 picometres
14 a0 = 740.84809484 picometres
15 a0 = 793.7658159 picometres
16 a0 = 846.68353696 picometres
17 a0 = 899.60125802 picometres
18 a0 = 952.51897908 picometres
19 a0 = 1005.43670014 picometres
20 a0 = 1058.3544212 picometres
The Bohr radius (Bohr or a0) is a physical constant, approximately equal to the most probable distance between the proton and electron in a hydrogen atom in its ground state.