6 Astronomical unit to Bohr, atomic unit of length (6 au to a0)

Convert 6 Astronomical unit to Bohr, atomic unit of length (au to a0) with our conversion calculator and conversion tables. To convert 6 au to a0 use direct conversion formula below.
6 au = 1.6961940276723E+22 a0.
You also can convert 6 Astronomical unit to other length units.

6 ASTRONOMICAL UNIT

=

1.6961940276723E+22 BOHR, ATOMIC UNIT OF LENGTH

Direct conversion formula: 1 Astronomical unit / 2.8269900461205E+21 = 1 Bohr, atomic unit of length

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Check out conversion of 6 au to most popular length units:

6 au to Kilometers
6 au to Millimeters
6 au to Miles
6 au to Centimeter
6 au to Inches

Conversion table: Astronomical unit to Bohr, atomic unit of length

ASTRONOMICAL UNIT   BOHR, ATOMIC UNIT OF LENGTH
1 = 2.8269900461205E+21
2 = 5.653980092241E+21
3 = 8.4809701383614E+21
4 = 1.1307960184482E+22
5 = 1.4134950230602E+22
7 = 1.9788930322843E+22
8 = 2.2615920368964E+22
9 = 2.5442910415084E+22
10 = 2.8269900461205E+22
BOHR, ATOMIC UNIT OF LENGTH   ASTRONOMICAL UNIT
1 = 3.5373311673747E-22
2 = 7.0746623347494E-22
3 = 1.0611993502124E-21
4 = 1.4149324669499E-21
5 = 1.7686655836873E-21
7 = 2.4761318171623E-21
8 = 2.8298649338998E-21
9 = 3.1835980506372E-21
10 = 3.5373311673747E-21

Nearest numbers for 6 Astronomical unit

ASTRONOMICAL UNIT   BOHR, ATOMIC UNIT OF LENGTH
1 au = 2.8269900461205E+21 a0
2 au = 5.653980092241E+21 a0
3 au = 8.4809701383614E+21 a0
4 au = 1.1307960184482E+22 a0
5 au = 1.4134950230602E+22 a0
6 au = 1.6961940276723E+22 a0
7 au = 1.9788930322843E+22 a0
8 au = 2.2615920368964E+22 a0
9 au = 2.5442910415084E+22 a0
10 au = 2.8269900461205E+22 a0
11 au = 3.1096890507325E+22 a0
12 au = 3.3923880553446E+22 a0
13 au = 3.6750870599566E+22 a0
14 au = 3.9577860645687E+22 a0
15 au = 4.2404850691807E+22 a0
16 au = 4.5231840737928E+22 a0
17 au = 4.8058830784048E+22 a0
18 au = 5.0885820830169E+22 a0
19 au = 5.3712810876289E+22 a0
20 au = 5.653980092241E+22 a0
The Bohr radius (Astronomical unit or au) is a physical constant, approximately equal to the most probable distance between the proton and electron in a hydrogen atom in its ground state.