38 Astronomical unit to Bohr, atomic unit of length (38 au to a0)

Convert 38 Astronomical unit to Bohr, atomic unit of length (au to a0) with our conversion calculator and conversion tables. To convert 38 au to a0 use direct conversion formula below.
38 au = 1.0742562175258E+23 a0.
You also can convert 38 Astronomical unit to other length units.

38 ASTRONOMICAL UNIT

=

1.0742562175258E+23 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 38 au to most popular length units:

38 au to Kilometers
38 au to Millimeters
38 au to Miles
38 au to Centimeter
38 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 38 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.