To input the scientific constant C0 (speed of light in a vacuum), and display its value
(CONST)
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To calculate C0 = |
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00 | |||
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1 A (CONST)(Ε0) |
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(CONST)(μ0) |
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The following shows the
01: (mp) proton mass | 02: (mn) neutron mass | |
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03: (me) electron mass | 04: (mμ) muon mass | |
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05: (a0) Bohr radius | 06: (h) Planck constant | |
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07: (μN) nuclear magneton | 08: (μB) Bohr magneton | |
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09: (+) Planck constant, | 10: (Α) | |
rationalized | ||
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11: (re) classical electron radius | 12: (Λc) Compton wavelength | |
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13: (Γp) proton gyromagnetic ratio | 14: (Λcp) proton Compton | |
wavelength | ||
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15: (Λcn) neutron Compton | 16: (Rδ) Rydberg constant | |
wavelength | ||
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17: (u) atomic mass constant | 18: (μp) proton magnetic | |
moment | ||
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19: (μe) electron magnetic moment | 20: (μn) neutron magnetic | |
moment | ||
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21: (μμ) muon magnetic moment | 22: (F) Faraday constant | |
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23: (e) elementary charge | 24: (NA) Avogadro constant | |
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25: (k) Boltzmann constant | 26: (Vm) molar volume of ideal | |
gas | ||
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27: (R) molar gas constant | 28: (C0) speed of light in vacuum | |
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29: (C1) first radiation constant | 30: (C2) second radiation | |
constant | ||
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31: (Σ) | 32: (Ε0) electric constant | |
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