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Physics Constants and Equations Table, Exams of Physics

A table of physical constants and equations, including the values of constants such as the speed of light, gravitational constant, and planck's constant, as well as various equations for physics concepts such as force, energy, and velocity.

Typology: Exams

2021/2022

Uploaded on 09/27/2022

tomseller
tomseller 🇺🇸

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Download Physics Constants and Equations Table and more Exams Physics in PDF only on Docsity! TABLE OF CONSTANTS CONSTANT SYMBOL VALUE speed of light in a vacuum c 3.00 × 108 m s-1 gravitational constant G 6.673 × 10-11 N m2 kg-2 orbital constant G ME 3.986 × 1014 m3 s-2 standard gravitational acceleration g 9.81 m s-1 Planck's constant h 6.626 × 10-34 J s Boltzmann's constant k 1.381 × 10-23 J K-1 first radiation constant c1 1.191 × 10-16 W m2 sr-1 second radiation constant c2 1.439 × 10-2 m K Stefan-Boltzmann constant σ 5.670 × 10-8 W m-2 K-4 Wien's displacement law constant none 2.8979 × 10-3 m K Avogadro's number NA 6.022 × 1023 molecules mole-1 Dobson unit DU 1 DU = 2.687 × 1016 molecules/cm2 molar gas constant R 8.3143 J mole-1 K-1 angular velocity of Earth dΩE / dt 7.292 × 10-5 rad s-1 solar day Tsolar 86,400 s sidereal day Tsidereal 86,164.1 s mean radius of Earth RE 6.371 × 106 m mass of Earth ME 5.9737 × 1024 kg standard pressure po 1013.25 mbar = 1.01325 × 105 N m-2 standard temperature To 273.15 K scale height of Earth's atmosphere H = RT/Mg ~ 7 km radius of Sun (visible disk) Rsun 6.96 × 108 m mean Earth-Sun distance dsun 1.50 × 1011 m solar constant Ssun 1368 W m-2 molecular mass of CO2 M 44 g/mole = 7.3065×10-26 kg/molecule molecular mass of H2O M 18 g/mole = 2.9890×10-26 kg/molecule molecular mass of O2 M 32 g/mole = 5.3138×10-26 kg/molecule LIST OF EQUATIONS – 1 of 2 φ′µ′ψφ′µ′ π >=<><ω+α+φθ−= λρ µ         λ−=         µ ρλ −=τ λ−=λρ−=λσ−= ε=α=τ++α λ ≅σ==µλ −      λ λ = −      λ λ=ν=ν=λ= ×ε=ψ∆+= ψ +=ψ+= ω+ π= θε+ ε+θ= ε− ε−=θ−=ε−= θε+ ε−=      −=π== ∫ ∫ ∫∫ ∫∫∫ π − λλλλλλλ λ λ λλλλ λλλλλλ −− λ ∞ ν ∞ ν ∞ λ dd)(p),(I 4 1'I'I~)T(B~),(I dz dI )(k du)(kexpdz )(k exp)z,z( duI)(kdsI)(kdsI)(dI 1R c Tc BTM )K(T 9.2897)m( 1 T c exp c 1 kT hcexp hc2BdIdIdII c 15 12 15 UTECT 15 UTLT dt dn 2T~ cos1 cosecos ecos1 ecoscos)tt(nesineM cos1 )1(ar a 1 r 2Gmv Gm r2T r mGm F S 2 0 1 1e u u a z z a 21 aaa 4 2 14 BBmax 2 5 1 52 000 0 2N p 2 E E 3 2 21 2 1 2 1 HES   [ ] dy)y(K)T(B)z,0()0(Id)T(B)z,0()0(I)z(I dcos),;,( E MA E I cosI ),(I ),;,( ddsincos),;,(),(I),(I'n inm )(f N 1)(n 3 8)(dr)r(NQr r k Qr2 cM kT2),T( )( expSk T T p p)p,T()p,T( )( Sk )T(B),(I dz dI )(k)( )(~ )( )(~ satellite surface sat 1 )z,,0( satsat 2 0 rrsunsunrrr sun r sunsunsun rrr sunsunrrr iiiiiirrrii 2 0 2/ 0 irrr 2 s 22 o 4 3 s 0 s 2 s2 s s o oD2 D 2 o D D a o o ooLL2 L 2 o LL a ee s e a sa λλλλ =τ τ λλλ π π π ∞ λλ λ λλ ∫∫ ∫ ∫ ∫ ∫ +τ=τ+τ= Ωθϕθϕθγ== = θΩ φθ =φθφθγ ϕθθθϕθϕθγϕθ=ϕθ−= δ −λ λ π≅λσπ=σ π = λ π=χ ν =να         α ν−ν − πα = α=α α+ν−ν α π = +φµ−= λρ µ λσ λσ =ω λσ λσ =α
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