ss —Draft— THX 1138

s

x′ = x− ut√1− u2/c2

t′ = t− (u/c2)x√1− u2/c2

v′x = vx − u1− vxu/c2 v′y =

vy

√1− u/c2

1− vxu/c2 ∆t′ = uL/c2√1− u2/c2

K = mc2√1− v2/c2

−mc2

p = mv√1− v2/c2

E =√

(pc)2 + (mc2)2 nλ = 2d sin θ

vn = kze22πh

1n

En = −13,6n2 rn = ε0n

2h2

πme2ZE = hf = hc

λφ = hf −KE

L = n~ e/me = 1,7588× 1011[C

Kg

]λ′ − λ0 = h

mec(1− cos θ) R = 1,097× 107m−1 a0 = 0,529A◦ E = hf

ehf/kBT − 1h

mec= 0,024A◦ p2

e = p′2 + p2 − 2pp′ cos θ Ee = hf − hf ′ +mec2 p2

e =(hf ′

c

)2+(hf

c

)2− 2h2ff ′

c2 cos θ

p′ sin θ = pe sinφ f0 = φ

heVs = hc

λ− φ 1 eV = 1,602× 10−19J h = 6,62× 10−34J · seg e = 1,602 · 10−19

N = U

~ωΦ = P

~ωφ = I

~ω

kB = 1,38065 · 10−23J/K me = 9,10938 · 10−31 pdav =√

2meqe |∆V | λ = h

mv

nλ = 2πr hν = − me4

8ε20h2

[1n2 −

1m2

]µ0 = 4π × 10−7N/A2 σ = 5,67× 10−8W/m2K4 u = 931,49MeV/c2 µB = 9,274× 10−24J/T NA = 6,022× 1023mol−1

mp = 1,673× 10−27kg ε0 = 8,854× 10−12C2/N ·m2 ~ = 6,582× 10−16eV · s 1eV = 1,602× 10−19J

|S| =√s(s+ 1)~ E = π2~2

2mL2 {n21 + n2

2 + n23} ∆` = ±1

k = p

~∆E∆t ≥ ~

2

∆px∆x ≥ ~2 λmaxT = 2,898× 10−3m ·K λmin = hc

eV...

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