1 q1 • q 2 F= • •r 4 πε r2 ε = K • ε0 F=q•E V= • q1 • q 2 • ( 1 1 r A rB ) EP = ΔEP = - G • m1 • m 2 • ( 1 1 r A rB ) M•m F =-G• •r 2 V =- G• 1 Q2 UE = • 2 C B= 1 ΔEP = C= 4 πε ( ) 2 v r V = ω•r N ∑V dΦ B dt ∑i n n =1 i = im .e − t RC G = m (ω´ -ω 0 K m ) 2 2 im = ε R + b ω´ b ( 2m ) 2 2 X (t ) = X2 = ΔP = ΔP • π • R Q= 8•L• η bω´ m(ω´ -ω 0 2 2 ) 2 2 • γ • cosθ k•γ h= δ• g•r R 2 • g • r 2 • t • (δ e - δ l ) η= 9•e 4 i = −im .e E pot = X (t ) (N - 1) • S 2 d τ = i ⋅B × A q = Qm cos (ϖ 0 t) F • cos(ω´•t + φ) G φ = - arctan µ0 I 2π r ρ .l A i= q t µ= d.L t . ΔV 1 K • X2 2 P+ t RC N 1 1 =∑ Ceqn n= 1 Cn ⎛ - t ⎞ ⎜ ⎟ i = im • ⎜ 1 - e L/R ⎟ ⎜ ⎟ ⎝ ⎠ i = im .e − 1 Q2 1 2 + Li 2 C 2 K 2•π 1 m • v2 2 E cin = t= − Qm = εC ω 0 = m = T = 2π • f - ( b )•t = A 0 • e 2m cos(ω 0 ´•t + φ ) X - X0 S Q = k . R . i2 t E te - tf t 100 - t 0 ∑ (x i - X)2 N- 1 N R = 6π • η • rP • v P η x = ηR v α= S= 1 2 • δ • v + ρ • h = cte 2 µ= n1 • sen (i) = n2 • sen (r) ΦB = B • A UT = ΔV = i • R R= ) B . l = µ0 I N ⎛ - t ⎞ ⎜ ⎟ q = Q m • ⎜ e RC ⎟ ⎜ ⎟ ⎝ ⎠ ε = NBSω sen(ωt ) 2 m r N 1 1 Ceq = N C ∑ n n =∑ n= 1 Req n n= 1 Rn X (t ) = A • cos(ω 0 • t + φ) 2 n= 1 ΔEP = q • ΔV Φ E = E • A • cosθ = E • A ( Req n = ∑ Rn =0 Q ε0 FB = i • L × B ε = -B • L • v di dt Fres = -K • X ω 0 ´= r n =1 ε=-L• 2 ΦE = 2 N N =0 n ⎛ - t ⎞ ⎜ ⎟ q = Q m • ⎜ 1 - e RC ⎟ ⎜ ⎟ ⎝ ⎠ ε=- •q ∫ B ⋅ dl = µ0 I ω =2•π•f ΔV = R • I 4 πε 1 µ i B= 0 2 R FB = q • v × B P = ΔV • I • r A • ε0 Q = d ΔV ac = q 1 ΔV = E • d 1 q • 4 πε r = q Kf R= v•D•δ η t x δx • t R δR K f = 6.Π.η.r Fγ = γ • perímetro t R/L t e = 100º C + Ie = K . [A] 1 ºC E = h .υ • (H - 760mmHg) 27 mmHg c = λ. v A = a .l.c 1 ⎛ 1 1 ⎞ = R H ⎜⎜ 2 − 2 ⎟⎟ λ ⎝ ni nf ⎠ A = - log T αn = [α ]svte .δ .l + [α ]1.cc1.l + [α ]2 .cc2 .l + … + [α ]n .ccn .l Constantes físicas G = 6,67 • 10 -11 mp = 1,67 • 10 -27 kg me = 9,1 • 10-31kg N • m2 Kg 2 ε 0 = 8,85 • 10 -12 C2 N • m2 µ 0 = 4π • 10 -7 1 4 πε0 = 9 • 109 T•m A N • m2 C2 qe = - 1,6 • 10-19C