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Engenharia Física ·

Física

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Lista 1 L12 = L23 L12 = 0 F23 = F13 K.q1.q3 = K.q2.q3 d^2 d^2 q1 = 4 q2 Respota em módulo -> q1 = -4 q2 q1 + 1,0 . μC q2 = -3,0 . μC L = 10 cm F13 = F23 K.q2.q3 = K.q2.q3 X (X+L)^2 1/ X^2 = 3/X (X+L)^2 1/x = √3/(X+L) X+L = √3 X X + 10 = √3 X 10 = X (√3 - 1) X = 10 /√3 - 1 X = 13,66 cm X = -13,66 cm = -13,7 cm Está sobre o eixo X, por tanto y=0 Lista 2 EP = 0 d = 3R q1/q2 K.q1.R^2 = K.q2.2R^2 (R^2 + R^2)^(3/2) [(2R)^2 + R^2]^(3/2) q1/q2 = 2/5 2/√3 R^3 q1/q2 = 29/√5 R^3 q1/q2 = 4√2/5√5 = 0,506 -9 = -3,20 x 10^-19 C +q = 3,20 x 10^-19 C Ponto P1, y = H m Teorema Pitágoras L^2 + y^2 = a^2 9 + 16 = a^2 a^2 = 5 m Eθy - Eθy = 0 ET = 2. Eθx ET = 2. sen θ. q. 9. 10^9. 3,20 x 10^-19 25 ET = 2. (3/5) 9. 10^9. 3,2 x 10^-19 25 ET = 1,38 . 10^-10 N/C sen θ = 3/5 cos θ = 4/5 Lista 3 Normal E = 1800 N/C ϕ = E . A . cos β ϕ = 1800 . 0,0032 . 0,0032 . cos 145° ϕ = 0,018432 . cos 145° ϕ = -0,015 N.m^2/C E = 3,0 mm N/C a = 11 cm = 0,11 m E = 3 . 10^-3 N/C A = π . r^2 A = 3,1416 . 0,11 . 0,11 ϕ = E . A . cos β ϕ = 3 . 10^-3 . 3,1416 . 0,11 . 0,11 . cos 180° ϕ = 0,1140 = 1,14 . 10^-4 N.m^2/C