The complete solution of the current in the sinusoidal response of R-L circuit is?
Posted: Thu Jul 14, 2022 10:59 am
a) i = e-t(R/L)[V/√(R2+(ωL)2) cos(θ-tan-1)(ωL/R))]+V/√(R2+(ωL)2) cos(ωt+θ-tan-1)(ωL/R))
b) i = e-t(R/L)[-V/√(R2+(ωL)2) cos(θ-tan-1)(ωL/R))]-V/√(R2+(ωL)2) cos(ωt+θ-tan-1)(ωL/R))
c) i = e-t(R/L)[V/√(R2+(ωL)2) cos(θ-tan-1)(ωL/R))]-V/√(R2+(ωL)2) cos(ωt+θ-tan-1)(ωL/R))
d) i = e-t(R/L)[-V/√(R2+(ωL)2) cos(θ-tan-1)(ωL/R))]+V/√(R2+(ωL)2) cos(ωt+θ-tan-1)(ωL/R))
b) i = e-t(R/L)[-V/√(R2+(ωL)2) cos(θ-tan-1)(ωL/R))]-V/√(R2+(ωL)2) cos(ωt+θ-tan-1)(ωL/R))
c) i = e-t(R/L)[V/√(R2+(ωL)2) cos(θ-tan-1)(ωL/R))]-V/√(R2+(ωL)2) cos(ωt+θ-tan-1)(ωL/R))
d) i = e-t(R/L)[-V/√(R2+(ωL)2) cos(θ-tan-1)(ωL/R))]+V/√(R2+(ωL)2) cos(ωt+θ-tan-1)(ωL/R))