Force between current carrying conductors

Related BrainMass Solutions

• Force between current carrying conductors

  128838 The Direction of Force Between Current Carrying Conductors The following figures (attached) show parallel cables and the orientation of their currents.

• Magnetic effects of current

  Force per unit length acting between two straight and parallel current carrying conductors is given by the expression : Force per unit length = F/L = (μ0/4Π) 2I1I2/R where I1 and I2 are the currents in the two conductors and R the distance between

• Magnetic force between two current carrying conductors.

  123713 Magnetic force between two current carrying conductors. Two rigid rods are oriented parallel to each other and to the ground. The rods carry the same current in the same direction.

• Electromagnet, magnetic force, positive ion, parallel wire, coil

  Force per unit length between two parallel current carrying conductors (I1 and I2) separated by distance r is given by: F = (μ0/4Π)[2I1I2/r] Substituting values: F = 10-7 x 2 x 3 x 3/0.06 = 300x10-7 N As the direction of current in both the conductors

• Force between two parallel current carrying conductors

  The magnetic force between two parallel current carrying conductors per unit length is calculated. The formula is derived from the basic concepts of Lorentz force.

• Force on a conductor carrying current and placed in a magnet

  301373 Physics: Lorentz force and behavior of current carrying conductors in a magnetic field. You will run a simulation of Lorentz force exerted on a current carrying conductor located in the magnetic field of a horseshoe magnet.

• solenoid magnetic field details

  Magnetic field due to current carrying solenoid is derived.

• Determining an expression for the magnitude and direction of a magnetic field

  between two parallel, infinite conductors with spacing a and carrying currents I1 and I2 is given by: F = (μo/4П) 2I1I2/a ...........(1) Direction of the force is attractive for same direction of currents and repulsive for opposite directions.

• Physics: Magnetic field of two parallel conductors

  Net magnetic field at mid point between the two conductors = B = 2x10^-9 + 2x10^-9 = 4x10^-9 T Net magnetic field at mid point between the two conductors is 4x10^-9 T, directed into the plane.