A "ribbon" (width a) of surface current flows (with surface current density K) Right next to it is a second identical ribbon of current. Viewed collectively, what is the new total surface current density Knew in terms of K? a
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Q: Needs Complete solution with 100 % accuracy Don't use chat gpt or ai plz plz.
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- 6. An infinite wire has a circular area with radius a. It has a current density given by 65 J(r)=-e where a and b are constants. (a) Find the total current in the wire. The knowns are 6. a and 5.The figure below represents a section of a circular conductor of nonuniform diameter carrying a current of I = 5.40 A. The radius of cross-section A₁ is r₁ = 0.360 cm. A₁ (a) What is the magnitude of the current density across A₁? A/m² The radius r₂ at A₂ is larger than the radius ₁ at A₁. (b) Is the current at A₂ larger, smaller, or the same? O The current is larger. O The current is smaller. O The current is the same. Az (c) Is the current density at A₂ larger, smaller, or the same? O The current density is larger. O The current density is smaller. O The current density is the same. Assume A₂ = 3A₁. (d) Specify the radius at A₂. mm (e) Specify the current at A₂. (f) Specify the current density at A₂. A/m²5. The current density in a particle beam with circular cross section of radius a points along the beam axis with a magnitude that decreases lincarly with Jo at the center r = 0 to half that value at the edge r = a. (a) Find a lincar function J (r) that describes the particle beam. (b) Find an expression for the total current in the beam.
- A cylindrical, non-ohmic, uniform conductor is placed in a uniform electric field that points from bottom to top along the axis of the conductor, which is aligned with the z-axis. Which of the following statements is correct (select all that apply)? O The current density is proportional to r (the radial distance from the axis) The current density is proportional to the cube of the conductor's radius O The current density is proportional to the conductivity O The current density is inversely proportional to the cross-sectional area of the conductorWhich of the following quantities do not have direct-proportional relationship with the heat current by conduction? length of the conductor O none of the above cross-sectional area of the conductor O temperature difference between hot and cold regionPlease type the final answer instead of hand writting
- Help me to find the diameter of the cylinder No handwrittenThe radii of the two concentric conductive spheres are r1 and r2>r1. The resistivity of the material between the spheres is p. If the total current I from the inner sphere to the outer sphere, Find the electric potential difference between the spheres.Give your answer in terms of (r1, r2, p, I).file is attached
- The figure below represents a section of a circular conductor of nonuniform diameter carrying a current of I = 4.90 A. The radius of cross-section A, is r = 0.250 cm. Az (a) What is the magnitude of the current density across A1? A/m2 The radius r, at A2 is larger than the radius r, at A1. (b) Is the current at A, larger, smaller, or the same? The current is larger. O The current is smaller. The current is the same. (c) Is the current density at A2 larger, smaller, or the same? O The current density is larger. The current density is smaller. O The current density is the same. Assume A2 = 2A1. (d) Specify the radius at A2. mm (e) Specify the current at A2. A (f) Specify the current density at A2. A/m2An aluminum wire consists of the three segments shown in the following figure. The current in the top segment is 7.0 A (Figure 1) For each of these three segments, find the current I Express your answers using two significant figures separated by commas. ? Itop, Imid, Ibot = A Submit Request Answer Part B For each of these three segments, find the current density J. Express your answers using two significant figures separated by commas. HVα ΑΣφ ? Figure Jtop, Imid, Jbot = A/m? Submit Request Answer Part C 2.0 mm For each of these three segments, find the electric field E. 1.0 mm Express your answers using two significant figures separated by commas. 2.0 mm Ην ΑΣφ ? Etop, Emid, Ebot = V/mJ = An electron is moving at a constant speed of 23.7 m/s on a circle of radius 3.89 m. o Express the circumference of the circle in terms of its radius, r. Express the time interval, T, for the electron to finish one circle in terms of the circumference and the speed. Express the current in terms of the fundamental charge, e. Calculate the numerical value, in amperes, of the current. A