Magnetic field outside is zero. It is non zero only inside the core of a toroid.
By definition, Ampere's Law states that integration of magnetic field over an amperian loop is equivalent to constant μ multiplied by current enclosed. Now, the current that flows at outer circumference and inner circumference of toroid are in opposite direction to each other. Therefore, current enclosed by Amperian loop is zero. Thus, magnetic field outside the toroid is zero.
Hence, the answer is a < r < b.
An ideal toroid has inner radius a and outer radius b. The toroid has turns and...
QUESTION 29 An ideal toroid has inner radius a and outer radus b. The toroidus. Nam and carescu the toroid is the magnetic field different from zero? The magnetic field is different of zero everywhere. r<a a<r<b 30 A horizontal Circular surface of radiusr = 3.60 cm, is in a uniform mag feldmaker magnetic field through the surface is 0 - 4.90 * 10 wb, what is B = 0.125 T B = 0.147T B=0.210 T B 0.172 T Click...
1.) The inner and outer radii of a toroid are 1.50 cm and 3.30 cm. The toroid has 61 turns and carries a current of 2.20 A. What are the strongest and weakest magnetic fields produced by this toroid? (Enter the magnitudes.) T(strongest): T(weakest): 2.) The magnitude of the magnetic field at the center of a 23.0-cm-long solenoid with 600.0 turns is 2.10 mT. What is the current in the windings of the solenoid?
An infinitely long insulting cylindrical shell has inner radius R1 and outer radius R2 and a uniform volume charge density p. Determine E for r<R1 and for R1<r<R2 and for r>R2
4. The coils in a tokamak fusion reactor form a toroid with inner radius 0.7m and outer radius 1.3m. It has 900 turns and carries 14kA of current. Find the magnetic field at a) ? = 0.5m b) ? = 1.0m c) ? = 1.5m
Consider a spherical shell with inner radius a and outer radius b. A charge density σ A cos(9) is glued over the outer surface of the shell, while the potential at the inner surface of the shell is V (8) Vo cos(0). Find electric potential inside the spherical shell, a<r<b.
A toroid with 3.0*10^5 turns per meter has 0.60m inner and 1.0m outer diameter and is powered with 15A of electric current. What is the magnetic field on a 0.80m diameter circle at the central plane of this toroid?
A toroidal solenoid has inner radius 15cm and outer radius 20cm. The solenoid has 250 turns. Advice: Work through example 28.10 first. a) The magnetic field at 18cm from the center of the torus is 3mT. How large is the current that the coil carries? b) What is the magnitude of the magnetic field at 10cm from the center of the torus? Please explain your answer using Ampere's law without any calculation. c) What is the magnitude of the magnetic...
A toroidal solenoid with N turns of wire, has inner radius a, outer radius b, and a rectangular cross section of height h. Make a diagram of the toroid and its cross section and show that the self-inductance of this solenoid is given by L = [µ0N^2h/( 2π )]*ln(b/a).
P1. Consider a symmetric hollow sphere (also called a spherical shel1), that has an outer radius of b and an inner radius of a. Suppose also that there is a total charge of q uniformly distributed through this shell. (a) Compute the charge density p in terms of q, a, and b. (b) find a formula for the electric field created by this shell for all three ranges of distance from the center: r< a, a< r <b, andb<r.
A hollow cylindrical conductor of inner radius a = 9 cm, and outer radius b = 22.5 has a non- uniform current density J = m2 in units of A/m2 . (a) Calculate the magnetic field at distance r = 13.5 cm from the center of the conductor A hollow cylindrical conductor of inner radius a = 9 cm, and outer radius b = 22.5 has a non- uniform current density J = m2 in units of A/m2 (b) Calculate...