Question

In: Physics

A cylindrical conductive shell with radius a and height h Total i0 flow passes counterclockwise from...

A cylindrical conductive shell with radius a and height h
Total i0 flow passes counterclockwise from the surface.
The stream is homogeneously distributed over the lateral surface of the cylinder. Cylinder
formed on the axis and at the middle point (O point) of the upper surface
Find the magnetic field.

Solutions

Expert Solution

A magnetic field is a vector field that describes the magnetic influence of electric charges in relative motion and magnetized materials.


Related Solutions

A sphere with radius a = 8 cm is in a conductive sphere shell with an...
A sphere with radius a = 8 cm is in a conductive sphere shell with an internal radius of b = 12 cm and an outer radius of c = 18 cm with a load of -200 mC. a) Determine the load distribution in the sphere and sphere shell. b) Calculate the value of the electric field in r = 0 cm, r = 4 cm, r = 8 cm, r = 10 cm, r = 14 cm, r =...
Copper wire is wrapped around a cylindrical shell of height h=0.5 cm, forming a “toroid” coil...
Copper wire is wrapped around a cylindrical shell of height h=0.5 cm, forming a “toroid” coil whose inner radius is R1=10 cm and outer radius is R 2 13 cm ( as a result, the cross sectional area of the “toroid” is a rectangle and not a circle; the height of the rectangle is 0.5 cm and the width is 3 cm, as shown in the cross-section view below). The current in the coil is 2A and there are N=500...
Use proper calculus. (a) A conical shell has mass M, height h, and base radius R,...
Use proper calculus. (a) A conical shell has mass M, height h, and base radius R, Assume it is made from thin sheet of uniform thickness, Derive its center of mass and moment of inertia about its symmetry axis. (b) Derive the formula for the center of mass and the moment of inertia of a solid sphere, and then that of the moment of inertia about an axis tangent to the surface. (c) Derive the formula for the moment of...
A long straight cylindrical shell has an inner radius Ri and an outer radius R0.
A long straight cylindrical shell has an inner radius Ri and an outer radius R0. It carries a current I, uniformly distributed over its cross section. A wire is parallel to the cylinder axis, in the hollow region (r < Ri). The magnetic field is zero everywhere outside the shell (r > R0).We conclude that the wire: A) is on the cylinder axis and carries current I in the same direction as the current in the shell B) may be anywhere in...
A uniform cylindrical turntable of radius 1.90 m and mass 28.2 kg rotates counterclockwise in a...
A uniform cylindrical turntable of radius 1.90 m and mass 28.2 kg rotates counterclockwise in a horizontal plane with an initial angular speed of 4π rad/s. The fixed turntable bearing is frictionless. A lump of clay of mass 2.49 kg and negligible size is dropped onto the turntable from a small distance above it and immediately sticks to the turntable at a point 1.80 m to the east of the axis. (a) Find the final angular speed of the clay...
A spherical shell has inner radius RinRin and outer radius RoutRout. The shell contains total charge...
A spherical shell has inner radius RinRin and outer radius RoutRout. The shell contains total charge QQ, uniformly distributed. The interior of the shell is empty of charge and matter. Part A Find the electric field strength outside the shell, r≥Routr≥Rout. Part B Part complete Find the electric field strength in the interior of the shell, r≤Rinr≤Rin. Part C Find the electric field strength within the shell, Rin≤r≤RoutRin≤r≤Rout.
A water tank consists of a cylindrical part of radius r and height h and a hemispherical top. The tank is to be constructed to hold 600 m3
A water tank consists of a cylindrical part of radius r and height h and a hemispherical top. The tank is to be constructed to hold 600 m3 when filled. The surface area of the cylindrical part is 2πrh, and its volume is πr2h. The surface area of the hemispherical top is given by 2πr2, and its volume is given by 2πr3/3. The cost to construct the cylindrical part of the tank is $400 per square meter of surface area;...
A cylindrical soda can has a radius of 6cm and a height of 12cm. When the...
A cylindrical soda can has a radius of 6cm and a height of 12cm. When the can is full of​ soda, the center of mass of the contents of the can is 6cm above the base on the axis of the can​ (halfway along the axis of the​ can). As the can is​ drained, the center of mass descends for a while.​ However, when the can is empty​ (filled only with​ air), the center of mass is once again 6cm...
Consider a long, thin, plastic cylindrical shell centered at the origin. It has a radius 2R...
Consider a long, thin, plastic cylindrical shell centered at the origin. It has a radius 2R and a linear charge density -3 λ . b. Use Gauss's Law to find the electric field (mag and direction) at a distance x=3R from the origin. Now a long line of charge (parallel to the axis of the cylinder) is added at a distance x=4R with linear charge density + λ . c. use superposition to find the force (mag. and direction) on...
A cylindrical capacitor consists of a cylinder (of length L and radius a) with a total...
A cylindrical capacitor consists of a cylinder (of length L and radius a) with a total charge Q nested inside a thin conducting cylindrical shell (of length L and radius b) with total charge
ADVERTISEMENT
ADVERTISEMENT
ADVERTISEMENT