Dealing with Charge/Gaussian

Related BrainMass Solutions

• Gauss' Law

  Let us consider as Gaussian surface a cylindrical surface of radius r and length L co-centric with the infinite cylinder. Electric field at every point on the Gaussian surface will be uniform and radial (outwards for +ve charge).

• Electric Flux Through a Gaussian Spehere

  38934 Electric Flux Through a Gaussian Spehere A point charge produces an electric flux of +545 Nm^2/C through a Gaussian sphere of radius 17.0 cm centered on the charge. (a) What is the flux through a Gaussian sphere with a radius 34.0 cm?

• Application of Gauss' law

  Total charge enclosed with in such a shell is equal to the total charge on the charged sphere which is given by (7) with r = RA.

• Electrostatics: Electric Potential

  Applying Gauss' theorem to the Gaussian surface : ∫E.ds = Q/ε0 where Q is the net charge enclosed within the Gaussian surface Let E be the uniform and radial electric field over the Gaussian surface.

• Two problems on electrostatics

  Applying Gauss' theorem at the Gaussian surface we get : ∫E.ds = Q/Єo where E = Electric field on the Gaussian surface, Q = Total charge enclosed by the Gaussian surface (the charge on the inner shell + the charge on the outer shell) E x 4Π x

• What is the magnitude of electric field near the center of the sheet?

  With a good explanation, the problem is solved.

• application of Gauss law to find the electric field

  86141 Gaussian surface Please help with the following problem. Step by step calculations are given.

• Use Gauss's Law to find the electic field, electric potential

  has no net charge, if we take a Gaussian surface with Radius>C, the total charge enclosed is again just Q.

• Physics: Magnitude and the direction of an electric field

  charge induced on it with the same charge density (see fig. below).