The spherically symmetric charge outside the radius r does not affect the electric field at r. It follows that inside a spherical shell of charge, you would have zero electric field.

## Can you have an electric field in an insulator?

We define a conductor as a material in which charges are free to move over macroscopic distances—i.e., they can leave their nuclei and move around the material. An insulator is anything else. … **There can be no electric field inside a conductor**.

## Do insulating spheres have charge?

The interior insulating sphere **has the charge uniformly distributed throughout the sphere**. The conducting shell has the charge distributed uniformly on the surfaces. Thus, the system has spherical symmetry and we can use Gauss’ Law.

## Is there an electric field inside a conducting sphere?

**The electric field** is zero **inside a conducting sphere**. **The electric field** outside **the sphere** is given by: E = kQ/r^{2}, just like a point **charge**.

## Are deflected in electric field?

X-rays are electromagnetic waves and are not charged. Neutrons are charge-less. **Alpha particle** are basically helium nuclei and are charged. So they are deflected in electric field.

## Why is electric field inside a sphere zero?

since all the charge is distributed on the surface of the spherical shell so according to Gauss law there will not be any electric flux inside the spherical shell, because the **charge inclosed by the spherical shell is zero**, so there will not be any electric field present inside the spherical shell.

## What is insulator in electric field?

An electrical insulator is **a material in which electric current does not flow freely**. The atoms of the insulator have tightly bound electrons which cannot readily move. … A perfect insulator does not exist because even insulators contain small numbers of mobile charges (charge carriers) which can carry current.

## What is electric field inside an insulator?

Any charged object positive or negative , conductor or insulator creates an **electric field that permeates the space surrounding it** . A conductor is a material that allows electrons to move freely from atom to atom.

## Can electric fields go through a conductor?

As they’ve explained, **electric field lines cannot pass through the conductor for** then E will either form a closed loop (cannot happen cause curl E=0) or it will pass from the inner surface to the outer and there will be potential difference which is a contradiction (Conductors have equipotential surfaces).

## What is the potential inside insulating sphere?

Field and Potential from Conducting Spheres

This implies that outside the sphere the potential also looks like the potential from a point charge. What about inside the sphere? If the sphere is a conductor we know the **field inside the sphere is zero**.

## Can electric field be negative?

**Electric field is not negative**. It is a vector and thus has negative and positive directions. An electron being negatively charged experiences a force against the direction of the field. For a positive charge, the force is along the field.

## How do you calculate the new charge on each sphere?

Each sphere will have half of the total charge: **Q=Q1+Q22x**=9,6×10−18+(−9,6×10−18)2x=0C. So each sphere is now neutral. No net charge means that there is no excess of electrons or protons.

## Why is electric potential constant inside a sphere?

The reason is, in case of conducting **sphere electric field do not penetrate inside the sphere** so there is no variation of electric field inside a conducting sphere, so work done in moving an object in a closed path is zero inside a conducting sphere and that’s why electric potential Inside a conducting sphere is zero.

## Which is not deflected by electric field?

Alpha particles are positively charged as they have two protons and two neutrons. … This means that alpha and beta radiation can be deflected by electric fields, but gamma radiation cannot. Hence the types of waves that cannot be deflected by an electric field or a magnetic field are **gamma rays**.

## Is the electric potential inside a conductor zero?

**The electric field inside every conductor is ZERO** ( when the arrangement remain as it is and in both above cases ) because the electric field due to induced charges is equal and opposite to electric field due to ‘inducing charge +Q’ at each and every point inside conductor.