Exam code: YPH11
There is an electric field around a helium nucleus.
Calculate the electric potential at a distance 26.6 × 10–12 m from a helium nucleus.
Electric potential = .........................................
State one assumption made for this calculation.
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A spark chamber consists of a set of parallel metal plates. It can reveal the path of a high energy particle as shown.
A potential difference of 10.5kV is applied across two adjacent plates as shown below.
Sketch lines to represent the electric field between the plates.
A high energy particle causes ionisation of the atoms in the space between the plates.
i) Show that the force on an ionised atom due to the electric field is about 2.6 × 10–13 N.
charge on ionised atom = 1.60 × 10–19 C
distance between plates = 6.40 mm
(3)
ii) The ionised atom travels 0.2 μm in the direction perpendicular to the plates before colliding with another atom.
Deduce whether the collision could lead to further ionisation.
ionisation energy of atoms = 3.9 × 10–19 J
(2)
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The diagram represents a negative point charge.
Draw field lines to show the electric field around the charge.
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The surface of a balloon can become charged by rubbing it against clothing. The charge on the surface of the balloon can be assumed to act as if it was concentrated at the balloon’s centre.
Two balloons are suspended by cotton threads so that they just touch each other as shown in diagram 1. The two balloons are then given an equal negative charge and repel as shown in diagram 2. The dots represent the centre of each balloon.
i) Show that the force of repulsion between the balloons in diagram 2 is about 1 × 10−3 N.
mass of each balloon = 1.1 grams
(4)
ii) Show that the charge on each balloon is about 2 × 10−7 C.
(2)
One balloon is removed and the remaining balloon returns to its original position.
Calculate the electric potential at a distance of 0.30 m from the centre of the remaining balloon.
Electric potential = ...............................
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The diagram shows a Van de Graaff generator. This is a device that produces a large potential difference by charging a conducting sphere.
The conducting sphere becomes positively charged with the charge distributed evenly on its outside surface.
Sketch the electric field around a positively charged sphere.
Sketch a graph to show how the electric field strength varies with distance from the centre of the positively charged sphere.
When a grounded discharge sphere is brought near the conducting sphere, sparks are seen in the gap between them.
The graph shows how the potential difference between the two spheres varies with the maximum spark gap.
The conducting sphere of the Van de Graaff generator has a radius of .
Calculate the charge stored on the conducting sphere just before a spark forms across a gap of .
Sparks form in air when the electric field strength exceeds and the air molecules become ionised for a short time.
A teacher predicts that the generator can charge the sphere to a potential of at least before the surrounding air breaks down.
Deduce whether this prediction is correct.
Assume the generator is operated without the grounded discharge sphere nearby.
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A point positive charge and a point negative charge are placed 8.0 cm apart at X and Y, as shown.
Calculate the magnitude of the electric field strength midway between X and Y.
charge at X = + 2.5 × 10–7 C
charge at Y = – 2.5 × 10–7 C
Electric field strength = .......................................
The diagram below represents the electric field for this combination of charges.
i) Add dashed lines to the electric field diagram to show equipotentials for this combination of charges.
(3)
ii) A textbook states, “An electric field line shows the path a free positive test charge follows”.
Discuss the accuracy of this statement for free positive test charges placed at point A and at point B.
(4)
The charges at X and Y are replaced by charges of twice the magnitude.
C and D are points between the charges.
Determine the magnitude of the potential difference between points C and D.
charge at X = + 5.0 × 10–7 C
charge at Y = – 5.0 × 10–7 C
Magnitude of potential difference = .........................................
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Electrostatic precipitators are used to remove smoke particles from the waste gases emitted by power stations.
The diagram shows a simplified electrostatic precipitator. A potential difference is applied between the rod and the cylinder.
As gases enter the bottom of the cylinder, a negative electric charge is given to the smoke particles. The gases flow upward and leave the top of the cylinder while the charged smoke particles collect on the cylinder wall.
The diagram below shows a smoke particle inside the cylinder. You may assume the electric field between the rod and the cylinder is uniform.
Add to the diagram to show the forces acting on a charged smoke particle.
The rod is at a potential of and the cylinder is at .
Show that the magnitude of the electric field strength between the rod and the cylinder is about .
distance between the rod and cylinder
A smoke particle of mass enters the cylinder near the rod and is given a charge of .
Calculate the horizontal acceleration of the smoke particle while it is in the cylinder.
The waste gases containing the smoke particles flow vertically upwards through the cylinder at a constant speed of .
Deduce whether the smoke particle reaches the cylinder wall before it leaves the top of the cylinder.
height of cylinder
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